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"ShadingModel", "KString", "", "", "phong" + P: "EmissiveFactor", "Number", "", "A",0 + P: "AmbientColor", "Color", "", "A",0.831372618675232,0.600000023841858,0.200000017881393 + P: "DiffuseColor", "Color", "", "A",0.831372618675232,0.600000023841858,0.200000017881393 + P: "TransparentColor", "Color", "", "A",1,1,1 + P: "SpecularColor", "Color", "", "A",0.899999976158142,0.899999976158142,0.899999976158142 + P: "SpecularFactor", "Number", "", "A",0 + P: "ShininessExponent", "Number", "", "A",1.99999988079071 + P: "Emissive", "Vector3D", "Vector", "",0,0,0 + P: "Ambient", "Vector3D", "Vector", "",0.831372618675232,0.600000023841858,0.200000017881393 + P: "Diffuse", "Vector3D", "Vector", "",0.831372618675232,0.600000023841858,0.200000017881393 + P: "Specular", "Vector3D", "Vector", "",0,0,0 + P: "Shininess", "double", "Number", "",1.99999988079071 + P: "Opacity", "double", "Number", "",1 + P: "Reflectivity", "double", "Number", "",0 + } + } + Material: 1870889104, "Material::windows_231", "" { + Version: 102 + ShadingModel: "phong" + MultiLayer: 0 + Properties70: { + P: "ShadingModel", "KString", "", "", "phong" + P: "EmissiveFactor", "Number", "", "A",0 + P: "AmbientColor", "Color", "", "A",0.192156881093979,0.215686291456223,0.30588236451149 + P: "DiffuseColor", "Color", "", "A",0.192156881093979,0.215686291456223,0.30588236451149 + P: "TransparentColor", "Color", "", "A",1,1,1 + P: "SpecularColor", "Color", "", "A",0.899999976158142,0.899999976158142,0.899999976158142 + P: "SpecularFactor", "Number", "", "A",0 + P: "ShininessExponent", "Number", "", "A",1.99999988079071 + P: "Emissive", "Vector3D", "Vector", "",0,0,0 + P: "Ambient", "Vector3D", "Vector", "",0.192156881093979,0.215686291456223,0.30588236451149 + P: "Diffuse", "Vector3D", "Vector", "",0.192156881093979,0.215686291456223,0.30588236451149 + P: "Specular", "Vector3D", "Vector", "",0,0,0 + P: "Shininess", "double", "Number", "",1.99999988079071 + P: "Opacity", "double", "Number", "",1 + P: "Reflectivity", "double", "Number", "",0 + } + } + Material: 1870889584, "Material::windows_2444", "" { + Version: 102 + ShadingModel: "phong" + MultiLayer: 0 + Properties70: { + P: "ShadingModel", "KString", "", "", "phong" + P: "EmissiveFactor", "Number", "", "A",0 + P: "AmbientColor", "Color", "", "A",0.0274509824812412,0.0352941192686558,0.062745101749897 + P: "DiffuseColor", "Color", "", "A",0.0274509824812412,0.0352941192686558,0.062745101749897 + P: "TransparentColor", "Color", "", "A",1,1,1 + P: "SpecularColor", "Color", "", "A",0.899999976158142,0.899999976158142,0.899999976158142 + P: "SpecularFactor", "Number", "", "A",0 + P: "ShininessExponent", "Number", "", "A",1.99999988079071 + P: "Emissive", "Vector3D", "Vector", "",0,0,0 + P: "Ambient", "Vector3D", "Vector", "",0.0274509824812412,0.0352941192686558,0.062745101749897 + P: "Diffuse", "Vector3D", "Vector", "",0.0274509824812412,0.0352941192686558,0.062745101749897 + P: "Specular", "Vector3D", "Vector", "",0,0,0 + P: "Shininess", "double", "Number", "",1.99999988079071 + P: "Opacity", "double", "Number", "",1 + P: "Reflectivity", "double", "Number", "",0 + } + } + AnimationStack: 1625196992, "AnimStack::Take 001", "" { + Properties70: { + P: "LocalStop", "KTime", "Time", "",95451393200 + P: "ReferenceStop", "KTime", "Time", "",95451393200 + } + } + AnimationLayer: 1872069280, "AnimLayer::BaseLayer", "" { + } + AnimationCurveNode: 1625197616, "AnimCurveNode::R", "" { + Properties70: { + P: "d|X", "Number", "", "A",0 + P: "d|Y", "Number", "", "A",0 + P: "d|Z", "Number", "", "A",0 + } + } + AnimationCurveNode: 1625200320, "AnimCurveNode::R", "" { + Properties70: { + P: "d|X", "Number", "", "A",0 + P: "d|Y", "Number", "", "A",0 + P: "d|Z", "Number", "", "A",0 + } + } + AnimationCurveNode: 1749281328, "AnimCurveNode::R", "" { + Properties70: { + P: "d|X", "Number", "", "A",0 + P: "d|Y", "Number", "", "A",0 + P: "d|Z", "Number", "", "A",0 + } + } + AnimationCurveNode: 1749281536, "AnimCurveNode::R", "" { + Properties70: { + P: "d|X", "Number", "", "A",0 + P: "d|Y", "Number", "", "A",0 + P: "d|Z", "Number", "", "A",0 + } + } + AnimationCurve: 1630417248, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1630415968, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: -0,180,360,-0,180,360,-0,180,360 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + 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0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1753021872, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 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0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,20,20,20,-20,-20,-20 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + CollectionExclusive: 1873550368, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::bus001, Model::RootNode + C: "OO",1869607152,0 + + ;Model::wheel_1, Model::RootNode + C: "OO",1874577392,0 + + ;Model::wheel_3, Model::RootNode + C: "OO",1883813632,0 + + ;Model::wheel_4, Model::RootNode + C: "OO",1883820208,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1872069280,1625196992 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1625197616,1872069280 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1625200320,1872069280 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1749281328,1872069280 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1749281536,1872069280 + + ;Model::Object302, Model::bus001 + C: "OO",1869602768,1869607152 + + ;Model::Object303, Model::bus001 + C: "OO",1869600576,1869607152 + + ;Model::Object304, Model::bus001 + C: "OO",1869611536,1869607152 + + ;Model::Cylinder292, Model::bus001 + C: "OO",1869609344,1869607152 + + ;Model::Cylinder293, Model::bus001 + C: "OO",1038617552,1869607152 + + ;Model::Cylinder294, Model::bus001 + C: "OO",1749913408,1869607152 + + ;Model::Cylinder295, Model::bus001 + C: "OO",1874551088,1869607152 + + ;Model::Cylinder296, Model::bus001 + C: "OO",1874553280,1869607152 + + ;Model::Cylinder297, Model::bus001 + C: "OO",1874555472,1869607152 + + ;Model::Cylinder298, Model::bus001 + C: "OO",1874557664,1869607152 + + ;Model::Cylinder299, Model::bus001 + C: "OO",1874559856,1869607152 + + ;Model::Object306, Model::bus001 + C: "OO",1874562048,1869607152 + + ;Model::Object307, Model::bus001 + C: "OO",1874564240,1869607152 + + ;Model::Object308, Model::bus001 + C: "OO",1874566432,1869607152 + + ;Model::Object309, Model::bus001 + C: "OO",1874568624,1869607152 + + ;Model::wheel_2, Model::bus001 + C: "OO",1874570816,1869607152 + + ;NodeAttribute::, Model::bus001 + C: "OO",1879471216,1869607152 + + ;Geometry::, Model::Object302 + C: "OO",1634836176,1869602768 + + ;Material::13 - Default34534, Model::Object302 + C: "OO",1750159360,1869602768 + + ;Geometry::, Model::Object303 + C: "OO",1634836736,1869600576 + + ;Material::windows_23133, Model::Object303 + C: "OO",1750157440,1869600576 + + ;Geometry::, Model::Object304 + C: "OO",1634834496,1869611536 + + ;Material::leaves_palm_24356, Model::Object304 + C: "OO",1744360256,1869611536 + + ;Geometry::, Model::Cylinder292 + C: "OO",1627874288,1869609344 + + ;Material::20 - Default, Model::Cylinder292 + C: "OO",1164220736,1869609344 + + ;Geometry::, Model::Cylinder293 + C: "OO",1634972880,1038617552 + + ;Material::20 - Default, Model::Cylinder293 + C: "OO",1164220736,1038617552 + + ;Geometry::, Model::Cylinder294 + C: "OO",1634973440,1749913408 + + ;Material::20 - Default, Model::Cylinder294 + C: "OO",1164220736,1749913408 + + ;Geometry::, Model::Cylinder295 + C: "OO",1634974000,1874551088 + + ;Material::20 - Default, Model::Cylinder295 + C: "OO",1164220736,1874551088 + + ;Geometry::, Model::Cylinder296 + C: "OO",1634974560,1874553280 + + ;Material::20 - Default, Model::Cylinder296 + C: "OO",1164220736,1874553280 + + ;Geometry::, Model::Cylinder297 + C: "OO",1634975120,1874555472 + + ;Material::leaves_palm_24356, Model::Cylinder297 + C: "OO",1744360256,1874555472 + + ;Geometry::, Model::Cylinder298 + C: "OO",1634975680,1874557664 + + ;Material::20 - Default, Model::Cylinder298 + C: "OO",1164220736,1874557664 + + ;Geometry::, Model::Cylinder299 + C: "OO",1634976240,1874559856 + + ;Material::leaves_palm_24356, Model::Cylinder299 + C: "OO",1744360256,1874559856 + + ;Geometry::, Model::Object306 + C: "OO",1634976800,1874562048 + + ;Material::windows_2, Model::Object306 + C: "OO",1164219296,1874562048 + + ;Geometry::, Model::Object307 + C: "OO",1634977360,1874564240 + + ;Material::05 - Default5464565, Model::Object307 + C: "OO",529405376,1874564240 + + ;Geometry::, Model::Object308 + C: "OO",1634977920,1874566432 + + ;Material::tank, Model::Object308 + C: "OO",1870888624,1874566432 + + ;Geometry::, Model::Object309 + C: "OO",1634979040,1874568624 + + ;Material::windows_231, Model::Object309 + C: "OO",1870889104,1874568624 + + ;Model::Object305, Model::wheel_2 + C: "OO",1874573008,1874570816 + + ;Model::Cylinder300, Model::wheel_2 + C: "OO",1874575200,1874570816 + + ;NodeAttribute::, Model::wheel_2 + C: "OO",1879471920,1874570816 + + ;AnimCurveNode::R, Model::wheel_2 + C: "OP",1625197616,1874570816, "Lcl Rotation" + + ;Geometry::, Model::Object305 + C: "OO",1634979600,1874573008 + + ;Material::leaves_palm_24356, Model::Object305 + C: "OO",1744360256,1874573008 + + ;Geometry::, Model::Cylinder300 + C: "OO",1634978480,1874575200 + + ;Material::windows_2444, Model::Cylinder300 + C: "OO",1870889584,1874575200 + + ;Model::wheel_101, Model::wheel_1 + C: "OO",1874579584,1874577392 + + ;Model::wheel_102, Model::wheel_1 + C: "OO",1883811440,1874577392 + + ;NodeAttribute::, Model::wheel_1 + C: "OO",1879471744,1874577392 + + ;AnimCurveNode::R, Model::wheel_1 + C: "OP",1625200320,1874577392, "Lcl Rotation" + + ;Geometry::, Model::wheel_101 + C: "OO",1879399520,1874579584 + + ;Material::leaves_palm_24356, Model::wheel_101 + C: "OO",1744360256,1874579584 + + ;Geometry::, Model::wheel_102 + C: "OO",1634980160,1883811440 + + ;Material::windows_2444, Model::wheel_102 + C: "OO",1870889584,1883811440 + + ;Model::Object311, Model::wheel_3 + C: "OO",1883815824,1883813632 + + ;Model::Object315, Model::wheel_3 + C: "OO",1883818016,1883813632 + + ;NodeAttribute::, Model::wheel_3 + C: "OO",1879471392,1883813632 + + ;AnimCurveNode::R, Model::wheel_3 + C: "OP",1749281328,1883813632, "Lcl Rotation" + + ;Geometry::, Model::Object311 + C: "OO",1879400640,1883815824 + + ;Material::leaves_palm_24356, Model::Object311 + C: "OO",1744360256,1883815824 + + ;Geometry::, Model::Object315 + C: "OO",1879400080,1883818016 + + ;Material::windows_2444, Model::Object315 + C: "OO",1870889584,1883818016 + + ;Model::Object310, Model::wheel_4 + C: "OO",1883822400,1883820208 + + ;Model::Object314, Model::wheel_4 + C: "OO",1883824592,1883820208 + + ;NodeAttribute::, Model::wheel_4 + C: "OO",1879472096,1883820208 + + ;AnimCurveNode::R, Model::wheel_4 + C: "OP",1749281536,1883820208, "Lcl Rotation" + + ;Geometry::, Model::Object310 + C: "OO",1879401760,1883822400 + + ;Material::leaves_palm_24356, Model::Object310 + C: "OO",1744360256,1883822400 + + ;Geometry::, Model::Object314 + C: "OO",1879401200,1883824592 + + ;Material::windows_2444, Model::Object314 + C: "OO",1870889584,1883824592 + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1630417248,1625197616, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1630415968,1625197616, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1630417728,1625197616, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747994576,1625200320, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747270464,1625200320, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747269184,1625200320, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753018832,1749281328, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753019472,1749281328, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753020912,1749281328, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753018992,1749281536, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753021872,1749281536, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753020112,1749281536, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,95451393200 + ReferenceTime: 0,95451393200 + } +} diff --git a/Assets/Area730/Stylized city/Models/bus.FBX.meta b/Assets/Area730/Stylized city/Models/bus.FBX.meta new file mode 100644 index 00000000..47c237c5 --- /dev/null +++ b/Assets/Area730/Stylized city/Models/bus.FBX.meta @@ -0,0 +1,452 @@ +fileFormatVersion: 2 +guid: 7089f119f850b514c89b3e4f68025a29 +timeCreated: 1447101578 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: //RootNode + 100002: bus001 + 100004: Cylinder292 + 100006: Cylinder293 + 100008: Cylinder294 + 100010: Cylinder295 + 100012: Cylinder296 + 100014: Cylinder297 + 100016: Cylinder298 + 100018: Cylinder299 + 100020: Cylinder300 + 100022: Object302 + 100024: Object303 + 100026: Object304 + 100028: Object305 + 100030: Object306 + 100032: Object307 + 100034: Object308 + 100036: Object309 + 100038: Object310 + 100040: Object311 + 100042: Object314 + 100044: Object315 + 100046: wheel_1 + 100048: wheel_101 + 100050: wheel_102 + 100052: wheel_2 + 100054: wheel_3 + 100056: wheel_4 + 400000: //RootNode + 400002: bus001 + 400004: Cylinder292 + 400006: Cylinder293 + 400008: Cylinder294 + 400010: Cylinder295 + 400012: Cylinder296 + 400014: Cylinder297 + 400016: Cylinder298 + 400018: Cylinder299 + 400020: Cylinder300 + 400022: Object302 + 400024: Object303 + 400026: Object304 + 400028: Object305 + 400030: Object306 + 400032: Object307 + 400034: Object308 + 400036: Object309 + 400038: Object310 + 400040: Object311 + 400042: Object314 + 400044: Object315 + 400046: wheel_1 + 400048: wheel_101 + 400050: wheel_102 + 400052: wheel_2 + 400054: wheel_3 + 400056: wheel_4 + 2300000: Cylinder292 + 2300002: Cylinder293 + 2300004: Cylinder294 + 2300006: Cylinder295 + 2300008: Cylinder296 + 2300010: Cylinder297 + 2300012: Cylinder298 + 2300014: Cylinder299 + 2300016: Cylinder300 + 2300018: Object302 + 2300020: Object303 + 2300022: Object304 + 2300024: Object305 + 2300026: Object306 + 2300028: Object307 + 2300030: Object308 + 2300032: Object309 + 2300034: Object310 + 2300036: Object311 + 2300038: Object314 + 2300040: Object315 + 2300042: wheel_101 + 2300044: wheel_102 + 3300000: Cylinder292 + 3300002: Cylinder293 + 3300004: Cylinder294 + 3300006: Cylinder295 + 3300008: Cylinder296 + 3300010: Cylinder297 + 3300012: Cylinder298 + 3300014: Cylinder299 + 3300016: Cylinder300 + 3300018: Object302 + 3300020: Object303 + 3300022: Object304 + 3300024: Object305 + 3300026: Object306 + 3300028: Object307 + 3300030: Object308 + 3300032: Object309 + 3300034: Object310 + 3300036: Object311 + 3300038: Object314 + 3300040: Object315 + 3300042: wheel_101 + 3300044: wheel_102 + 4300000: Object302 + 4300002: Object303 + 4300004: Object304 + 4300006: Cylinder292 + 4300008: Cylinder293 + 4300010: Cylinder294 + 4300012: Cylinder295 + 4300014: Cylinder296 + 4300016: Cylinder297 + 4300018: Cylinder298 + 4300020: Cylinder299 + 4300022: Object306 + 4300024: Object307 + 4300026: Object308 + 4300028: Object309 + 4300030: Object305 + 4300032: Cylinder300 + 4300034: wheel_101 + 4300036: wheel_102 + 4300038: Object311 + 4300040: Object315 + 4300042: Object310 + 4300044: Object314 + 7400000: Rotate_wheels + 7400002: Turn_left + 7400004: Turn_right + 9500000: //RootNode + materials: + importMaterials: 1 + materialName: 0 + materialSearch: 1 + animations: + legacyGenerateAnimations: 4 + bakeSimulation: 0 + optimizeGameObjects: 0 + motionNodeName: + animationImportErrors: + animationImportWarnings: + animationRetargetingWarnings: + animationDoRetargetingWarnings: 0 + animationCompression: 1 + animationRotationError: .5 + animationPositionError: .5 + animationScaleError: .5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: + - serializedVersion: 16 + name: Rotate_wheels + takeName: Take 001 + firstFrame: 0 + lastFrame: 19 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: bus001 + weight: 1 + - path: bus001/Cylinder292 + weight: 1 + - path: bus001/Cylinder293 + weight: 1 + - path: bus001/Cylinder294 + weight: 1 + - path: bus001/Cylinder295 + weight: 1 + - path: bus001/Cylinder296 + weight: 1 + - path: bus001/Cylinder297 + weight: 1 + - path: bus001/Cylinder298 + weight: 1 + - path: bus001/Cylinder299 + weight: 1 + - path: bus001/Object302 + weight: 1 + - path: bus001/Object303 + weight: 1 + - path: bus001/Object304 + weight: 1 + - path: bus001/Object306 + weight: 1 + - path: bus001/Object307 + weight: 1 + - path: bus001/Object308 + weight: 1 + - path: bus001/Object309 + weight: 1 + - path: bus001/wheel_2 + weight: 1 + - path: bus001/wheel_2/Cylinder300 + weight: 1 + - path: bus001/wheel_2/Object305 + weight: 1 + - path: wheel_1 + weight: 1 + - path: wheel_1/wheel_101 + weight: 1 + - path: wheel_1/wheel_102 + weight: 1 + - path: wheel_3 + weight: 1 + - path: wheel_3/Object311 + weight: 1 + - path: wheel_3/Object315 + weight: 1 + - path: wheel_4 + weight: 1 + - path: wheel_4/Object310 + weight: 1 + - path: wheel_4/Object314 + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + - serializedVersion: 16 + name: Turn_left + takeName: Take 001 + firstFrame: 21 + lastFrame: 21 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: bus001 + weight: 1 + - path: bus001/Cylinder292 + weight: 1 + - path: bus001/Cylinder293 + weight: 1 + - path: bus001/Cylinder294 + weight: 1 + - path: bus001/Cylinder295 + weight: 1 + - path: bus001/Cylinder296 + weight: 1 + - path: bus001/Cylinder297 + weight: 1 + - path: bus001/Cylinder298 + 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loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: bus001 + weight: 1 + - path: bus001/Cylinder292 + weight: 1 + - path: bus001/Cylinder293 + weight: 1 + - path: bus001/Cylinder294 + weight: 1 + - path: bus001/Cylinder295 + weight: 1 + - path: bus001/Cylinder296 + weight: 1 + - path: bus001/Cylinder297 + weight: 1 + - path: bus001/Cylinder298 + weight: 1 + - path: bus001/Cylinder299 + weight: 1 + - path: bus001/Object302 + weight: 1 + - path: bus001/Object303 + weight: 1 + - path: bus001/Object304 + weight: 1 + - path: bus001/Object306 + weight: 1 + - path: bus001/Object307 + weight: 1 + - path: bus001/Object308 + weight: 1 + - path: bus001/Object309 + weight: 1 + - path: bus001/wheel_2 + weight: 1 + - path: bus001/wheel_2/Cylinder300 + weight: 1 + - path: bus001/wheel_2/Object305 + weight: 1 + - path: wheel_1 + weight: 1 + - path: wheel_1/wheel_101 + weight: 1 + - path: wheel_1/wheel_102 + weight: 1 + - path: wheel_3 + weight: 1 + - path: wheel_3/Object311 + weight: 1 + - path: wheel_3/Object315 + weight: 1 + - path: wheel_4 + weight: 1 + - path: wheel_4/Object310 + weight: 1 + - path: wheel_4/Object314 + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + isReadable: 1 + meshes: + lODScreenPercentages: [] + globalScale: 1 + meshCompression: 0 + addColliders: 0 + importBlendShapes: 1 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 1 + optimizeMeshForGPU: 1 + keepQuads: 0 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + useFileScale: 1 + tangentSpace: + normalSmoothAngle: 60 + splitTangentsAcrossUV: 1 + normalImportMode: 0 + tangentImportMode: 1 + importAnimation: 1 + copyAvatar: 0 + humanDescription: + human: [] + skeleton: [] + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {instanceID: 0} + animationType: 2 + additionalBone: 0 + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Area730/Stylized city/Models/bush1.FBX b/Assets/Area730/Stylized city/Models/bush1.FBX new file mode 100644 index 00000000..cdf3fc97 --- /dev/null +++ b/Assets/Area730/Stylized city/Models/bush1.FBX @@ -0,0 +1,587 @@ +; FBX 7.4.0 project file +; Copyright (C) 1997-2010 Autodesk Inc. and/or its licensors. +; All rights reserved. +; ---------------------------------------------------- + +FBXHeaderExtension: { + FBXHeaderVersion: 1003 + FBXVersion: 7400 + CreationTimeStamp: { + Version: 1000 + Year: 2015 + Month: 11 + Day: 6 + Hour: 16 + Minute: 29 + Second: 56 + Millisecond: 553 + } + Creator: "FBX SDK/FBX Plugins version 2015.0" + SceneInfo: "SceneInfo::GlobalInfo", "UserData" { + Type: "UserData" + Version: 100 + MetaData: { + Version: 100 + Title: "" + Subject: "" + Author: "" + Keywords: "" + Revision: "" + Comment: "" + } + Properties70: { + P: "DocumentUrl", "KString", "Url", "", "C:\Users\Andrew\Desktop\houses\export_object\bush1.FBX" + P: "SrcDocumentUrl", "KString", "Url", "", "C:\Users\Andrew\Desktop\houses\export_object\bush1.FBX" + P: "Original", "Compound", "", "" + P: "Original|ApplicationVendor", "KString", "", "", "Autodesk" + P: "Original|ApplicationName", "KString", "", "", "3ds Max" + P: "Original|ApplicationVersion", "KString", "", "", "2014" + P: "Original|DateTime_GMT", "DateTime", "", "", "06/11/2015 14:29:56.553" + P: "Original|FileName", "KString", "", "", "C:\Users\Andrew\Desktop\houses\export_object\bush1.FBX" + P: "LastSaved", "Compound", "", "" + P: 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0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1753399040, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1042005776, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: -5.188363,-5.188363 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1042002096, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1042006416, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: -5.464151e-005,-5.464151e-005 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1042005456, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1042001776, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: 1.000001,1.000001 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1042005936, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: 1,1 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1743997184, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: 0.9999989,0.9999989 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1743997504, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600 + } + KeyValueFloat: *6 { + a: 0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 1202568864, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600 + } + KeyValueFloat: *6 { + a: 0,180,360,360,540,720 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 1202570144, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600 + } + KeyValueFloat: *6 { + a: 0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + CollectionExclusive: 1747967184, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::car_1a, Model::RootNode + C: "OO",1829540720,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1741722112,1820460944 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1820459696,1741722112 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1820464272,1741722112 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1820464480,1741722112 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1820464688,1741722112 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1820464896,1741722112 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1820465104,1741722112 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1820465312,1741722112 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1820465520,1741722112 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1820465728,1741722112 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1820465936,1741722112 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1820466144,1741722112 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1820466352,1741722112 + + ;Model::car1_a, Model::car_1a + C: "OO",1829542912,1829540720 + + ;Model::w1, Model::car_1a + C: "OO",1824981280,1829540720 + + ;Model::w3, Model::car_1a + C: "OO",1824987856,1829540720 + + ;Model::w4, Model::car_1a + C: "OO",1824994432,1829540720 + + ;Model::w2, Model::car_1a + C: "OO",1825198464,1829540720 + + ;NodeAttribute::, Model::car_1a + C: "OO",1157882768,1829540720 + + ;Model::Box1392, Model::car1_a + C: "OO",1829545104,1829542912 + + ;Model::Box1394, Model::car1_a + C: "OO",1829547296,1829542912 + + ;Model::Object259, Model::car1_a + C: "OO",1829549488,1829542912 + + ;Model::glass, Model::car1_a + C: "OO",1829551680,1829542912 + + ;Model::Object263, Model::car1_a + C: "OO",1829553872,1829542912 + + ;Model::windows_inside, Model::car1_a + C: "OO",1829556064,1829542912 + + ;Model::Box1396, Model::car1_a + C: "OO",1824970320,1829542912 + + ;Model::Box1393, Model::car1_a + C: "OO",1824972512,1829542912 + + ;Model::gun, Model::car1_a + C: "OO",1824974704,1829542912 + + ;Model::soldier, Model::car1_a + C: "OO",1824976896,1829542912 + + ;Model::Box1395, Model::car1_a + C: "OO",1824979088,1829542912 + + ;NodeAttribute::, Model::car1_a + C: "OO",1157883120,1829542912 + + ;Geometry::, Model::Box1392 + C: "OO",1202546288,1829545104 + + ;Material::24 - Default, Model::Box1392 + C: "OO",121289744,1829545104 + + ;Geometry::, Model::Box1394 + C: "OO",1202544608,1829547296 + + ;Material::20 - Default, Model::Box1394 + C: "OO",121297904,1829547296 + + ;Geometry::, Model::Object259 + C: "OO",1202545168,1829549488 + + ;Material::20 - Default, Model::Object259 + C: "OO",121297904,1829549488 + + ;Geometry::, Model::glass + C: "OO",1202544048,1829551680 + + ;Material::13 - Default, Model::glass + C: "OO",121302224,1829551680 + + ;Geometry::, Model::Object263 + C: "OO",1031159248,1829553872 + + ;Material::20 - Default, Model::Object263 + C: "OO",121297904,1829553872 + + ;Geometry::, Model::windows_inside + C: "OO",1031156448,1829556064 + + ;Material::20 - Default, Model::windows_inside + C: "OO",121297904,1829556064 + + ;Geometry::, Model::Box1396 + C: "OO",1031157568,1824970320 + + ;Material::13 - Default, Model::Box1396 + C: "OO",121302224,1824970320 + + ;Geometry::, Model::Box1393 + C: "OO",1741205936,1824972512 + + ;Material::20 - Default, Model::Box1393 + C: "OO",121297904,1824972512 + + ;NodeAttribute::, Model::gun + C: "OO",1637638848,1824974704 + + ;NodeAttribute::, Model::soldier + C: "OO",1637639024,1824976896 + + ;Geometry::, Model::Box1395 + C: "OO",1741207056,1824979088 + + ;Material::13 - Default, Model::Box1395 + C: "OO",121302224,1824979088 + + ;Model::disk4, Model::w1 + C: "OO",1824983472,1824981280 + + ;Model::wheel4, Model::w1 + C: "OO",1824985664,1824981280 + + ;NodeAttribute::, Model::w1 + C: "OO",1637639200,1824981280 + + ;AnimCurveNode::R, Model::w1 + C: "OP",1820459696,1824981280, "Lcl Rotation" + + ;Geometry::, Model::disk4 + C: "OO",1741207616,1824983472 + + ;Material::roof, Model::disk4 + C: "OO",121292144,1824983472 + + ;Geometry::, Model::wheel4 + C: "OO",1741206496,1824985664 + + ;Material::13 - Default, Model::wheel4 + C: "OO",121302224,1824985664 + + ;Model::wheel3, Model::w3 + C: "OO",1824990048,1824987856 + + ;NodeAttribute::, Model::w3 + C: "OO",1637639376,1824987856 + + ;AnimCurveNode::R, Model::w3 + C: "OP",1820464272,1824987856, "Lcl Rotation" + + ;Model::disk3, Model::wheel3 + C: "OO",1824992240,1824990048 + + ;Geometry::, Model::wheel3 + C: "OO",1747151392,1824990048 + + ;Material::13 - Default, Model::wheel3 + C: "OO",121302224,1824990048 + + ;Geometry::, Model::disk3 + C: "OO",1747154752,1824992240 + + ;Material::roof, Model::disk3 + C: "OO",121292144,1824992240 + + ;Model::disk2, Model::w4 + C: "OO",1824996624,1824994432 + + ;NodeAttribute::, Model::w4 + C: "OO",1637639552,1824994432 + + ;AnimCurveNode::T, Model::w4 + C: "OP",1820464480,1824994432, "Lcl Translation" + + ;AnimCurveNode::R, Model::w4 + C: "OP",1820464688,1824994432, "Lcl Rotation" + + ;AnimCurveNode::S, Model::w4 + C: "OP",1820464896,1824994432, "Lcl Scaling" + + ;Model::wheel2, Model::disk2 + C: "OO",1824998816,1824996624 + + ;Geometry::, Model::disk2 + C: "OO",1747153072,1824996624 + + ;Material::roof, Model::disk2 + C: "OO",121292144,1824996624 + + ;AnimCurveNode::T, Model::disk2 + C: "OP",1820465104,1824996624, "Lcl Translation" + + ;AnimCurveNode::R, Model::disk2 + C: "OP",1820465312,1824996624, "Lcl Rotation" + + ;AnimCurveNode::S, Model::disk2 + C: "OP",1820465520,1824996624, "Lcl Scaling" + + ;Geometry::, Model::wheel2 + C: "OO",1747154192,1824998816 + + ;Material::13 - Default, Model::wheel2 + C: "OO",121302224,1824998816 + + ;AnimCurveNode::T, Model::wheel2 + C: "OP",1820465728,1824998816, "Lcl Translation" + + ;AnimCurveNode::R, Model::wheel2 + C: "OP",1820465936,1824998816, "Lcl Rotation" + + ;AnimCurveNode::S, Model::wheel2 + C: "OP",1820466144,1824998816, "Lcl Scaling" + + ;Model::disc1, Model::w2 + C: "OO",1825200656,1825198464 + + ;Model::wheel1, Model::w2 + C: "OO",1825202848,1825198464 + + ;NodeAttribute::, Model::w2 + C: "OO",1637639728,1825198464 + + ;AnimCurveNode::R, Model::w2 + C: "OP",1820466352,1825198464, "Lcl Rotation" + + ;Geometry::, Model::disc1 + C: "OO",1753658816,1825200656 + + ;Material::roof, Model::disc1 + C: "OO",121292144,1825200656 + + ;Geometry::, Model::wheel1 + C: "OO",1753659376,1825202848 + + ;Material::13 - Default, Model::wheel1 + C: "OO",121302224,1825202848 + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042006576,1820459696, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042005136,1820459696, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042003536,1820459696, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042005616,1820464272, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042001936,1820464272, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042006096,1820464272, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1639305792,1820464480, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1639301472,1820464480, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1639303552,1820464480, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1639302112,1820464688, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1639305472,1820464688, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1639305952,1820464688, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1639302752,1820464896, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1639304352,1820464896, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1639304992,1820464896, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1639302272,1820465104, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1639305632,1820465104, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1639304512,1820465104, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1639298912,1820465312, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753398080,1820465312, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753398400,1820465312, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1753399680,1820465520, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1753398560,1820465520, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1753400480,1820465520, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1753399840,1820465728, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1753399040,1820465728, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1042005776,1820465728, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042002096,1820465936, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042006416,1820465936, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1042005456,1820465936, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1042001776,1820466144, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1042005936,1820466144, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1743997184,1820466144, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1743997504,1820466352, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1202568864,1820466352, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1202570144,1820466352, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,153953860000 + ReferenceTime: 0,153953860000 + } +} diff --git a/Assets/Area730/Stylized city/Models/car_1.FBX.meta b/Assets/Area730/Stylized city/Models/car_1.FBX.meta new file mode 100644 index 00000000..4ac6684f --- /dev/null +++ b/Assets/Area730/Stylized city/Models/car_1.FBX.meta @@ -0,0 +1,402 @@ +fileFormatVersion: 2 +guid: 1ec55baed88ac07429a52bee4c519015 +timeCreated: 1446814704 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: Box1392 + 100002: Box1393 + 100004: Box1394 + 100006: Box1395 + 100008: Box1396 + 100010: car1_a + 100012: //RootNode + 100014: disc1 + 100016: disk2 + 100018: disk3 + 100020: disk4 + 100022: glass + 100024: gun + 100026: Object259 + 100028: 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0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1748030512, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1748029392, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: -0,-180,-360,-0,-180,-360,-0,-180,-360 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1748029712, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,20,20,20,-20,-20,-20 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1747994736, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1747995696, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: -0,-180,-360,-0,-180,-360,-0,-180,-360 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1747995376, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1630417568, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1630416608, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: -0,-180,-360,-0,-180,-360,-0,-180,-360 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1738793712, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,20,20,20,-20,-20,-20 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + CollectionExclusive: 1747596704, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::body, Model::RootNode + C: "OO",1869826720,0 + + ;Model::wheel2, Model::RootNode + C: "OO",1869839872,0 + + ;Model::wheel1, Model::RootNode + C: "OO",1869274016,0 + + ;Model::wheel3, Model::RootNode + C: "OO",1869280592,0 + + ;Model::wheel4, Model::RootNode + C: "OO",1869287168,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1625200672,1197032928 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1197035216,1625200672 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1752140080,1625200672 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1752141328,1625200672 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1752141120,1625200672 + + ;Model::Object329, Model::body + C: "OO",1869828912,1869826720 + + ;Model::Box1491, Model::body + C: "OO",1869831104,1869826720 + + ;Model::Object330, Model::body + C: "OO",1869833296,1869826720 + + ;Model::Box1492, Model::body + C: "OO",1869835488,1869826720 + + ;Model::Object332, Model::body + C: "OO",1869837680,1869826720 + + ;NodeAttribute::, Model::body + C: "OO",1747980304,1869826720 + + ;Geometry::, Model::Object329 + C: "OO",1633507824,1869828912 + + ;Material::windows_2, Model::Object329 + C: "OO",1868832304,1869828912 + + ;Geometry::, Model::Box1491 + C: "OO",1633506704,1869831104 + + ;Material::insides_3, Model::Box1491 + C: "OO",1868833264,1869831104 + + ;Geometry::, Model::Object330 + C: "OO",1633505024,1869833296 + + ;Material::insides_2, Model::Object330 + C: "OO",1868834704,1869833296 + + ;Geometry::, Model::Box1492 + C: "OO",1633508384,1869835488 + + ;Material::windows_2, Model::Box1492 + C: "OO",1868832304,1869835488 + + ;Geometry::, Model::Object332 + C: "OO",1194064256,1869837680 + + ;Material::insides_2, Model::Object332 + C: "OO",1868834704,1869837680 + + ;Model::Object338, Model::wheel2 + C: "OO",1869842064,1869839872 + + ;NodeAttribute::, Model::wheel2 + C: "OO",1747978720,1869839872 + + ;AnimCurveNode::R, Model::wheel2 + C: "OP",1197035216,1869839872, "Lcl Rotation" + + ;Model::Cylinder316, Model::Object338 + C: "OO",1869271824,1869842064 + + ;Geometry::, Model::Object338 + C: "OO",1740859584,1869842064 + + ;Material::leaves_palm_243, Model::Object338 + C: "OO",1868835184,1869842064 + + ;Geometry::, Model::Cylinder316 + C: "OO",1194062576,1869271824 + + ;Material::windows_2, Model::Cylinder316 + C: "OO",1868832304,1869271824 + + ;Model::Object335, Model::wheel1 + C: "OO",1869276208,1869274016 + + ;NodeAttribute::, Model::wheel1 + C: "OO",1747981536,1869274016 + + ;AnimCurveNode::R, Model::wheel1 + C: "OP",1752140080,1869274016, "Lcl Rotation" + + ;Model::Object331, Model::Object335 + C: "OO",1869278400,1869276208 + + ;Geometry::, Model::Object335 + C: "OO",1740860144,1869276208 + + ;Material::windows_2, Model::Object335 + C: "OO",1868832304,1869276208 + + ;Geometry::, Model::Object331 + C: "OO",1625336320,1869278400 + + ;Material::leaves_palm_243, Model::Object331 + C: "OO",1868835184,1869278400 + + ;Model::Object336, Model::wheel3 + C: "OO",1869282784,1869280592 + + ;Model::Object334, Model::wheel3 + C: "OO",1869284976,1869280592 + + ;NodeAttribute::, Model::wheel3 + C: "OO",1747979072,1869280592 + + ;AnimCurveNode::R, Model::wheel3 + C: "OP",1752141328,1869280592, "Lcl Rotation" + + ;Geometry::, Model::Object336 + C: "OO",1625337440,1869282784 + + ;Material::leaves_palm_243, Model::Object336 + C: "OO",1868835184,1869282784 + + ;Geometry::, Model::Object334 + C: "OO",1740865744,1869284976 + + ;Material::windows_2, Model::Object334 + C: "OO",1868832304,1869284976 + + ;Model::Object333, Model::wheel4 + C: "OO",1869289360,1869287168 + + ;Model::Object337, Model::wheel4 + C: "OO",1869291552,1869287168 + + ;NodeAttribute::, Model::wheel4 + C: "OO",1747980656,1869287168 + + ;AnimCurveNode::R, Model::wheel4 + C: "OP",1752141120,1869287168, "Lcl Rotation" + + ;Geometry::, Model::Object333 + C: "OO",1194025248,1869289360 + + ;Material::windows_2, Model::Object333 + C: "OO",1868832304,1869289360 + + ;Geometry::, Model::Object337 + C: "OO",1622204816,1869291552 + + ;Material::leaves_palm_243, Model::Object337 + C: "OO",1868835184,1869291552 + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1738797072,1197035216, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1738793552,1197035216, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1738796432,1197035216, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1748030512,1752140080, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1748029392,1752140080, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1748029712,1752140080, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747994736,1752141328, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747995696,1752141328, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747995376,1752141328, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1630417568,1752141120, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1630416608,1752141120, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1738793712,1752141120, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,95451393200 + ReferenceTime: 0,95451393200 + } +} diff --git a/Assets/Area730/Stylized city/Models/car_3.FBX.meta b/Assets/Area730/Stylized city/Models/car_3.FBX.meta new file mode 100644 index 00000000..8f21b9a3 --- /dev/null +++ b/Assets/Area730/Stylized city/Models/car_3.FBX.meta @@ -0,0 +1,342 @@ +fileFormatVersion: 2 +guid: 09f4942833b61cf429ab5ae4addaacac +timeCreated: 1447098422 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: body + 100002: Box1491 + 100004: Box1492 + 100006: //RootNode + 100008: Cylinder316 + 100010: Object329 + 100012: Object330 + 100014: Object331 + 100016: Object332 + 100018: 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0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1870825856, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,20,20,20,-20,-20,-20 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1870823456, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1753018512, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: -0,180,360,-0,180,360,-0,180,360 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1753018832, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,0,0,0,0,0,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + CollectionExclusive: 1749246992, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::car004, Model::RootNode + C: "OO",1868719136,0 + + ;Model::wheel_1, Model::RootNode + C: "OO",1749913408,0 + + ;Model::wheel_2, Model::RootNode + C: "OO",1875908080,0 + + ;Model::wheel_3, Model::RootNode + C: "OO",1875914656,0 + + ;Model::wheel_4, Model::RootNode + C: "OO",1875921232,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1872158288,1197032720 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1197035008,1872158288 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1872066032,1872158288 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1872066240,1872158288 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1872066448,1872158288 + + ;Model::Box1493, Model::car004 + C: "OO",1868714752,1868719136 + + ;Model::Object333, Model::car004 + C: "OO",1868712560,1868719136 + + ;Model::Object334, Model::car004 + C: "OO",1868723520,1868719136 + + ;Model::Object336, Model::car004 + C: "OO",1868721328,1868719136 + + ;NodeAttribute::, Model::car004 + C: "OO",1753030400,1868719136 + + ;Geometry::, Model::Box1493 + C: "OO",1634834496,1868714752 + + ;Material::ground_green, Model::Box1493 + C: "OO",1750159360,1868714752 + + ;Geometry::, Model::Object333 + C: "OO",1634836736,1868712560 + + ;Material::11 - Default, Model::Object333 + C: "OO",1750158880,1868712560 + + ;Geometry::, Model::Object334 + C: "OO",1634836176,1868723520 + + ;Material::11 - Default, Model::Object334 + C: "OO",1750158880,1868723520 + + ;Geometry::, Model::Object336 + C: "OO",1627874288,1868721328 + + ;Material::windows_2, Model::Object336 + C: "OO",1750160800,1868721328 + + ;Model::Object340, Model::wheel_1 + C: "OO",1038617552,1749913408 + + ;Model::Object339, Model::wheel_1 + C: "OO",1875905888,1749913408 + + ;NodeAttribute::, Model::wheel_1 + C: "OO",1747980128,1749913408 + + ;AnimCurveNode::R, Model::wheel_1 + C: "OP",1197035008,1749913408, "Lcl Rotation" + + ;Geometry::, Model::Object340 + C: "OO",1872076656,1038617552 + + ;Material::windows_2, Model::Object340 + C: "OO",1750160800,1038617552 + + ;Geometry::, Model::Object339 + C: "OO",1872077776,1875905888 + + ;Material::11 - Default, Model::Object339 + C: "OO",1750158880,1875905888 + + ;Model::Object341, Model::wheel_2 + C: "OO",1875910272,1875908080 + + ;NodeAttribute::, Model::wheel_2 + C: "OO",1629999680,1875908080 + + ;AnimCurveNode::R, Model::wheel_2 + C: "OP",1872066032,1875908080, "Lcl Rotation" + + ;Model::Object335, Model::Object341 + C: "OO",1875912464,1875910272 + + ;Geometry::, Model::Object341 + C: "OO",1872077216,1875910272 + + ;Material::windows_2, Model::Object341 + C: "OO",1750160800,1875910272 + + ;Geometry::, Model::Object335 + C: "OO",1872078896,1875912464 + + ;Material::11 - Default, Model::Object335 + C: "OO",1750158880,1875912464 + + ;Model::Object337, Model::wheel_3 + C: "OO",1875916848,1875914656 + + ;NodeAttribute::, Model::wheel_3 + C: "OO",1629997392,1875914656 + + ;AnimCurveNode::R, Model::wheel_3 + C: "OP",1872066240,1875914656, "Lcl Rotation" + + ;Model::Cylinder317, Model::Object337 + C: "OO",1875919040,1875916848 + + ;Geometry::, Model::Object337 + C: "OO",1872079456,1875916848 + + ;Material::11 - Default, Model::Object337 + C: "OO",1750158880,1875916848 + + ;Geometry::, Model::Cylinder317 + C: "OO",1872078336,1875919040 + + ;Material::windows_2, Model::Cylinder317 + C: "OO",1750160800,1875919040 + + ;Model::Object338, Model::wheel_4 + C: "OO",1875923424,1875921232 + + ;Model::Object342, Model::wheel_4 + C: "OO",1875925616,1875921232 + + ;NodeAttribute::, Model::wheel_4 + C: "OO",1629998096,1875921232 + + ;AnimCurveNode::R, Model::wheel_4 + C: "OP",1872066448,1875921232, "Lcl Rotation" + + ;Geometry::, Model::Object338 + C: "OO",1872080576,1875923424 + + ;Material::11 - Default, Model::Object338 + C: "OO",1750158880,1875923424 + + ;Geometry::, Model::Object342 + C: "OO",1872080016,1875925616 + + ;Material::windows_2, Model::Object342 + C: "OO",1750160800,1875925616 + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747330080,1197035008, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747329760,1197035008, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747329440,1197035008, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747325440,1872066032, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747326720,1872066032, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747328480,1872066032, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747329120,1872066240, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1870822976,1872066240, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1870825856,1872066240, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1870823456,1872066448, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753018512,1872066448, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753018832,1872066448, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,95451393200 + ReferenceTime: 0,95451393200 + } +} diff --git a/Assets/Area730/Stylized city/Models/car_4.FBX.meta b/Assets/Area730/Stylized city/Models/car_4.FBX.meta new file mode 100644 index 00000000..8bccc6d3 --- /dev/null +++ b/Assets/Area730/Stylized city/Models/car_4.FBX.meta @@ -0,0 +1,331 @@ +fileFormatVersion: 2 +guid: f3cb3c8f5cd4b514ebf9fbfda32cb36d +timeCreated: 1447099478 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: Box1493 + 100002: car004 + 100004: //RootNode + 100006: Cylinder317 + 100008: Object333 + 100010: Object334 + 100012: Object335 + 100014: Object336 + 100016: Object337 + 100018: Object338 + 100020: Object339 + 100022: Object340 + 100024: Object341 + 100026: Object342 + 100028: wheel_1 + 100030: wheel_2 + 100032: wheel_3 + 100034: wheel_4 + 400000: Box1493 + 400002: car004 + 400004: //RootNode + 400006: Cylinder317 + 400008: Object333 + 400010: Object334 + 400012: Object335 + 400014: Object336 + 400016: Object337 + 400018: Object338 + 400020: Object339 + 400022: Object340 + 400024: Object341 + 400026: Object342 + 400028: wheel_1 + 400030: wheel_2 + 400032: wheel_3 + 400034: wheel_4 + 2300000: Box1493 + 2300002: Cylinder317 + 2300004: Object333 + 2300006: Object334 + 2300008: Object335 + 2300010: Object336 + 2300012: Object337 + 2300014: Object338 + 2300016: Object339 + 2300018: Object340 + 2300020: Object341 + 2300022: Object342 + 3300000: Box1493 + 3300002: Cylinder317 + 3300004: Object333 + 3300006: Object334 + 3300008: Object335 + 3300010: Object336 + 3300012: Object337 + 3300014: Object338 + 3300016: Object339 + 3300018: Object340 + 3300020: Object341 + 3300022: Object342 + 4300000: Box1493 + 4300002: Object333 + 4300004: Object334 + 4300006: Object336 + 4300008: Object340 + 4300010: Object339 + 4300012: Object341 + 4300014: Object335 + 4300016: Object337 + 4300018: Cylinder317 + 4300020: Object338 + 4300022: Object342 + 7400000: Rotate_wheels + 7400002: Turn_left + 7400004: Turn_right + 9500000: //RootNode + materials: + importMaterials: 1 + materialName: 0 + materialSearch: 1 + animations: + legacyGenerateAnimations: 4 + bakeSimulation: 0 + optimizeGameObjects: 0 + motionNodeName: + animationImportErrors: + animationImportWarnings: + animationRetargetingWarnings: + animationDoRetargetingWarnings: 0 + animationCompression: 1 + animationRotationError: .5 + animationPositionError: .5 + animationScaleError: .5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: + - serializedVersion: 16 + name: Rotate_wheels + takeName: Take 001 + firstFrame: 0 + lastFrame: 19 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: car004 + weight: 1 + - path: car004/Box1493 + weight: 1 + - path: car004/Object333 + weight: 1 + - path: car004/Object334 + weight: 1 + - path: car004/Object336 + weight: 1 + - path: wheel_1 + weight: 1 + - path: wheel_1/Object339 + weight: 1 + - path: wheel_1/Object340 + weight: 1 + - path: wheel_2 + weight: 1 + - path: wheel_2/Object341 + weight: 1 + - path: wheel_2/Object341/Object335 + weight: 1 + - path: wheel_3 + weight: 1 + - path: wheel_3/Object337 + weight: 1 + - path: wheel_3/Object337/Cylinder317 + weight: 1 + - path: wheel_4 + weight: 1 + - path: wheel_4/Object338 + weight: 1 + - path: wheel_4/Object342 + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + - serializedVersion: 16 + name: Turn_left + takeName: Take 001 + firstFrame: 21 + lastFrame: 40 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: car004 + weight: 1 + - path: car004/Box1493 + weight: 1 + - path: car004/Object333 + weight: 1 + - path: car004/Object334 + weight: 1 + - path: car004/Object336 + weight: 1 + - path: wheel_1 + weight: 1 + - path: wheel_1/Object339 + weight: 1 + - path: wheel_1/Object340 + weight: 1 + - path: wheel_2 + weight: 1 + - path: wheel_2/Object341 + weight: 1 + - path: wheel_2/Object341/Object335 + weight: 1 + - path: wheel_3 + weight: 1 + - path: wheel_3/Object337 + weight: 1 + - path: wheel_3/Object337/Cylinder317 + weight: 1 + - path: wheel_4 + weight: 1 + - path: wheel_4/Object338 + weight: 1 + - path: wheel_4/Object342 + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + - serializedVersion: 16 + name: Turn_right + takeName: Take 001 + firstFrame: 42 + lastFrame: 61 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: car004 + weight: 1 + - path: car004/Box1493 + weight: 1 + - path: car004/Object333 + weight: 1 + - path: car004/Object334 + weight: 1 + - path: car004/Object336 + weight: 1 + - path: wheel_1 + weight: 1 + - path: wheel_1/Object339 + weight: 1 + - path: wheel_1/Object340 + weight: 1 + - path: wheel_2 + weight: 1 + - path: wheel_2/Object341 + weight: 1 + - path: wheel_2/Object341/Object335 + weight: 1 + - path: wheel_3 + weight: 1 + - path: wheel_3/Object337 + weight: 1 + - path: wheel_3/Object337/Cylinder317 + weight: 1 + - path: wheel_4 + weight: 1 + - path: wheel_4/Object338 + weight: 1 + - path: wheel_4/Object342 + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + isReadable: 1 + meshes: + lODScreenPercentages: [] + globalScale: 1 + meshCompression: 0 + addColliders: 0 + importBlendShapes: 1 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 1 + optimizeMeshForGPU: 1 + keepQuads: 0 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + useFileScale: 1 + tangentSpace: + normalSmoothAngle: 60 + splitTangentsAcrossUV: 1 + normalImportMode: 0 + tangentImportMode: 1 + importAnimation: 1 + copyAvatar: 0 + humanDescription: + human: [] + skeleton: [] + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {instanceID: 0} + animationType: 2 + additionalBone: 0 + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Area730/Stylized city/Models/concrete_block.FBX b/Assets/Area730/Stylized city/Models/concrete_block.FBX new file mode 100644 index 00000000..ca7c656a --- /dev/null +++ b/Assets/Area730/Stylized 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0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1735566048, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: 1,0.9999999,1,1,1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1735566368, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: 1,0.9999999,1,1,1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1735566688, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -10.76943,-10.76942,-10.76943,-10.76943,-10.76943 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1735567008, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,184744632000 + } + KeyValueFloat: *2 { + a: -0.5128708,-0.5128708 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1735567328, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -0.2842722,-0.2842722,-0.2842722,-0.2842722,-0.2842722 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1735567648, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,184744632000 + } + KeyValueFloat: *2 { + a: -90.00001,-90.00001 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1735567968, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,184744632000 + } + KeyValueFloat: *2 { + a: -0,-0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1735568288, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,30790772000,61581544000,123163088000,153953860000,184744632000 + } + KeyValueFloat: *6 { + a: 0,-90,0,0,-90,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 1627619312, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -1,-0.9999999,-1,-1,-1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627619632, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -1,-0.9999999,-1,-1,-1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627619952, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -1,-0.9999999,-1,-1,-1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627620272, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -11.89063,-11.89062,-11.89063,-11.89063,-11.89063 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627620592, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -0.2320938,-0.2320938,-0.2320938,-0.2320938,-0.2320938 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627620912, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,184744632000 + } + KeyValueFloat: *2 { + a: -8.140569,-8.140569 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1627621232, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: 180,180,180,180,180 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627621552, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,184744632000 + } + KeyValueFloat: *2 { + a: -0,-0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1627621872, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,184744632000 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1627622192, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -1,-0.9999999,-1,-1,-1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627622512, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -1,-0.9999999,-1,-1,-1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + AnimationCurve: 1627622832, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *5 { + a: 0,30790772000,61581544000,123163088000,184744632000 + } + KeyValueFloat: *5 { + a: -1,-0.9999999,-1,-1,-1 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *5 { + a: 8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *20 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *5 { + a: 1,1,1,1,1 + } + } + CollectionExclusive: 1726684048, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::gate001, Model::RootNode + C: "OO",1737680224,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1735949328,1627667136 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1627666928,1735949328 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1627666720,1735949328 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1627666512,1735949328 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1627666304,1735949328 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1627665056,1735949328 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1627665264,1735949328 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1627665680,1735949328 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1627665888,1735949328 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1729156112,1735949328 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1729155904,1735949328 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1729155696,1735949328 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1729155280,1735949328 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1729155072,1735949328 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1729156320,1735949328 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1729156528,1735949328 + + ;Model::Plane205, Model::gate001 + C: "OO",1737682416,1737680224 + + ;Model::Box1480, Model::gate001 + C: "OO",1737684608,1737680224 + + ;Model::Plane206, Model::gate001 + C: "OO",1737686800,1737680224 + + ;Model::Box1481, Model::gate001 + C: "OO",1737688992,1737680224 + + ;NodeAttribute::, Model::gate001 + C: "OO",1728751072,1737680224 + + ;AnimCurveNode::T, Model::gate001 + C: "OP",1627666928,1737680224, "Lcl Translation" + + ;AnimCurveNode::R, Model::gate001 + C: "OP",1627666720,1737680224, "Lcl Rotation" + + ;AnimCurveNode::S, Model::gate001 + C: "OP",1627666512,1737680224, "Lcl Scaling" + + ;Geometry::, Model::Plane205 + C: "OO",1037665248,1737682416 + + ;Material::windows_2, Model::Plane205 + C: "OO",1188178384,1737682416 + + ;AnimCurveNode::T, Model::Plane205 + C: "OP",1627666304,1737682416, "Lcl Translation" + + ;AnimCurveNode::R, Model::Plane205 + C: "OP",1627665056,1737682416, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Plane205 + C: "OP",1627665264,1737682416, "Lcl Scaling" + + ;Geometry::, Model::Box1480 + C: "OO",1037666368,1737684608 + + ;Material::windows_2, Model::Box1480 + C: "OO",1188178384,1737684608 + + ;AnimCurveNode::T, Model::Box1480 + C: "OP",1627665680,1737684608, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1480 + C: "OP",1627665888,1737684608, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1480 + C: "OP",1729156112,1737684608, "Lcl Scaling" + + ;Geometry::, Model::Plane206 + C: "OO",1037666928,1737686800 + + ;Material::windows_2, Model::Plane206 + C: "OO",1188178384,1737686800 + + ;AnimCurveNode::T, Model::Plane206 + C: "OP",1729155904,1737686800, "Lcl Translation" + + ;AnimCurveNode::R, Model::Plane206 + C: "OP",1729155696,1737686800, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Plane206 + C: "OP",1729155280,1737686800, "Lcl Scaling" + + ;Geometry::, Model::Box1481 + C: "OO",1037667488,1737688992 + + ;Material::windows_2, Model::Box1481 + C: "OO",1188178384,1737688992 + + ;AnimCurveNode::T, Model::Box1481 + C: "OP",1729155072,1737688992, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1481 + C: "OP",1729156320,1737688992, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1481 + C: "OP",1729156528,1737688992, "Lcl Scaling" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1805132016,1627666928, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1805133136,1627666928, "d|Y" + + 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8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1629975856, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,95451393200 + } + KeyValueFloat: *2 { + a: -90.00001,-90.00001 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1629974256, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: -0,180,360,-0,180,360,-0,180,360 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1629976016, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,20,20,20,-20,-20,-20 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1629975696, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,95451393200 + } + KeyValueFloat: *2 { + a: -90.00001,-90.00001 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1629976176, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: -0,180,360,-0,180,360,-0,180,360 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + AnimationCurve: 1629976816, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *9 { + a: 0,15395386000,30790772000,32330310600,47725696600,63121082600,64660621200,80056007200,95451393200 + } + KeyValueFloat: *9 { + a: 0,0,0,20,20,20,-20,-20,-20 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *9 { + a: 8452,8452,8452,8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *36 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *9 { + a: 1,1,1,1,1,1,1,1,1 + } + } + CollectionExclusive: 1840523648, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::hamvee004, Model::RootNode + C: "OO",1836179376,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1845576896,1840995088 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1840990512,1845576896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1840990720,1845576896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1840990304,1845576896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1840992592,1845576896 + + ;Model::Box1530, Model::hamvee004 + C: "OO",1836185952,1836179376 + + ;Model::Box1531, Model::hamvee004 + C: "OO",1836174992,1836179376 + + ;Model::Object370, Model::hamvee004 + C: "OO",1712256272,1836179376 + + ;Model::Cylinder344, Model::hamvee004 + C: "OO",1712260656,1836179376 + + ;Model::Cylinder345, Model::hamvee004 + C: "OO",1712258464,1836179376 + + ;Model::Cylinder346, Model::hamvee004 + C: "OO",1153553328,1836179376 + + ;Model::Cylinder347, Model::hamvee004 + C: "OO",1153531408,1836179376 + + ;Model::Cylinder348, Model::hamvee004 + C: "OO",1841419136,1836179376 + + ;Model::Cylinder349, Model::hamvee004 + C: "OO",1841421328,1836179376 + + ;Model::Cylinder350, Model::hamvee004 + C: "OO",1841423520,1836179376 + + ;Model::Cylinder351, Model::hamvee004 + C: "OO",1841425712,1836179376 + + ;Model::Cylinder352, Model::hamvee004 + C: "OO",1841427904,1836179376 + + ;Model::Box1533, Model::hamvee004 + C: "OO",1841430096,1836179376 + + ;Model::Box1534, Model::hamvee004 + C: "OO",1841432288,1836179376 + + ;NodeAttribute::, Model::hamvee004 + C: "OO",1836865056,1836179376 + + ;Geometry::, Model::Box1530 + C: "OO",1835879520,1836185952 + + ;Material::13 - Default, Model::Box1530 + C: "OO",732671056,1836185952 + + ;Geometry::, Model::Box1531 + C: "OO",1835881200,1836174992 + + ;Material::roof, Model::Box1531 + C: "OO",732671536,1836174992 + + ;Geometry::, Model::Object370 + C: "OO",1629411552,1712256272 + + ;Material::13 - Default, Model::Object370 + C: "OO",732671056,1712256272 + + ;Model::Box1532, Model::Cylinder344 + C: "OO",1712262848,1712260656 + + ;Geometry::, Model::Cylinder344 + C: "OO",1835878400,1712260656 + + ;Material::13 - Default, Model::Cylinder344 + C: "OO",732671056,1712260656 + + ;Geometry::, Model::Box1532 + C: "OO",1629418272,1712262848 + + ;Material::13 - Default, Model::Box1532 + C: "OO",732671056,1712262848 + + ;Geometry::, Model::Cylinder345 + C: "OO",1629410992,1712258464 + + ;Material::13 - Default, Model::Cylinder345 + C: "OO",732671056,1712258464 + + ;AnimCurveNode::R, Model::Cylinder345 + C: "OP",1840990512,1712258464, "Lcl Rotation" + + ;Geometry::, Model::Cylinder346 + C: "OO",1629417152,1153553328 + + ;Material::13 - Default, Model::Cylinder346 + C: "OO",732671056,1153553328 + + ;AnimCurveNode::R, Model::Cylinder346 + C: "OP",1840990720,1153553328, "Lcl Rotation" + + ;Geometry::, Model::Cylinder347 + C: "OO",1148819728,1153531408 + + ;Material::13 - Default, Model::Cylinder347 + C: "OO",732671056,1153531408 + + ;AnimCurveNode::R, Model::Cylinder347 + C: "OP",1840990304,1153531408, "Lcl Rotation" + + ;Geometry::, Model::Cylinder348 + C: "OO",1148820288,1841419136 + + ;Material::13 - Default, Model::Cylinder348 + C: "OO",732671056,1841419136 + + ;AnimCurveNode::R, Model::Cylinder348 + C: "OP",1840992592,1841419136, "Lcl Rotation" + + ;Geometry::, Model::Cylinder349 + C: "OO",1148819168,1841421328 + + ;Material::13 - Default, Model::Cylinder349 + C: "OO",732671056,1841421328 + + ;Geometry::, Model::Cylinder350 + C: "OO",1148820848,1841423520 + + ;Material::20 - Default, Model::Cylinder350 + C: "OO",732672016,1841423520 + + ;Geometry::, Model::Cylinder351 + C: "OO",1836014656,1841425712 + + ;Material::13 - Default, Model::Cylinder351 + C: "OO",732671056,1841425712 + + ;Geometry::, Model::Cylinder352 + C: "OO",1836010176,1841427904 + + ;Material::20 - Default, Model::Cylinder352 + C: "OO",732672016,1841427904 + + ;Geometry::, Model::Box1533 + C: "OO",1836013536,1841430096 + + ;Material::roof, Model::Box1533 + C: "OO",732671536,1841430096 + + ;Geometry::, Model::Box1534 + C: "OO",1836016896,1841432288 + + ;Material::roof, Model::Box1534 + C: "OO",732671536,1841432288 + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629974736,1840990512, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629979056,1840990512, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629980176,1840990512, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629955536,1840990720, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629977776,1840990720, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629978896,1840990720, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629975856,1840990304, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629974256,1840990304, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629976016,1840990304, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629975696,1840992592, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629976176,1840992592, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629976816,1840992592, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,95451393200 + ReferenceTime: 0,95451393200 + } +} diff --git a/Assets/Area730/Stylized city/Models/hamvee_2.FBX.meta b/Assets/Area730/Stylized city/Models/hamvee_2.FBX.meta new file mode 100644 index 00000000..4cbe805a --- /dev/null +++ b/Assets/Area730/Stylized city/Models/hamvee_2.FBX.meta @@ -0,0 +1,324 @@ +fileFormatVersion: 2 +guid: 0609b1a177d8d064bb40203befc02e9d +timeCreated: 1447351979 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: Box1530 + 100002: Box1531 + 100004: Box1532 + 100006: Box1533 + 100008: Box1534 + 100010: Cylinder344 + 100012: Cylinder345 + 100014: Cylinder346 + 100016: Cylinder347 + 100018: Cylinder348 + 100020: Cylinder349 + 100022: Cylinder350 + 100024: Cylinder351 + 100026: Cylinder352 + 100028: //RootNode + 100030: Object370 + 400000: Box1530 + 400002: Box1531 + 400004: Box1532 + 400006: Box1533 + 400008: Box1534 + 400010: Cylinder344 + 400012: Cylinder345 + 400014: Cylinder346 + 400016: Cylinder347 + 400018: Cylinder348 + 400020: Cylinder349 + 400022: Cylinder350 + 400024: Cylinder351 + 400026: Cylinder352 + 400028: //RootNode + 400030: Object370 + 2300000: Box1530 + 2300002: Box1531 + 2300004: Box1532 + 2300006: Box1533 + 2300008: Box1534 + 2300010: Cylinder344 + 2300012: Cylinder345 + 2300014: Cylinder346 + 2300016: Cylinder347 + 2300018: Cylinder348 + 2300020: Cylinder349 + 2300022: Cylinder350 + 2300024: Cylinder351 + 2300026: Cylinder352 + 2300028: Object370 + 3300000: Box1530 + 3300002: Box1531 + 3300004: Box1532 + 3300006: Box1533 + 3300008: Box1534 + 3300010: Cylinder344 + 3300012: Cylinder345 + 3300014: Cylinder346 + 3300016: Cylinder347 + 3300018: Cylinder348 + 3300020: Cylinder349 + 3300022: Cylinder350 + 3300024: Cylinder351 + 3300026: Cylinder352 + 3300028: Object370 + 4300000: Box1530 + 4300002: Box1531 + 4300004: Object370 + 4300006: Cylinder344 + 4300008: Box1532 + 4300010: Cylinder345 + 4300012: Cylinder346 + 4300014: Cylinder347 + 4300016: Cylinder348 + 4300018: Cylinder349 + 4300020: Cylinder350 + 4300022: Cylinder351 + 4300024: Cylinder352 + 4300026: Box1533 + 4300028: Box1534 + 7400000: Rotate_wheels + 7400002: Turn_left + 7400004: Turn_right + 9500000: //RootNode + materials: + importMaterials: 1 + materialName: 0 + materialSearch: 1 + animations: + legacyGenerateAnimations: 4 + bakeSimulation: 0 + optimizeGameObjects: 0 + motionNodeName: + animationImportErrors: + animationImportWarnings: + animationRetargetingWarnings: + animationDoRetargetingWarnings: 0 + animationCompression: 1 + animationRotationError: .5 + animationPositionError: .5 + animationScaleError: .5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: + - serializedVersion: 16 + name: Rotate_wheels + takeName: Take 001 + firstFrame: 0 + lastFrame: 19 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: Box1530 + weight: 1 + - path: Box1531 + weight: 1 + - path: Box1533 + weight: 1 + - path: Box1534 + weight: 1 + - path: Cylinder344 + weight: 1 + - path: Cylinder344/Box1532 + weight: 1 + - path: Cylinder345 + weight: 1 + - path: Cylinder346 + weight: 1 + - path: Cylinder347 + weight: 1 + - path: Cylinder348 + weight: 1 + - path: Cylinder349 + weight: 1 + - path: Cylinder350 + weight: 1 + - path: Cylinder351 + weight: 1 + - path: Cylinder352 + weight: 1 + - path: Object370 + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + - serializedVersion: 16 + name: Turn_left + takeName: Take 001 + firstFrame: 21 + lastFrame: 40 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: Box1530 + weight: 1 + - path: Box1531 + weight: 1 + - path: Box1533 + weight: 1 + - path: Box1534 + weight: 1 + - path: Cylinder344 + weight: 1 + - path: Cylinder344/Box1532 + weight: 1 + - path: Cylinder345 + weight: 1 + - path: Cylinder346 + weight: 1 + - path: Cylinder347 + weight: 1 + - path: Cylinder348 + weight: 1 + - path: Cylinder349 + weight: 1 + - path: Cylinder350 + weight: 1 + - path: Cylinder351 + weight: 1 + - path: Cylinder352 + weight: 1 + - path: Object370 + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + - serializedVersion: 16 + name: Turn_right + takeName: Take 001 + firstFrame: 42 + lastFrame: 61 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + 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Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1629978096, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: -0.9939348,-0.9939348 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1629981136, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,64660621200 + } + KeyValueFloat: *2 { + a: -0.1045384,-0.1045384 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + CollectionExclusive: 1838403072, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::hamvee3, Model::RootNode + C: "OO",1836164032,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1836975488,1843219776 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1843221232,1836975488 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1843221440,1836975488 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1843221648,1836975488 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1843221856,1836975488 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1843222064,1836975488 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1843222272,1836975488 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1843222480,1836975488 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1843222688,1836975488 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1843222896,1836975488 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1843223104,1836975488 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1843223312,1836975488 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1843223520,1836975488 + + ;Model::Box1535, Model::hamvee3 + C: "OO",1836170608,1836164032 + + ;Model::Box1536, Model::hamvee3 + C: "OO",1836179376,1836164032 + + ;Model::Object371, Model::hamvee3 + C: "OO",1712256272,1836164032 + + ;Model::Box1539, Model::hamvee3 + C: "OO",1712260656,1836164032 + + ;Model::Cylinder354, Model::hamvee3 + C: "OO",1712262848,1836164032 + + ;Model::Cylinder355, Model::hamvee3 + C: "OO",1712258464,1836164032 + + ;Model::Cylinder356, Model::hamvee3 + C: "OO",1153553328,1836164032 + + ;Model::Cylinder357, Model::hamvee3 + C: "OO",1153531408,1836164032 + + ;Model::Cylinder358, Model::hamvee3 + C: "OO",1840229584,1836164032 + + ;Model::Cylinder359, Model::hamvee3 + C: "OO",1840231776,1836164032 + + ;Model::Cylinder360, Model::hamvee3 + C: "OO",1840233968,1836164032 + + ;Model::Cylinder361, Model::hamvee3 + C: "OO",1840236160,1836164032 + + ;Model::Box1538, Model::hamvee3 + C: "OO",1840238352,1836164032 + + ;Model::Cylinder353, Model::hamvee3 + C: "OO",1840240544,1836164032 + + ;NodeAttribute::, Model::hamvee3 + C: "OO",1836868752,1836164032 + + ;Geometry::, Model::Box1535 + C: "OO",1836013536,1836170608 + + ;Material::roof, Model::Box1535 + C: "OO",1838409600,1836170608 + + ;Geometry::, Model::Box1536 + C: "OO",1836016896,1836179376 + + ;Material::13 - Default, Model::Box1536 + C: "OO",1838410080,1836179376 + + ;Geometry::, Model::Object371 + C: "OO",1835879520,1712256272 + + ;Material::13 - Default, Model::Object371 + C: "OO",1838410080,1712256272 + + ;Geometry::, Model::Box1539 + C: "OO",1836010176,1712260656 + + ;Material::roof, Model::Box1539 + C: "OO",1838409600,1712260656 + + ;Geometry::, Model::Cylinder354 + C: "OO",1835881200,1712262848 + + ;Material::13 - Default, Model::Cylinder354 + C: "OO",1838410080,1712262848 + + ;AnimCurveNode::T, Model::Cylinder354 + C: "OP",1843221232,1712262848, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder354 + C: "OP",1843221440,1712262848, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder354 + C: "OP",1843221648,1712262848, "Lcl Scaling" + + ;Geometry::, Model::Cylinder355 + C: "OO",1835878400,1712258464 + + ;Material::13 - Default, Model::Cylinder355 + C: "OO",1838410080,1712258464 + + ;AnimCurveNode::T, Model::Cylinder355 + C: "OP",1843221856,1712258464, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder355 + C: "OP",1843222064,1712258464, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder355 + C: "OP",1843222272,1712258464, "Lcl Scaling" + + ;Geometry::, Model::Cylinder356 + C: "OO",1148805200,1153553328 + + ;Material::13 - Default, Model::Cylinder356 + C: "OO",1838410080,1153553328 + + ;AnimCurveNode::T, Model::Cylinder356 + C: "OP",1843222480,1153553328, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder356 + C: "OP",1843222688,1153553328, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder356 + C: "OP",1843222896,1153553328, "Lcl Scaling" + + ;Geometry::, Model::Cylinder357 + C: "OO",1148805760,1153531408 + + ;Material::13 - Default, Model::Cylinder357 + C: "OO",1838410080,1153531408 + + ;AnimCurveNode::T, Model::Cylinder357 + C: "OP",1843223104,1153531408, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder357 + C: "OP",1843223312,1153531408, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder357 + C: "OP",1843223520,1153531408, "Lcl Scaling" + + ;Geometry::, Model::Cylinder358 + C: "OO",1148808000,1840229584 + + ;Material::13 - Default, Model::Cylinder358 + C: "OO",1838410080,1840229584 + + ;Geometry::, Model::Cylinder359 + C: "OO",1148834368,1840231776 + + ;Material::20 - Default, Model::Cylinder359 + C: "OO",1838410560,1840231776 + + ;Geometry::, Model::Cylinder360 + C: "OO",1148832128,1840233968 + + ;Material::13 - Default, Model::Cylinder360 + C: "OO",1838410080,1840233968 + + ;Geometry::, Model::Cylinder361 + C: "OO",1629411552,1840236160 + + ;Material::20 - Default, Model::Cylinder361 + C: "OO",1838410560,1840236160 + + ;Geometry::, Model::Box1538 + C: "OO",1629418272,1840238352 + + ;Material::roof, Model::Box1538 + C: "OO",1838409600,1840238352 + + ;Model::Box1537, Model::Cylinder353 + C: "OO",1840242736,1840240544 + + ;Model::Cylinder362, Model::Cylinder353 + C: "OO",1840244928,1840240544 + + ;Geometry::, Model::Cylinder353 + C: "OO",1629410992,1840240544 + + ;Material::13 - Default, Model::Cylinder353 + C: "OO",1838410080,1840240544 + + ;Geometry::, Model::Box1537 + C: "OO",1629417152,1840242736 + + ;Material::13 - Default, Model::Box1537 + C: "OO",1838410080,1840242736 + + ;Geometry::, Model::Cylinder362 + C: "OO",1148819728,1840244928 + + ;Material::tank3423, Model::Cylinder362 + C: "OO",1838411040,1840244928 + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629958896,1843221232, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629968016,1843221232, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629950256,1843221232, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629966416,1843221440, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629960016,1843221440, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629958096,1843221440, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629980336,1843221648, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629982256,1843221648, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629972496,1843221648, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629966736,1843221856, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629973296,1843221856, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629968336,1843221856, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629976496,1843222064, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629978416,1843222064, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629968976,1843222064, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629976336,1843222272, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629974896,1843222272, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629970576,1843222272, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629966256,1843222480, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629955536,1843222480, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629978896,1843222480, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629977776,1843222688, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629969296,1843222688, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629975696,1843222688, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629968496,1843222896, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629976976,1843222896, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629975216,1843222896, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629956976,1843223104, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629977936,1843223104, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629979536,1843223104, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629979216,1843223312, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629955376,1843223312, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629965936,1843223312, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629980656,1843223520, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629978096,1843223520, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629981136,1843223520, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,95451393200 + ReferenceTime: 0,95451393200 + } +} diff --git a/Assets/Area730/Stylized city/Models/hamvee_3.FBX.meta b/Assets/Area730/Stylized city/Models/hamvee_3.FBX.meta new file mode 100644 index 00000000..9a2397ae --- /dev/null +++ b/Assets/Area730/Stylized city/Models/hamvee_3.FBX.meta @@ -0,0 +1,153 @@ +fileFormatVersion: 2 +guid: 326ae3bae61624744bedd03f49aaf230 +timeCreated: 1447353350 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: Box1535 + 100002: Box1536 + 100004: Box1537 + 100006: Box1538 + 100008: Box1539 + 100010: Cylinder353 + 100012: Cylinder354 + 100014: Cylinder355 + 100016: Cylinder356 + 100018: Cylinder357 + 100020: Cylinder358 + 100022: Cylinder359 + 100024: Cylinder360 + 100026: Cylinder361 + 100028: Cylinder362 + 100030: //RootNode + 100032: Object371 + 400000: Box1535 + 400002: Box1536 + 400004: Box1537 + 400006: Box1538 + 400008: Box1539 + 400010: Cylinder353 + 400012: Cylinder354 + 400014: Cylinder355 + 400016: Cylinder356 + 400018: Cylinder357 + 400020: Cylinder358 + 400022: Cylinder359 + 400024: Cylinder360 + 400026: Cylinder361 + 400028: Cylinder362 + 400030: //RootNode + 400032: Object371 + 2300000: Box1535 + 2300002: Box1536 + 2300004: Box1537 + 2300006: Box1538 + 2300008: Box1539 + 2300010: Cylinder353 + 2300012: Cylinder354 + 2300014: Cylinder355 + 2300016: Cylinder356 + 2300018: Cylinder357 + 2300020: Cylinder358 + 2300022: Cylinder359 + 2300024: Cylinder360 + 2300026: Cylinder361 + 2300028: Cylinder362 + 2300030: Object371 + 3300000: Box1535 + 3300002: Box1536 + 3300004: Box1537 + 3300006: Box1538 + 3300008: Box1539 + 3300010: Cylinder353 + 3300012: Cylinder354 + 3300014: Cylinder355 + 3300016: Cylinder356 + 3300018: Cylinder357 + 3300020: Cylinder358 + 3300022: Cylinder359 + 3300024: Cylinder360 + 3300026: Cylinder361 + 3300028: Cylinder362 + 3300030: Object371 + 4300000: Box1535 + 4300002: Box1536 + 4300004: Object371 + 4300006: Box1539 + 4300008: Cylinder354 + 4300010: Cylinder355 + 4300012: Cylinder356 + 4300014: Cylinder357 + 4300016: Cylinder358 + 4300018: Cylinder359 + 4300020: Cylinder360 + 4300022: Cylinder361 + 4300024: Box1538 + 4300026: Cylinder353 + 4300028: Box1537 + 4300030: Cylinder362 + 7400000: Take 001 + 9500000: //RootNode + materials: + importMaterials: 1 + materialName: 0 + materialSearch: 1 + animations: + legacyGenerateAnimations: 4 + bakeSimulation: 0 + optimizeGameObjects: 0 + motionNodeName: + animationImportErrors: + animationImportWarnings: + animationRetargetingWarnings: + animationDoRetargetingWarnings: 0 + animationCompression: 1 + animationRotationError: .5 + animationPositionError: .5 + animationScaleError: .5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: [] + isReadable: 1 + meshes: + lODScreenPercentages: [] + globalScale: 1 + meshCompression: 0 + addColliders: 0 + importBlendShapes: 1 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 1 + optimizeMeshForGPU: 1 + keepQuads: 0 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + useFileScale: 1 + tangentSpace: + normalSmoothAngle: 60 + splitTangentsAcrossUV: 1 + normalImportMode: 0 + tangentImportMode: 1 + importAnimation: 1 + copyAvatar: 0 + humanDescription: + human: [] + skeleton: [] + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {instanceID: 0} + animationType: 2 + additionalBone: 0 + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Area730/Stylized city/Models/house_1.FBX b/Assets/Area730/Stylized city/Models/house_1.FBX new file mode 100644 index 00000000..87516252 Binary files /dev/null and b/Assets/Area730/Stylized city/Models/house_1.FBX differ diff --git a/Assets/Area730/Stylized city/Models/house_1.FBX.meta b/Assets/Area730/Stylized city/Models/house_1.FBX.meta new file mode 100644 index 00000000..5a412abe --- /dev/null +++ b/Assets/Area730/Stylized city/Models/house_1.FBX.meta @@ -0,0 +1,161 @@ +fileFormatVersion: 2 +guid: 1d1eb5d68d1aeb7459b3faeac01256c5 +timeCreated: 1446052890 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: Box131 + 100002: Box132 + 100004: Box133 + 100006: door + 100008: doorFrame + 100010: //RootNode + 100012: insides_windowHoles + 100014: Object025 + 100016: Object027 + 100018: roof + 100020: roof1 + 100022: roofsides + 100024: SmokeHoleTop + 100026: stairs + 100028: underRoof + 100030: window + 100032: window_s + 100034: windowFrames + 100036: wood + 400000: Box131 + 400002: Box132 + 400004: Box133 + 400006: door + 400008: doorFrame + 400010: //RootNode + 400012: insides_windowHoles + 400014: Object025 + 400016: Object027 + 400018: roof + 400020: roof1 + 400022: roofsides + 400024: SmokeHoleTop + 400026: stairs + 400028: underRoof + 400030: window + 400032: window_s + 400034: windowFrames + 400036: wood + 2300000: Box131 + 2300002: Box132 + 2300004: Box133 + 2300006: door + 2300008: doorFrame + 2300010: insides_windowHoles + 2300012: Object025 + 2300014: Object027 + 2300016: roof + 2300018: roof1 + 2300020: roofsides + 2300022: SmokeHoleTop + 2300024: stairs + 2300026: underRoof + 2300028: window + 2300030: window_s + 2300032: windowFrames + 2300034: wood + 3300000: Box131 + 3300002: Box132 + 3300004: Box133 + 3300006: door + 3300008: doorFrame + 3300010: insides_windowHoles + 3300012: Object025 + 3300014: Object027 + 3300016: roof + 3300018: roof1 + 3300020: roofsides + 3300022: SmokeHoleTop + 3300024: stairs + 3300026: underRoof + 3300028: window + 3300030: window_s + 3300032: windowFrames + 3300034: wood + 4300000: Box132 + 4300002: Box133 + 4300004: door + 4300006: doorFrame + 4300008: stairs + 4300010: wood + 4300012: window_s + 4300014: window + 4300016: windowFrames + 4300018: roof + 4300020: underRoof + 4300022: Box131 + 4300024: SmokeHoleTop + 4300026: roofsides + 4300028: roof1 + 4300030: insides_windowHoles + 4300032: Object025 + 4300034: Object027 + materials: + importMaterials: 1 + materialName: 0 + materialSearch: 1 + animations: + legacyGenerateAnimations: 4 + bakeSimulation: 0 + optimizeGameObjects: 0 + motionNodeName: + animationImportErrors: + animationImportWarnings: + animationRetargetingWarnings: + animationDoRetargetingWarnings: 0 + animationCompression: 1 + animationRotationError: .5 + animationPositionError: .5 + animationScaleError: .5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: [] + isReadable: 1 + meshes: + lODScreenPercentages: [] + globalScale: 1 + meshCompression: 0 + addColliders: 0 + importBlendShapes: 1 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 1 + optimizeMeshForGPU: 1 + keepQuads: 0 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + useFileScale: 1 + tangentSpace: + normalSmoothAngle: 60 + splitTangentsAcrossUV: 1 + normalImportMode: 0 + tangentImportMode: 1 + importAnimation: 1 + copyAvatar: 0 + humanDescription: + human: [] + skeleton: [] + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {instanceID: 0} + animationType: 0 + additionalBone: 0 + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Area730/Stylized city/Models/house_2.FBX b/Assets/Area730/Stylized city/Models/house_2.FBX new file mode 100644 index 00000000..63bb8f77 Binary files /dev/null and b/Assets/Area730/Stylized city/Models/house_2.FBX differ diff --git a/Assets/Area730/Stylized city/Models/house_2.FBX.meta b/Assets/Area730/Stylized city/Models/house_2.FBX.meta new file mode 100644 index 00000000..c6dd691c --- /dev/null +++ b/Assets/Area730/Stylized city/Models/house_2.FBX.meta @@ -0,0 +1,155 @@ +fileFormatVersion: 2 +guid: feda6fd4bee2edf439dd3b4be844343a +timeCreated: 1446816986 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: Box1400 + 100002: Box1401 + 100004: Box1402 + 100006: Box1403 + 100008: h2_door002 + 100010: h2_door_frame002 + 100012: h2_entrance_roof002 + 100014: h2_smoke_hall010 + 100016: h2_windowframes002 + 100018: h2_windowframes_inside002 + 100020: h_2_under_windows002 + 100022: //RootNode + 100024: house_2_roof012 + 100026: house_2_stairs002 + 100028: house_2_underroof011 + 100030: windows002 + 100032: h_2_over_windows002 + 100034: house003 + 100036: house_003 + 400000: Box1400 + 400002: Box1401 + 400004: Box1402 + 400006: Box1403 + 400008: h2_door002 + 400010: h2_door_frame002 + 400012: h2_entrance_roof002 + 400014: h2_smoke_hall010 + 400016: h2_windowframes002 + 400018: h2_windowframes_inside002 + 400020: h_2_under_windows002 + 400022: //RootNode + 400024: house_2_roof012 + 400026: house_2_stairs002 + 400028: house_2_underroof011 + 400030: 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", 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"OO",2029744256,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029744464,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029744672,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029811232,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029567456,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029583680,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029567664,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029713680,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029798752,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029808112,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029600112,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029814352,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029812896,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029813520,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029600736,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029747584,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029600944,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029563920,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029599696,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029738848,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029599488,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029602816,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029787728,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029799168,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029792512,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029744880,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029792720,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029745712,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029801040,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029745504,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029793136,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029572240,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029565792,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029713264,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029600320,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029798960,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029595536,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029727616,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029592416,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029589712,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029681232,1942702208 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",2029593040,1942702208 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2029592832,1942702208 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",2029576816,1942702208 + + ;Model::Bip001 Footsteps, Model::Bip001 + C: "OO",1952832736,1952819584 + + ;Model::Bip001 Pelvis, Model::Bip001 + C: "OO",527678320,1952819584 + + ;NodeAttribute::, Model::Bip001 + C: "OO",2033724592,1952819584 + + ;AnimCurveNode::T, Model::Bip001 + C: "OP",2029603440,1952819584, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 + C: "OP",2029814144,1952819584, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 + C: "OP",2029813728,1952819584, "Lcl Scaling" + + ;AnimCurveNode::T, Model::Bip001 Footsteps + C: "OP",2029601360,1952832736, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Footsteps + C: "OP",2029601568,1952832736, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Footsteps + C: "OP",2029598864,1952832736, "Lcl Scaling" + + ;Model::Bip001 Spine, Model::Bip001 Pelvis + C: "OO",527702432,527678320 + + ;NodeAttribute::, Model::Bip001 Pelvis + C: "OO",2033715952,527678320 + + ;AnimCurveNode::T, Model::Bip001 Pelvis + C: "OP",2029599072,527678320, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Pelvis + C: "OP",2029598240,527678320, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Pelvis + C: "OP",2029598448,527678320, "Lcl Scaling" + + ;Model::Bip001 Spine1, Model::Bip001 Spine + C: "OO",1943449184,527702432 + + ;Model::Bip001 L Thigh, Model::Bip001 Spine + C: "OO",1888602528,527702432 + + ;Model::Bip001 R Thigh, Model::Bip001 Spine + C: "OO",1834252816,527702432 + + ;NodeAttribute::, Model::Bip001 Spine + C: "OO",2033716912,527702432 + + ;AnimCurveNode::T, Model::Bip001 Spine + C: "OP",2029597408,527702432, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Spine + C: "OP",2029597616,527702432, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Spine + C: "OP",2029743008,527702432, "Lcl Scaling" + + ;Model::Bip001 Spine2, Model::Bip001 Spine1 + C: "OO",1943451376,1943449184 + + ;NodeAttribute::, Model::Bip001 Spine1 + C: "OO",2033717104,1943449184 + + ;AnimCurveNode::T, Model::Bip001 Spine1 + C: "OP",2029564544,1943449184, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Spine1 + C: "OP",2029696000,1943449184, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Spine1 + C: "OP",2029789184,1943449184, "Lcl Scaling" + + ;Model::Bip001 Spine3, Model::Bip001 Spine2 + C: "OO",1943453568,1943451376 + + ;NodeAttribute::, Model::Bip001 Spine2 + C: "OO",2033726512,1943451376 + + ;AnimCurveNode::T, Model::Bip001 Spine2 + C: "OP",2029715136,1943451376, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Spine2 + C: "OP",2029722624,1943451376, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Spine2 + C: "OP",2029747376,1943451376, "Lcl Scaling" + + ;Model::Bip001 Neck, Model::Bip001 Spine3 + C: "OO",1943455760,1943453568 + + ;NodeAttribute::, Model::Bip001 Spine3 + C: "OO",2033711152,1943453568 + + ;AnimCurveNode::T, Model::Bip001 Spine3 + C: "OP",2029742800,1943453568, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Spine3 + C: "OP",2029722208,1943453568, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Spine3 + C: "OP",2029721376,1943453568, "Lcl Scaling" + + ;Model::Bip001 L Clavicle, Model::Bip001 Neck + C: "OO",1943457952,1943455760 + + ;Model::Bip001 R Clavicle, Model::Bip001 Neck + C: "OO",2116293008,1943455760 + + ;Model::Bip001 Head, Model::Bip001 Neck + C: "OO",1836099120,1943455760 + + ;NodeAttribute::, Model::Bip001 Neck + C: "OO",2033718256,1943455760 + + ;AnimCurveNode::T, Model::Bip001 Neck + C: "OP",2029722000,1943455760, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Neck + C: "OP",2029603232,1943455760, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Neck + C: "OP",2029595952,1943455760, "Lcl Scaling" + + ;Model::Bip001 L UpperArm, Model::Bip001 L Clavicle + C: "OO",1943460144,1943457952 + + ;NodeAttribute::, Model::Bip001 L Clavicle + C: "OO",2033714416,1943457952 + + ;AnimCurveNode::T, Model::Bip001 L Clavicle + C: "OP",2029588672,1943457952, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Clavicle + C: "OP",2029721792,1943457952, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Clavicle + C: "OP",2029728864,1943457952, "Lcl Scaling" + + ;Model::Bip001 L Forearm, Model::Bip001 L UpperArm + C: "OO",1943462336,1943460144 + + ;NodeAttribute::, Model::Bip001 L UpperArm + C: "OO",2033710960,1943460144 + + ;AnimCurveNode::T, Model::Bip001 L UpperArm + C: "OP",2029728448,1943460144, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L UpperArm + C: "OP",2029725744,1943460144, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L UpperArm + C: "OP",2029726160,1943460144, "Lcl Scaling" + + ;Model::Bip001 L Hand, Model::Bip001 L Forearm + C: "OO",2116286432,1943462336 + + ;NodeAttribute::, Model::Bip001 L Forearm + C: "OO",2033726320,1943462336 + + ;AnimCurveNode::T, Model::Bip001 L Forearm + C: "OP",2029725328,1943462336, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Forearm + C: "OP",2029724704,1943462336, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Forearm + C: "OP",2029725536,1943462336, "Lcl Scaling" + + ;Model::Bip001 L Finger0, Model::Bip001 L Hand + C: "OO",2116288624,2116286432 + + ;NodeAttribute::, Model::Bip001 L Hand + C: "OO",2033715568,2116286432 + + ;AnimCurveNode::T, Model::Bip001 L Hand + C: "OP",2029725952,2116286432, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Hand + C: "OP",2029747792,2116286432, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Hand + C: "OP",2029724496,2116286432, "Lcl Scaling" + + ;Model::Bip001 L Finger0Nub, Model::Bip001 L Finger0 + C: "OO",2116290816,2116288624 + + ;NodeAttribute::, Model::Bip001 L Finger0 + C: "OO",2033715376,2116288624 + + ;AnimCurveNode::T, Model::Bip001 L Finger0 + C: "OP",2029726576,2116288624, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Finger0 + C: "OP",2029714720,2116288624, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Finger0 + C: "OP",2029726368,2116288624, "Lcl Scaling" + + ;NodeAttribute::, Model::Bip001 L Finger0Nub + C: "OO",2033717296,2116290816 + + ;AnimCurveNode::T, Model::Bip001 L Finger0Nub + C: "OP",2029726992,2116290816, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Finger0Nub + C: "OP",2029727408,2116290816, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Finger0Nub + C: "OP",2029727200,2116290816, "Lcl Scaling" + + ;Model::Bip001 R UpperArm, Model::Bip001 R Clavicle + C: "OO",2116295200,2116293008 + + ;NodeAttribute::, Model::Bip001 R Clavicle + C: "OO",2033716144,2116293008 + + ;AnimCurveNode::T, Model::Bip001 R Clavicle + C: "OP",2029728240,2116293008, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Clavicle + C: "OP",2029728656,2116293008, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Clavicle + C: "OP",2029725120,2116293008, "Lcl Scaling" + + ;Model::Bip001 R Forearm, Model::Bip001 R UpperArm + C: "OO",2116297392,2116295200 + + ;NodeAttribute::, Model::Bip001 R UpperArm + C: "OO",2033716336,2116295200 + + ;AnimCurveNode::T, Model::Bip001 R UpperArm + C: "OP",2029723664,2116295200, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R UpperArm + C: "OP",2029723872,2116295200, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R UpperArm + C: "OP",2029724912,2116295200, "Lcl Scaling" + + ;Model::Bip001 R Hand, Model::Bip001 R Forearm + C: "OO",2116299584,2116297392 + + ;NodeAttribute::, Model::Bip001 R Forearm + C: "OO",2033717488,2116297392 + + ;AnimCurveNode::T, Model::Bip001 R Forearm + C: "OP",2029724288,2116297392, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Forearm + C: "OP",2029722832,2116297392, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Forearm + C: "OP",2029723456,2116297392, "Lcl Scaling" + + ;Model::Bip001 R Finger0, Model::Bip001 R Hand + C: "OO",1836094736,2116299584 + + ;NodeAttribute::, Model::Bip001 R Hand + C: "OO",2033716528,2116299584 + + ;AnimCurveNode::T, Model::Bip001 R Hand + C: "OP",2029800416,2116299584, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Hand + C: "OP",2029790224,2116299584, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Hand + C: "OP",2029723040,2116299584, "Lcl Scaling" + + ;Model::Bip001 R Finger0Nub, Model::Bip001 R Finger0 + C: "OO",1836096928,1836094736 + + ;NodeAttribute::, Model::Bip001 R Finger0 + C: "OO",2033718064,1836094736 + + ;AnimCurveNode::T, Model::Bip001 R Finger0 + C: "OP",2029723248,1836094736, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Finger0 + C: "OP",2029790640,1836094736, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Finger0 + C: "OP",2029563712,1836094736, "Lcl Scaling" + + ;NodeAttribute::, Model::Bip001 R Finger0Nub + C: "OO",2033719216,1836096928 + + ;AnimCurveNode::T, Model::Bip001 R Finger0Nub + C: "OP",2029714096,1836096928, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Finger0Nub + C: "OP",2029798544,1836096928, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Finger0Nub + C: "OP",2029790848,1836096928, "Lcl Scaling" + + ;Model::Bip001 HeadNub, Model::Bip001 Head + C: "OO",1836101312,1836099120 + + ;Model::Sphere002, Model::Bip001 Head + C: "OO",1836103504,1836099120 + + ;Model::Sphere001, Model::Bip001 Head + C: "OO",1836105696,1836099120 + + ;Model::Box169, Model::Bip001 Head + C: "OO",1836107888,1836099120 + + ;Model::Box170, Model::Bip001 Head + C: "OO",1888600336,1836099120 + + ;NodeAttribute::, Model::Bip001 Head + C: "OO",2033719600,1836099120 + + ;AnimCurveNode::T, Model::Bip001 Head + C: "OP",2029790016,1836099120, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 Head + C: "OP",2029733856,1836099120, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 Head + C: "OP",2029724080,1836099120, "Lcl Scaling" + + ;NodeAttribute::, Model::Bip001 HeadNub + C: "OO",2033724208,1836101312 + + ;AnimCurveNode::T, Model::Bip001 HeadNub + C: "OP",2029813936,1836101312, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 HeadNub + C: "OP",2029743216,1836101312, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 HeadNub + C: "OP",2029743424,1836101312, "Lcl Scaling" + + ;Geometry::, Model::Sphere002 + C: "OO",2084770112,1836103504 + + ;Material::08 - Default, Model::Sphere002 + C: "OO",2081538656,1836103504 + + ;AnimCurveNode::T, Model::Sphere002 + C: "OP",2029743632,1836103504, "Lcl Translation" + + ;AnimCurveNode::R, Model::Sphere002 + C: "OP",2029743840,1836103504, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Sphere002 + C: "OP",2029748000,1836103504, "Lcl Scaling" + + ;Geometry::, Model::Sphere001 + C: "OO",2084765632,1836105696 + + ;Material::08 - Default, Model::Sphere001 + C: "OO",2081538656,1836105696 + + ;AnimCurveNode::T, Model::Sphere001 + C: "OP",2029744048,1836105696, "Lcl Translation" + + ;AnimCurveNode::R, Model::Sphere001 + C: "OP",2029744256,1836105696, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Sphere001 + C: "OP",2029744464,1836105696, "Lcl Scaling" + + ;Geometry::, Model::Box169 + C: "OO",2084768432,1836107888 + + ;Material::09 - Default, Model::Box169 + C: "OO",2081539616,1836107888 + + ;Geometry::, Model::Box170 + C: "OO",2084766192,1888600336 + + ;Material::09 - Default, Model::Box170 + C: "OO",2081539616,1888600336 + + ;Model::Bip001 L Calf, Model::Bip001 L Thigh + C: "OO",1888604720,1888602528 + + ;NodeAttribute::, Model::Bip001 L Thigh + C: "OO",2033715184,1888602528 + + ;AnimCurveNode::T, Model::Bip001 L Thigh + C: "OP",2029744672,1888602528, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Thigh + C: "OP",2029811232,1888602528, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Thigh + C: "OP",2029567456,1888602528, "Lcl Scaling" + + ;Model::Bip001 L Foot, Model::Bip001 L Calf + C: "OO",1888606912,1888604720 + + ;NodeAttribute::, Model::Bip001 L Calf + C: "OO",2033714992,1888604720 + + ;AnimCurveNode::T, Model::Bip001 L Calf + C: "OP",2029583680,1888604720, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Calf + C: "OP",2029567664,1888604720, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Calf + C: "OP",2029713680,1888604720, "Lcl Scaling" + + ;Model::Bip001 L Toe0, Model::Bip001 L Foot + C: "OO",1888609104,1888606912 + + ;NodeAttribute::, Model::Bip001 L Foot + C: "OO",2033724976,1888606912 + + ;AnimCurveNode::T, Model::Bip001 L Foot + C: "OP",2029798752,1888606912, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Foot + C: "OP",2029808112,1888606912, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Foot + C: "OP",2029600112,1888606912, "Lcl Scaling" + + ;Model::Bip001 L Toe01, Model::Bip001 L Toe0 + C: "OO",1888611296,1888609104 + + ;NodeAttribute::, Model::Bip001 L Toe0 + C: "OO",2033712304,1888609104 + + ;AnimCurveNode::T, Model::Bip001 L Toe0 + C: "OP",2029814352,1888609104, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Toe0 + C: "OP",2029812896,1888609104, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Toe0 + C: "OP",2029813520,1888609104, "Lcl Scaling" + + ;Model::Bip001 L Toe02, Model::Bip001 L Toe01 + C: "OO",1888613488,1888611296 + + ;NodeAttribute::, Model::Bip001 L Toe01 + C: "OO",2033710576,1888611296 + + ;AnimCurveNode::T, Model::Bip001 L Toe01 + C: "OP",2029600736,1888611296, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Toe01 + C: "OP",2029747584,1888611296, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Toe01 + C: "OP",2029600944,1888611296, "Lcl Scaling" + + ;Model::Bip001 L Toe0Nub, Model::Bip001 L Toe02 + C: "OO",1834250624,1888613488 + + ;NodeAttribute::, Model::Bip001 L Toe02 + C: "OO",2033710768,1888613488 + + ;AnimCurveNode::T, Model::Bip001 L Toe02 + C: "OP",2029563920,1888613488, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Toe02 + C: "OP",2029599696,1888613488, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Toe02 + C: "OP",2029738848,1888613488, "Lcl Scaling" + + ;NodeAttribute::, Model::Bip001 L Toe0Nub + C: "OO",2033720752,1834250624 + + ;AnimCurveNode::T, Model::Bip001 L Toe0Nub + C: "OP",2029599488,1834250624, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 L Toe0Nub + C: "OP",2029602816,1834250624, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 L Toe0Nub + C: "OP",2029787728,1834250624, "Lcl Scaling" + + ;Model::Bip001 R Calf, Model::Bip001 R Thigh + C: "OO",1834255008,1834252816 + + ;NodeAttribute::, Model::Bip001 R Thigh + C: "OO",2033721328,1834252816 + + ;AnimCurveNode::T, Model::Bip001 R Thigh + C: "OP",2029799168,1834252816, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Thigh + C: "OP",2029792512,1834252816, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Thigh + C: "OP",2029744880,1834252816, "Lcl Scaling" + + ;Model::Bip001 R Foot, Model::Bip001 R Calf + C: "OO",1834257200,1834255008 + + ;NodeAttribute::, Model::Bip001 R Calf + C: "OO",2033719984,1834255008 + + ;AnimCurveNode::T, Model::Bip001 R Calf + C: "OP",2029792720,1834255008, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Calf + C: "OP",2029745712,1834255008, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Calf + C: "OP",2029801040,1834255008, "Lcl Scaling" + + ;Model::Bip001 R Toe0, Model::Bip001 R Foot + C: "OO",1834259392,1834257200 + + ;NodeAttribute::, Model::Bip001 R Foot + C: "OO",2033719792,1834257200 + + ;AnimCurveNode::T, Model::Bip001 R Foot + C: "OP",2029745504,1834257200, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Foot + C: "OP",2029793136,1834257200, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Foot + C: "OP",2029572240,1834257200, "Lcl Scaling" + + ;Model::Bip001 R Toe01, Model::Bip001 R Toe0 + C: "OO",1834261584,1834259392 + + ;NodeAttribute::, Model::Bip001 R Toe0 + C: "OO",2033718640,1834259392 + + ;AnimCurveNode::T, Model::Bip001 R Toe0 + C: "OP",2029565792,1834259392, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Toe0 + C: "OP",2029713264,1834259392, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Toe0 + C: "OP",2029600320,1834259392, "Lcl Scaling" + + ;Model::Bip001 R Toe02, Model::Bip001 R Toe01 + C: "OO",1834263776,1834261584 + + ;NodeAttribute::, Model::Bip001 R Toe01 + C: "OO",2033723056,1834261584 + + ;AnimCurveNode::T, Model::Bip001 R Toe01 + C: "OP",2029798960,1834261584, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Toe01 + C: "OP",2029595536,1834261584, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Toe01 + C: "OP",2029727616,1834261584, "Lcl Scaling" + + ;Model::Bip001 R Toe0Nub, Model::Bip001 R Toe02 + C: "OO",1836012816,1834263776 + + ;NodeAttribute::, Model::Bip001 R Toe02 + C: "OO",2033713264,1834263776 + + ;AnimCurveNode::T, Model::Bip001 R Toe02 + C: "OP",2029592416,1834263776, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Toe02 + C: "OP",2029589712,1834263776, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Toe02 + C: "OP",2029681232,1834263776, "Lcl Scaling" + + ;NodeAttribute::, Model::Bip001 R Toe0Nub + C: "OO",2033716720,1836012816 + + ;AnimCurveNode::T, Model::Bip001 R Toe0Nub + C: "OP",2029593040,1836012816, "Lcl Translation" + + ;AnimCurveNode::R, Model::Bip001 R Toe0Nub + C: "OP",2029592832,1836012816, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Bip001 R Toe0Nub + C: "OP",2029576816,1836012816, "Lcl Scaling" + + ;Geometry::, Model::Box163 + C: "OO",2084764512,1836015008 + + ;Material::03 - Default, Model::Box163 + C: "OO",2081540096,1836015008 + + ;Texture::Map #12, Material::08 - Default + C: "OP",2081539136,2081538656, "DiffuseColor" + + ;Video::Map #12, Texture::Map #12 + C: "OO",1229961568,2081539136 + + ;Deformer::, Geometry:: + C: "OO",2033722288,2084764512 + + ;Texture::Map #10, Material::03 - Default + C: "OP",1898314112,2081540096, "DiffuseColor" + + ;Video::Map #10, Texture::Map #10 + C: "OO",1229955168,1898314112 + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027016032,2029603440, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027010272,2029603440, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027001152,2029603440, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027019232,2029814144, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027012512,2029814144, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027031712,2029814144, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027032352,2029813728, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027024352,2029813728, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027028352,2029813728, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027019552,2029601360, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027014592,2029601360, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027028992,2029601360, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027003232,2029601568, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027004192,2029601568, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027022592,2029601568, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027029472,2029598864, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027017632,2029598864, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027017792,2029598864, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027017952,2029599072, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027000832,2029599072, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027026752,2029599072, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027029152,2029598240, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027027552,2029598240, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027000672,2029598240, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027026592,2029598448, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027022112,2029598448, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027020352,2029598448, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027012032,2029597408, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027029312,2029597408, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027018912,2029597408, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027013472,2029597616, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027025472,2029597616, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027025952,2029597616, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027022912,2029743008, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027017472,2029743008, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2027023392,2029743008, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027015872,2029564544, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027003072,2029564544, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2027004032,2029564544, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2027007552,2029696000, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892051280,2029696000, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892098960,2029696000, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892055440,2029789184, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892055120,2029789184, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892050160,2029789184, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892068560,2029715136, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892094480,2029715136, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892051440,2029715136, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892073040,2029722624, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892070000,2029722624, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892061200,2029722624, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892053200,2029747376, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892098320,2029747376, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892095600,2029747376, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892053360,2029742800, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892067600,2029742800, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892095280,2029742800, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892066640,2029722208, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892053040,2029722208, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892096080,2029722208, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892049840,2029721376, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892054480,2029721376, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892055280,2029721376, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892054160,2029722000, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892051920,2029722000, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1892053680,2029722000, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892052560,2029603232, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892053840,2029603232, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1892093520,2029603232, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892052400,2029595952, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892093360,2029595952, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1892054800,2029595952, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123736896,2029588672, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123735616,2029588672, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123736736,2029588672, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123737376,2029721792, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123738976,2029721792, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123734976,2029721792, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123756896,2029728864, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123757216,2029728864, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123757536,2029728864, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123756576,2029728448, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123755616,2029728448, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123755936,2029728448, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123756256,2029725744, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123755296,2029725744, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123754976,2029725744, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123754016,2029726160, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123754336,2029726160, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123754656,2029726160, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123753696,2029725328, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123752736,2029725328, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123753056,2029725328, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123753376,2029724704, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123752416,2029724704, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123752096,2029724704, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123751136,2029725536, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123751456,2029725536, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123751776,2029725536, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123750816,2029725952, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123749856,2029725952, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123750176,2029725952, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123750496,2029747792, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123749536,2029747792, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123749216,2029747792, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123748256,2029724496, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123748576,2029724496, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123748896,2029724496, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123747936,2029726576, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123746976,2029726576, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123747296,2029726576, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123747616,2029714720, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123746656,2029714720, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123746336,2029714720, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123745376,2029726368, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123745696,2029726368, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123746016,2029726368, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123745056,2029726992, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123744096,2029726992, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123744416,2029726992, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123744736,2029727408, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123743776,2029727408, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123743456,2029727408, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123742496,2029727200, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123742816,2029727200, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123743136,2029727200, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123742176,2029728240, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123741216,2029728240, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123741536,2029728240, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123741856,2029728656, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123740896,2029728656, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123740576,2029728656, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123739296,2029725120, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123739936,2029725120, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123740256,2029725120, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123692576,2029723664, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123693376,2029723664, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123693056,2029723664, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123692736,2029723872, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123693696,2029723872, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123694016,2029723872, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123694976,2029724912, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123694656,2029724912, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2123694336,2029724912, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123695296,2029724288, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123696256,2029724288, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2123695936,2029724288, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2123695616,2029722832, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: 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KeyValueFloat: *3 { + a: 90.00001,90.00001,90.00001 + } + ;KeyAttrFlags: Linear, Linear, Linear + KeyAttrFlags: *3 { + a: 8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *12 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *3 { + a: 1,1,1 + } + } + AnimationCurve: 1192213584, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *3 { + a: 0,15395386000,30790772000 + } + KeyValueFloat: *3 { + a: -90.00001,-90.00001,-90.00001 + } + ;KeyAttrFlags: Linear, Linear, Linear + KeyAttrFlags: *3 { + a: 8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *12 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *3 { + a: 1,1,1 + } + } + AnimationCurve: 1192267184, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *3 { + a: 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"OO",1740303488,1749585328 + + ;Geometry::, Model::Box333 + C: "OO",1820388528,1749587520 + + ;Material::13 - Default, Model::Box333 + C: "OO",121297904,1749587520 + + ;Material::Material #102 Slot #2, Model::Box333 + C: "OO",121296944,1749587520 + + ;AnimCurveNode::R, Model::Box333 + C: "OP",1821912208,1749587520, "Lcl Rotation" + + ;Geometry::, Model::Box327 + C: "OO",1820398608,1749589712 + + ;Material::05 - Default, Model::Box327 + C: "OO",121285904,1749589712 + + ;Material::20 - Default, Model::Box327 + C: "OO",121298864,1749589712 + + ;Material::13 - Default, Model::Box327 + C: "OO",121297904,1749589712 + + ;Material::windows_2, Model::Box327 + C: "OO",121298384,1749589712 + + ;Geometry::, Model::Cylinder183 + C: "OO",1820396928,1749591904 + + ;Material::13 - Default, Model::Cylinder183 + C: "OO",121297904,1749591904 + + ;AnimCurveNode::R, Model::Cylinder183 + C: "OP",1821912000,1749591904, "Lcl Rotation" + + ;Geometry::, Model::Cylinder184 + C: "OO",1820392448,1743110976 + + ;Material::13 - Default, Model::Cylinder184 + C: "OO",121297904,1743110976 + + ;AnimCurveNode::R, Model::Cylinder184 + C: "OP",1821911792,1743110976, "Lcl Rotation" + + ;Geometry::, Model::Cylinder182 + C: "OO",1820396368,1743113168 + + ;Material::13 - Default, Model::Cylinder182 + C: "OO",121297904,1743113168 + + ;AnimCurveNode::R, Model::Cylinder182 + C: "OP",1821911584,1743113168, "Lcl Rotation" + + ;Geometry::, Model::Object001 + C: "OO",1820397488,1743115360 + + ;Material::05 - Default, Model::Object001 + C: "OO",121285904,1743115360 + + ;Material::20 - Default, Model::Object001 + C: "OO",121298864,1743115360 + + ;Material::13 - Default, Model::Object001 + C: "OO",121297904,1743115360 + + ;Material::windows_2, Model::Object001 + C: "OO",121298384,1743115360 + + ;Geometry::, Model::Object002 + C: "OO",1820399728,1743117552 + + ;Material::05 - Default, Model::Object002 + C: "OO",121285904,1743117552 + + ;Material::20 - Default, Model::Object002 + C: "OO",121298864,1743117552 + + ;Material::13 - Default, Model::Object002 + C: "OO",121297904,1743117552 + + ;Material::windows_2, Model::Object002 + C: "OO",121298384,1743117552 + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192244304,1821912208, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192236304,1821912208, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192248144,1821912208, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192264784,1821912000, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192243344,1821912000, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192264944,1821912000, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192213584,1821911792, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192267184,1821911792, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192250544,1821911792, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192243184,1821911584, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192227184,1821911584, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1192242064,1821911584, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,153953860000 + ReferenceTime: 0,153953860000 + } +} diff --git a/Assets/Area730/Stylized city/Models/plane.FBX.meta b/Assets/Area730/Stylized city/Models/plane.FBX.meta new file mode 100644 index 00000000..45259076 --- /dev/null +++ b/Assets/Area730/Stylized city/Models/plane.FBX.meta @@ -0,0 +1,211 @@ +fileFormatVersion: 2 +guid: 5a25b4d63655d804c912031f88662156 +timeCreated: 1446825778 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: Box327 + 100002: Box333 + 100004: Cylinder182 + 100006: Cylinder183 + 100008: Cylinder184 + 100010: gun + 100012: //RootNode + 100014: plane_transport + 100016: soldier + 100018: Object001 + 100020: Object002 + 400000: Box327 + 400002: Box333 + 400004: Cylinder182 + 400006: Cylinder183 + 400008: Cylinder184 + 400010: 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animationScaleError: .5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: + - serializedVersion: 16 + name: Fly_from_ground + takeName: Take 001 + firstFrame: 0 + lastFrame: 19 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: gun + weight: 1 + - path: Object001 + weight: 1 + - path: Object002 + weight: 1 + - path: plane_transport + weight: 1 + - path: plane_transport/Box327 + weight: 1 + - path: plane_transport/Box333 + weight: 1 + - path: plane_transport/Cylinder182 + weight: 1 + - path: plane_transport/Cylinder183 + weight: 1 + - path: plane_transport/Cylinder184 + weight: 1 + - path: soldier + weight: 1 + maskType: 0 + maskSource: {instanceID: 0} + - serializedVersion: 16 + name: Fly + takeName: Take 001 + firstFrame: 21 + lastFrame: 40 + wrapMode: 0 + orientationOffsetY: 0 + level: 0 + cycleOffset: 0 + loop: 0 + loopTime: 0 + loopBlend: 0 + loopBlendOrientation: 0 + loopBlendPositionY: 0 + loopBlendPositionXZ: 0 + keepOriginalOrientation: 0 + keepOriginalPositionY: 1 + keepOriginalPositionXZ: 0 + heightFromFeet: 0 + mirror: 0 + bodyMask: 01000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000 + curves: [] + events: [] + transformMask: + - path: + weight: 1 + - path: gun + weight: 1 + - path: Object001 + weight: 1 + - path: Object002 + weight: 1 + - path: plane_transport + weight: 1 + - path: plane_transport/Box327 + weight: 1 + - path: plane_transport/Box333 + weight: 1 + - path: plane_transport/Cylinder182 + weight: 1 + - path: plane_transport/Cylinder183 + 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assetBundleName: + assetBundleVariant: diff --git a/Assets/Area730/Stylized city/Models/plane_ground_city.FBX b/Assets/Area730/Stylized city/Models/plane_ground_city.FBX new file mode 100644 index 00000000..3f27c5a1 --- /dev/null +++ b/Assets/Area730/Stylized city/Models/plane_ground_city.FBX @@ -0,0 +1,404 @@ +; FBX 7.4.0 project file +; Copyright (C) 1997-2010 Autodesk Inc. and/or its licensors. +; All rights reserved. +; ---------------------------------------------------- + +FBXHeaderExtension: { + FBXHeaderVersion: 1003 + FBXVersion: 7400 + CreationTimeStamp: { + Version: 1000 + Year: 2015 + Month: 11 + Day: 12 + Hour: 16 + Minute: 20 + Second: 17 + Millisecond: 672 + } + Creator: "FBX SDK/FBX Plugins version 2015.0" + SceneInfo: "SceneInfo::GlobalInfo", "UserData" { + Type: "UserData" + Version: 100 + MetaData: { + Version: 100 + Title: "" + Subject: "" + Author: "" + Keywords: "" + Revision: "" + Comment: "" + } + Properties70: { + P: "DocumentUrl", "KString", "Url", "", 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" 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;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 2005358224, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005364784, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: -90.00001,-90.00001 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005358384, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,23093079000,46186158000,47725696600,69279237000,92372316000 + } + KeyValueFloat: *6 { + a: 0,-180,-360,-360,-180,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 2005357584, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005365264, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: -90.00001,-90.00001 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005364944, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,23093079000,46186158000,47725696600,69279237000,92372316000 + } + KeyValueFloat: *6 { + a: 0,-180,-360,-360,-180,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 2005364624, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005367344, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 90,90 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005367024, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,23093079000,46186158000,47725696600,69279237000,92372316000 + } + KeyValueFloat: *6 { + a: -0,180,360,360,180,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 2005366704, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 179.9999,179.9999 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005365584, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: -90.00001,-90.00001 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 2005367184, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *6 { + a: 0,23093079000,46186158000,47725696600,69279237000,92372316000 + } + KeyValueFloat: *6 { + a: 0,-180,-360,-360,-180,0 + } + ;KeyAttrFlags: Linear, Linear, Linear, Linear, Linear, Linear + KeyAttrFlags: *6 { + a: 8452,8452,8452,8452,8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *24 { + a: 0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *6 { + a: 1,1,1,1,1,1 + } + } + AnimationCurve: 2005367504, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + CollectionExclusive: 1840529600, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::rocket_tank, Model::RootNode + C: "OO",1836181568,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1844284176,2004364144 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004364352,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004368304,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004368512,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004368720,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004368928,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004369136,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004369344,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004369552,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004369760,1844284176 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",2004369968,1844284176 + + ;Model::Cylinder336, Model::rocket_tank + C: "OO",1836188144,1836181568 + + ;Model::Cylinder335, Model::rocket_tank + C: "OO",1836172800,1836181568 + + ;Model::Object356, Model::rocket_tank + C: "OO",1836174992,1836181568 + + ;Model::Cylinder333, Model::rocket_tank + C: "OO",1836183760,1836181568 + + ;Model::Cylinder342, Model::rocket_tank + C: "OO",1836164032,1836181568 + + ;Model::Box1528, Model::rocket_tank + C: "OO",1836170608,1836181568 + + ;Model::Box172, Model::rocket_tank + C: "OO",1836168416,1836181568 + + ;Model::Cylinder334, Model::rocket_tank + C: "OO",1840268928,1836181568 + + ;Model::Box1529, Model::rocket_tank + C: "OO",1840271120,1836181568 + + ;Model::Cylinder341, Model::rocket_tank + C: "OO",1840273312,1836181568 + + ;Model::Cylinder338, Model::rocket_tank + C: "OO",1840275504,1836181568 + + ;Model::Object357, Model::rocket_tank + C: "OO",1840277696,1836181568 + + ;Model::Cylinder340, Model::rocket_tank + C: "OO",1840279888,1836181568 + + ;Model::Object358, Model::rocket_tank + C: "OO",1840282080,1836181568 + + ;Model::Cylinder337, Model::rocket_tank + C: "OO",1840284272,1836181568 + + ;Model::Cylinder339, Model::rocket_tank + C: "OO",1840286464,1836181568 + + ;Model::Object355, Model::rocket_tank + C: "OO",1840288656,1836181568 + + ;NodeAttribute::, Model::rocket_tank + C: "OO",2004447584,1836181568 + + ;Geometry::, Model::Cylinder336 + C: "OO",1148805200,1836188144 + + ;Material::13 - Defaultqwe, Model::Cylinder336 + C: "OO",1836546288,1836188144 + + ;AnimCurveNode::R, Model::Cylinder336 + C: "OP",2004364352,1836188144, "Lcl Rotation" + + ;Geometry::, Model::Cylinder335 + C: "OO",1148808000,1836172800 + + ;Material::13 - Defaultqwe, Model::Cylinder335 + C: "OO",1836546288,1836172800 + + ;AnimCurveNode::R, Model::Cylinder335 + C: "OP",2004368304,1836172800, "Lcl Rotation" + + ;Material::13 - Defaultqwe, Model::Object356 + C: "OO",1836546288,1836174992 + + ;Geometry::, Model::Object356 + C: "OO",1629418272,1836174992 + + ;Geometry::, Model::Cylinder333 + C: "OO",1148805760,1836183760 + + ;Material::13 - Defaultqwe, Model::Cylinder333 + C: "OO",1836546288,1836183760 + + ;AnimCurveNode::R, Model::Cylinder333 + C: "OP",2004368512,1836183760, "Lcl Rotation" + + ;Geometry::, Model::Cylinder342 + C: "OO",1629410992,1836164032 + + ;Material::13 - Defaultqwe, Model::Cylinder342 + C: "OO",1836546288,1836164032 + + ;AnimCurveNode::R, Model::Cylinder342 + C: "OP",2004368720,1836164032, "Lcl Rotation" + + ;Geometry::, Model::Box1528 + C: "OO",1148819168,1836170608 + + ;Material::13 - Defaultqwe, Model::Box1528 + C: "OO",1836546288,1836170608 + + ;Model::Box175, Model::Box172 + C: "OO",1836177184,1836168416 + + ;Model::Object354, Model::Box172 + C: "OO",1840264544,1836168416 + + ;Model::Object359, Model::Box172 + C: "OO",1840266736,1836168416 + + ;Geometry::, Model::Box172 + C: "OO",1629417152,1836168416 + + ;Material::tank3423, Model::Box172 + C: "OO",1836577616,1836168416 + + ;Model::Object022, Model::Box175 + C: "OO",1712256272,1836177184 + + ;Geometry::, Model::Box175 + C: "OO",1148832128,1836177184 + + ;Material::13 - Default78, Model::Box175 + C: "OO",1836578096,1836177184 + + ;Model::left_rockets, Model::Object022 + C: "OO",1712260656,1712256272 + + ;Model::right_rockets, Model::Object022 + C: "OO",1709980816,1712256272 + + ;Geometry::, Model::Object022 + C: "OO",1836010176,1712256272 + + ;Material::tank3423, Model::Object022 + C: "OO",1836577616,1712256272 + + ;Model::Cylinder190, Model::left_rockets + C: "OO",1712262848,1712260656 + + ;Model::Cylinder191, Model::left_rockets + C: "OO",1153553328,1712260656 + + ;Model::Cylinder192, Model::left_rockets + C: "OO",1709969856,1712260656 + + ;Model::Cylinder193, Model::left_rockets + C: "OO",1709974240,1712260656 + + ;Model::Box352, Model::left_rockets + C: "OO",1709978624,1712260656 + + ;NodeAttribute::, Model::left_rockets + C: "OO",2004445296,1712260656 + + ;Model::Object363, Model::Cylinder190 + C: "OO",1712258464,1712262848 + + ;Geometry::, Model::Cylinder190 + C: "OO",1836016896,1712262848 + + ;Material::20 - Default, Model::Cylinder190 + C: "OO",1836578576,1712262848 + + ;Material::walls_4, Model::Object363 + C: "OO",1836579056,1712258464 + + ;Geometry::, Model::Object363 + C: "OO",1148791616,1712258464 + + ;Model::Object362, Model::Cylinder191 + C: "OO",1153531408,1153553328 + + ;Geometry::, Model::Cylinder191 + C: "OO",1836013536,1153553328 + + ;Material::20 - Default, Model::Cylinder191 + C: "OO",1836578576,1153553328 + + ;Material::walls_4, Model::Object362 + C: "OO",1836579056,1153531408 + + ;Geometry::, Model::Object362 + C: "OO",1835878400,1153531408 + + ;Model::Object361, Model::Cylinder192 + C: "OO",1709972048,1709969856 + + ;Geometry::, Model::Cylinder192 + C: "OO",1148792176,1709969856 + + ;Material::20 - Default, Model::Cylinder192 + C: "OO",1836578576,1709969856 + + ;Material::walls_4, Model::Object361 + C: "OO",1836579056,1709972048 + + ;Geometry::, Model::Object361 + C: "OO",1835881200,1709972048 + + ;Model::Object360, Model::Cylinder193 + C: "OO",1709976432,1709974240 + + ;Geometry::, Model::Cylinder193 + C: "OO",1835879520,1709974240 + + ;Material::20 - Default, Model::Cylinder193 + C: "OO",1836578576,1709974240 + + ;Material::walls_4, Model::Object360 + C: "OO",1836579056,1709976432 + + ;Geometry::, Model::Object360 + C: "OO",1624547504,1709976432 + + ;Material::tank3423, Model::Box352 + C: "OO",1836577616,1709978624 + + ;Geometry::, Model::Box352 + C: "OO",1193003600,1709978624 + + ;Model::Cylinder096, Model::right_rockets + C: "OO",1709983008,1709980816 + + ;Model::Cylinder095, Model::right_rockets + C: "OO",1709985200,1709980816 + + ;Model::Cylinder094, Model::right_rockets + C: "OO",1709987392,1709980816 + + ;Model::Box174, Model::right_rockets + C: "OO",1709989584,1709980816 + + ;Model::Cylinder097, Model::right_rockets + C: "OO",1709991776,1709980816 + + ;Model::Object364, Model::right_rockets + C: "OO",1709993968,1709980816 + + ;Model::Object365, Model::right_rockets + C: "OO",1709996160,1709980816 + + ;Model::Object366, Model::right_rockets + C: "OO",1709998352,1709980816 + + ;Model::Object367, Model::right_rockets + C: "OO",1840262352,1709980816 + + ;NodeAttribute::, Model::right_rockets + C: "OO",2004447408,1709980816 + + ;Geometry::, Model::Cylinder096 + C: "OO",1196208912,1709983008 + + ;Material::20 - Default, Model::Cylinder096 + C: "OO",1836578576,1709983008 + + ;Geometry::, Model::Cylinder095 + C: "OO",1195831104,1709985200 + + ;Material::20 - Default, Model::Cylinder095 + C: "OO",1836578576,1709985200 + + ;Geometry::, Model::Cylinder094 + C: "OO",1195105360,1709987392 + + ;Material::20 - Default, Model::Cylinder094 + C: "OO",1836578576,1709987392 + + ;Material::tank3423, 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", 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" + } + Texture: 1025044816, "Texture::Map #18", "" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Map #18" + Properties70: { + P: "UVSet", "KString", "", "", "UVChannel_1" + P: "UseMaterial", "bool", "", "",1 + } + Media: "Video::Map #18" + FileName: "C:\Users\Andrew\Desktop\houses\house_1 texture\shop_tent_texture.png" + RelativeFilename: "..\house_1 texture\shop_tent_texture.png" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "Alpha_Black" + Cropping: 0,0,0,0 + } + Texture: 2068197552, "Texture::Map #19", "" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Map #19" + Properties70: { + P: "UVSet", "KString", "", "", "UVChannel_1" + P: "UseMaterial", "bool", "", "",1 + } + Media: "Video::Map #19" + FileName: "C:\Users\Andrew\Desktop\houses\house_1 texture\shop_sign_text.png" + RelativeFilename: "..\house_1 texture\shop_sign_text.png" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "Alpha_Black" + Cropping: 0,0,0,0 + } + Texture: 2068198512, "Texture::Map #12", "" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Map #12" + Properties70: { + P: "UVSet", "KString", "", "", "UVChannel_1" + P: "UseMaterial", "bool", "", "",1 + } + Media: "Video::Map #12" + FileName: "C:\Users\Andrew\Desktop\houses\house_1 texture\roof_texture.png" + RelativeFilename: "..\house_1 texture\roof_texture.png" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "Alpha_Black" + Cropping: 0,0,0,0 + } + Texture: 2068198992, "Texture::Map #13", "" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Map #13" + Properties70: { + P: "UVSet", "KString", "", "", "UVChannel_1" + P: "UseMaterial", "bool", "", "",1 + } + Media: "Video::Map #13" + FileName: "C:\Users\Andrew\Desktop\houses\house_1 texture\roof_bump.png" + RelativeFilename: "..\house_1 texture\roof_bump.png" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "Alpha_Black" + Cropping: 0,0,0,0 + } + AnimationStack: 2497061344, "AnimStack::Take 001", "" { + Properties70: { + P: "LocalStop", "KTime", "Time", "",150105013500 + P: "ReferenceStop", "KTime", "Time", "",150105013500 + } + } + AnimationLayer: 2061897600, "AnimLayer::BaseLayer", "" { + } + CollectionExclusive: 1158396384, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.894117647058823,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::shop_002, Model::RootNode + C: "OO",2586162704,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",2061897600,2497061344 + + ;Model::Group070, Model::shop_002 + C: "OO",2586164896,2586162704 + + ;Model::Box1523, Model::shop_002 + C: "OO",2586193392,2586162704 + + ;NodeAttribute::, Model::shop_002 + C: "OO",2576889168,2586162704 + + ;Model::shop_windows_003, Model::Group070 + C: "OO",2586167088,2586164896 + + ;Model::shop_doorframe_003, Model::Group070 + C: "OO",2586169280,2586164896 + + ;Model::shop_door_003, Model::Group070 + C: "OO",2586171472,2586164896 + + ;Model::Box1518, Model::Group070 + C: "OO",2586173664,2586164896 + + ;Model::Box1519, Model::Group070 + C: "OO",2586175856,2586164896 + + ;Model::shop_floor_003, Model::Group070 + C: "OO",2586178048,2586164896 + + ;Model::shop_front_sides_003, Model::Group070 + C: "OO",2586180240,2586164896 + + ;Model::shop_over_windows_003, Model::Group070 + C: "OO",2586182432,2586164896 + + ;Model::shop_underroof_003, Model::Group070 + C: "OO",2586184624,2586164896 + + ;Model::Box1520, Model::Group070 + C: "OO",2586186816,2586164896 + + ;Model::Box1521, Model::Group070 + C: "OO",2586189008,2586164896 + + ;Model::Box1522, Model::Group070 + C: "OO",2586191200,2586164896 + + ;NodeAttribute::, Model::Group070 + C: "OO",2576888816,2586164896 + + ;Geometry::, Model::shop_windows_003 + C: "OO",2568080368,2586167088 + + ;Material::windows_2, 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C: "OO",2643543264,2643534496 + + ;Model::Box1422, Model::Swimming-pool + C: "OO",2643545456,2643534496 + + ;Model::Box1416, Model::Swimming-pool + C: "OO",2643547648,2643534496 + + ;Model::Box1418, Model::Swimming-pool + C: "OO",2643549840,2643534496 + + ;Model::Box1419, Model::Swimming-pool + C: "OO",2643552032,2643534496 + + ;Model::Box1417, Model::Swimming-pool + C: "OO",2643554224,2643534496 + + ;Model::Box1421, Model::Swimming-pool + C: "OO",2643556416,2643534496 + + ;Model::Box1439, Model::Swimming-pool + C: "OO",2643558608,2643534496 + + ;Model::Box1430, Model::Swimming-pool + C: "OO",2643560800,2643534496 + + ;Model::Box1427, Model::Swimming-pool + C: "OO",2643562992,2643534496 + + ;Model::Box1431, Model::Swimming-pool + C: "OO",2643565184,2643534496 + + ;Model::Box1428, Model::Swimming-pool + C: "OO",2643567376,2643534496 + + ;Model::Box1426, Model::Swimming-pool + C: "OO",2643569568,2643534496 + + ;Model::Box1429, Model::Swimming-pool + C: "OO",2643571760,2643534496 + + 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RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1878777456, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 126242165200,144716628400 + } + KeyValueFloat: *2 { + a: 1,1 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + CollectionExclusive: 1873556512, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::tank001, Model::RootNode + C: "OO",1869604960,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1872992032,1869307296 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1869307920,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871852080,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871850000,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871851248,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871853120,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871852912,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871852288,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871851456,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871851040,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871853744,1872992032 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1871852704,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1871851664,1872992032 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1871853536,1872992032 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1752105104,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1752104896,1872992032 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1752104688,1872992032 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1752104480,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1752104272,1872992032 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1752104064,1872992032 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1752103856,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1752103648,1872992032 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1752103440,1872992032 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1752103232,1872992032 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1752103024,1872992032 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1752102816,1872992032 + + ;Model::Object323, Model::tank001 + C: "OO",1869615920,1869604960 + + ;Model::Cylinder306, Model::tank001 + C: "OO",1869607152,1869604960 + + ;Model::Cylinder307, Model::tank001 + C: "OO",1869602768,1869604960 + + ;Model::Cylinder308, Model::tank001 + C: "OO",1869629072,1869604960 + + ;Model::Cylinder309, Model::tank001 + C: "OO",1749913408,1869604960 + + ;Model::Box1489, Model::tank001 + C: "OO",1038617552,1869604960 + + ;Model::Cylinder310, Model::tank001 + C: "OO",1875971424,1869604960 + + ;Model::Cylinder311, Model::tank001 + C: "OO",1875973616,1869604960 + + ;Model::Box1490, Model::tank001 + C: "OO",1875975808,1869604960 + + ;Model::Cylinder312, Model::tank001 + C: "OO",1875978000,1869604960 + + ;Model::Cylinder313, Model::tank001 + C: "OO",1875980192,1869604960 + + ;Model::Cylinder314, Model::tank001 + C: "OO",1875982384,1869604960 + + ;Model::Cylinder315, Model::tank001 + C: "OO",1875984576,1869604960 + + ;Model::Object325, Model::tank001 + C: "OO",1875986768,1869604960 + + ;Model::Object326, Model::tank001 + C: "OO",1875988960,1869604960 + + ;Model::Object327, Model::tank001 + C: "OO",1875991152,1869604960 + + ;Model::top, Model::tank001 + C: "OO",1875993344,1869604960 + + ;NodeAttribute::, Model::tank001 + C: "OO",1879472096,1869604960 + + ;Geometry::, Model::Object323 + C: "OO",1634836736,1869615920 + + ;Material::tank, Model::Object323 + C: "OO",1634416688,1869615920 + + ;Geometry::, Model::Cylinder306 + C: "OO",1634835616,1869607152 + + ;Material::13 - Defaultqwe, Model::Cylinder306 + C: "OO",1744360256,1869607152 + + ;AnimCurveNode::R, Model::Cylinder306 + C: "OP",1869307920,1869607152, "Lcl Rotation" + + ;Geometry::, Model::Cylinder307 + C: "OO",1627874288,1869602768 + + ;Material::13 - Defaultqwe, Model::Cylinder307 + C: "OO",1744360256,1869602768 + + ;AnimCurveNode::R, Model::Cylinder307 + C: "OP",1871852080,1869602768, "Lcl Rotation" + + ;Geometry::, Model::Cylinder308 + C: "OO",1868693680,1869629072 + + ;Material::13 - Defaultqwe, Model::Cylinder308 + C: "OO",1744360256,1869629072 + + ;AnimCurveNode::R, Model::Cylinder308 + C: "OP",1871850000,1869629072, "Lcl Rotation" + + ;Geometry::, Model::Cylinder309 + C: "OO",1868694240,1749913408 + + ;Material::13 - Defaultqwe, Model::Cylinder309 + C: "OO",1744360256,1749913408 + + ;AnimCurveNode::R, Model::Cylinder309 + C: "OP",1871851248,1749913408, "Lcl Rotation" + + ;Geometry::, Model::Box1489 + C: "OO",1868695360,1038617552 + + ;Material::13 - Defaultqwe, Model::Box1489 + C: "OO",1744360256,1038617552 + + ;Geometry::, Model::Cylinder310 + C: "OO",1868694800,1875971424 + + ;Material::13 - Defaultqwe, Model::Cylinder310 + C: "OO",1744360256,1875971424 + + ;AnimCurveNode::R, Model::Cylinder310 + C: "OP",1871853120,1875971424, "Lcl Rotation" + + ;Geometry::, Model::Cylinder311 + C: "OO",1868697600,1875973616 + + ;Material::13 - Defaultqwe, Model::Cylinder311 + C: "OO",1744360256,1875973616 + + ;AnimCurveNode::R, Model::Cylinder311 + C: "OP",1871852912,1875973616, "Lcl Rotation" + + ;Geometry::, Model::Box1490 + C: "OO",1868698720,1875975808 + + ;Material::13 - Defaultqwe, Model::Box1490 + C: "OO",1744360256,1875975808 + + ;Geometry::, Model::Cylinder312 + C: "OO",1868698160,1875978000 + + ;Material::13 - Defaultqwe, Model::Cylinder312 + C: "OO",1744360256,1875978000 + + ;AnimCurveNode::R, Model::Cylinder312 + C: "OP",1871852288,1875978000, "Lcl Rotation" + + ;Geometry::, Model::Cylinder313 + C: "OO",1868700960,1875980192 + + ;Material::13 - Defaultqwe, Model::Cylinder313 + C: "OO",1744360256,1875980192 + + ;AnimCurveNode::R, Model::Cylinder313 + C: "OP",1871851456,1875980192, "Lcl Rotation" + + ;Geometry::, Model::Cylinder314 + C: "OO",1884458752,1875982384 + + ;Material::13 - Defaultqwe, Model::Cylinder314 + C: "OO",1744360256,1875982384 + + ;AnimCurveNode::R, Model::Cylinder314 + C: "OP",1871851040,1875982384, "Lcl Rotation" + + ;Geometry::, Model::Cylinder315 + C: "OO",1884459312,1875984576 + + ;Material::13 - Defaultqwe, Model::Cylinder315 + C: "OO",1744360256,1875984576 + + ;AnimCurveNode::R, Model::Cylinder315 + C: "OP",1871853744,1875984576, "Lcl Rotation" + + ;Geometry::, Model::Object325 + C: "OO",1884459872,1875986768 + + ;Material::13 - Defaultqwe, Model::Object325 + C: "OO",1744360256,1875986768 + + ;Geometry::, Model::Object326 + C: "OO",1884460432,1875988960 + + ;Material::13 - Default78, Model::Object326 + C: "OO",1744359296,1875988960 + + ;Geometry::, Model::Object327 + C: "OO",1884460992,1875991152 + + ;Material::13 - Default78, Model::Object327 + C: "OO",1744359296,1875991152 + + ;Model::Box1488, Model::top + C: "OO",1875995536,1875993344 + + ;NodeAttribute::, Model::top + C: "OO",1879471392,1875993344 + + ;AnimCurveNode::T, Model::top + C: "OP",1871852704,1875993344, "Lcl Translation" + + ;AnimCurveNode::R, Model::top + C: "OP",1871851664,1875993344, "Lcl Rotation" + + ;AnimCurveNode::S, Model::top + C: "OP",1871853536,1875993344, "Lcl Scaling" + + ;Model::Cylinder305, Model::Box1488 + C: "OO",1875997728,1875995536 + + ;Model::Object324, Model::Box1488 + C: "OO",1882589184,1875995536 + + ;Geometry::, Model::Box1488 + C: "OO",1884461552,1875995536 + + ;Material::tank, Model::Box1488 + C: "OO",1634416688,1875995536 + + ;AnimCurveNode::T, Model::Box1488 + C: "OP",1752105104,1875995536, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1488 + C: "OP",1752104896,1875995536, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1488 + C: "OP",1752104688,1875995536, "Lcl Scaling" + + ;Model::Object328, Model::Cylinder305 + C: "OO",1875999920,1875997728 + + ;Geometry::, Model::Cylinder305 + C: "OO",1884462112,1875997728 + + ;Material::13 - Defaultqwe, Model::Cylinder305 + C: "OO",1744360256,1875997728 + + ;AnimCurveNode::T, Model::Cylinder305 + C: "OP",1752104480,1875997728, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder305 + C: "OP",1752104272,1875997728, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder305 + C: "OP",1752104064,1875997728, "Lcl Scaling" + + ;Geometry::, Model::Object328 + C: "OO",1884462672,1875999920 + + ;Material::13 - Default78, Model::Object328 + C: "OO",1744359296,1875999920 + + ;AnimCurveNode::T, Model::Object328 + C: "OP",1752103856,1875999920, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object328 + C: "OP",1752103648,1875999920, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object328 + C: "OP",1752103440,1875999920, "Lcl Scaling" + + ;Geometry::, Model::Object324 + C: "OO",1884463232,1882589184 + + ;Material::13 - Default78, Model::Object324 + C: "OO",1744359296,1882589184 + + ;AnimCurveNode::T, Model::Object324 + C: "OP",1752103232,1882589184, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object324 + C: "OP",1752103024,1882589184, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object324 + C: "OP",1752102816,1882589184, "Lcl Scaling" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1878781296,1869307920, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1878778416,1869307920, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1878780336,1869307920, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1878783536,1871852080, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1878781136,1871852080, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1878783696,1871852080, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747330080,1871850000, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747329120,1871850000, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747328160,1871850000, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747327200,1871851248, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747327360,1871851248, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747326080,1871851248, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747327520,1871853120, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747328480,1871853120, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747326880,1871853120, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747325440,1871852912, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747327680,1871852912, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747330240,1871852912, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753021392,1871852288, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753020272,1871852288, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753022832,1871852288, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753024912,1871851456, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753022672,1871851456, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753020112,1871851456, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753019472,1871851040, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753024752,1871851040, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753025232,1871851040, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753025872,1871853744, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753019152,1871853744, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753023472,1871853744, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1753019312,1871852704, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1753022512,1871852704, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1753023152,1871852704, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753021552,1871851664, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753020432,1871851664, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1753018352,1871851664, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1753019632,1871853536, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1753018672,1871853536, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1738796432,1871853536, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1738796912,1752105104, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1738796272,1752105104, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1738795152,1752105104, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1738795472,1752104896, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1738795952,1752104896, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1738794512,1752104896, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1738794032,1752104688, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1747995216,1752104688, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1747994736,1752104688, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1747996016,1752104480, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1747996176,1752104480, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1747328800,1752104480, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747327840,1752104272, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747329440,1752104272, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1630415968,1752104272, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1630416608,1752104064, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1630417728,1752104064, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1630417248,1752104064, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1748029552,1752103856, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1748030672,1752103856, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1748030992,1752103856, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1870825056,1752103648, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1870824416,1752103648, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1870823296,1752103648, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1870823456,1752103440, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1870822976,1752103440, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1870823616,1752103440, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1870824576,1752103232, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1747270304,1752103232, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1747269664,1752103232, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1747270144,1752103024, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1633273456,1752103024, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1633273136,1752103024, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1633274096,1752102816, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1633274416,1752102816, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1878777456,1752102816, "d|Z" +} +;Takes section +;---------------------------------------------------- + +Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,153953860000 + ReferenceTime: 0,153953860000 + } +} diff --git a/Assets/Area730/Stylized city/Models/tank.FBX.meta b/Assets/Area730/Stylized city/Models/tank.FBX.meta new file mode 100644 index 00000000..45e62c5c --- /dev/null +++ b/Assets/Area730/Stylized city/Models/tank.FBX.meta @@ -0,0 +1,387 @@ +fileFormatVersion: 2 +guid: cbac5c40bbb3a7b4d9c54abfbe7e3e9b +timeCreated: 1447103584 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: 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", 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" + } + Texture: 2570065920, "Texture::Map #12", "" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Map #12" + Properties70: { + P: "UVSet", "KString", "", "", "UVChannel_1" + P: "UseMaterial", "bool", "", "",1 + } + Media: "Video::Map #12" + FileName: "C:\Users\Andrew\Desktop\houses\house_1 texture\roof_texture.png" + RelativeFilename: "..\house_1 texture\roof_texture.png" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "Alpha_Black" + Cropping: 0,0,0,0 + } + Texture: 2570064960, "Texture::Map #13", "" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Map #13" + Properties70: { + P: "UVSet", "KString", "", "", "UVChannel_1" + P: "UseMaterial", "bool", "", "",1 + } + Media: "Video::Map #13" + FileName: "C:\Users\Andrew\Desktop\houses\house_1 texture\roof_bump.png" + RelativeFilename: "..\house_1 texture\roof_bump.png" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "Alpha_Black" + Cropping: 0,0,0,0 + 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"OO",2552628176,2089051040 + + ;Geometry::, Model::Object043 + C: "OO",2568035008,2089053232 + + ;Material::13 - Default, Model::Object043 + C: "OO",2552628176,2089053232 + + ;Geometry::, Model::Box164 + C: "OO",2568034448,2089055424 + + ;Material::06 - Default, Model::Box164 + C: "OO",2552623376,2089055424 + + ;Geometry::, Model::Cylinder044 + C: "OO",2568024368,2089057616 + + ;Material::13 - Default, Model::Cylinder044 + C: "OO",2552628176,2089057616 + + ;Geometry::, Model::Cylinder043 + C: "OO",2568031088,2089059808 + + ;Material::13 - Default, Model::Cylinder043 + C: "OO",2552628176,2089059808 + + ;Geometry::, Model::Cylinder045 + C: "OO",2568033888,2089062000 + + ;Material::13 - Default, Model::Cylinder045 + C: "OO",2552628176,2089062000 + + ;Geometry::, Model::Cylinder041 + C: "OO",2568031648,2089064192 + + ;Material::13 - Default, Model::Cylinder041 + C: "OO",2552628176,2089064192 + + ;Geometry::, Model::Object042 + C: "OO",2568015408,2089066384 + + ;Material::20 - Default, 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NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840220656, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 1.216342,1.216342 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840220976, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 4.975101,4.975101 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840221296, 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Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840222256, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840222576, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 0,0 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840222896, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 1,1 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840223216, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 1.339632,1.339632 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + AnimationCurve: 1840223536, "AnimCurve::", "" { + Default: 0 + KeyVer: 4008 + KeyTime: *2 { + a: 0,92372316000 + } + KeyValueFloat: *2 { + a: 1,1 + } + ;KeyAttrFlags: Linear, Linear + KeyAttrFlags: *2 { + a: 8452,8452 + } + ;KeyAttrDataFloat: RightAuto:0, NextLeftAuto:0; RightAuto:0, NextLeftAuto:0 + KeyAttrDataFloat: *8 { + a: 0,0,218434821,0,0,0,218434821,0 + } + KeyAttrRefCount: *2 { + a: 1,1 + } + } + CollectionExclusive: 1838404416, "DisplayLayer::sold_2", "DisplayLayer" { + Properties70: { + P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::war_plane_1, Model::RootNode + C: "OO",1836188144,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1832701344,1837006656 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1837005824,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1837005616,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1837005408,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1837005200,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1837004992,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841058576,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841058368,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841058160,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841057952,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841057744,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841057536,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841059200,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841045888,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841045680,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841046096,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841057328,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841057120,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841056912,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841056704,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841056496,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841062944,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841062736,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841056288,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841062528,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841056080,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841055872,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841055664,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841055456,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841055248,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841055040,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841054832,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841054624,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841054416,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841054208,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841054000,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841053792,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841053584,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841053376,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841053168,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841052960,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841052752,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841062112,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841061904,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841061696,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841061488,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841052544,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841061280,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841052336,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841052128,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841051920,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841051712,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841051504,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841051296,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841051088,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841050880,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841050672,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841050464,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841050256,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841050048,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841049840,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841049632,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841049424,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841049216,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841049008,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841060864,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841060656,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841060448,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841060240,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841048800,1832701344 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1841060032,1832701344 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1841048592,1832701344 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1841048384,1832701344 + + ;Model::Box1506, Model::war_plane_1 + C: "OO",1836166224,1836188144 + + ;Model::wings001, Model::war_plane_1 + C: "OO",1842228640,1836188144 + + ;Model::Object351, Model::war_plane_1 + C: "OO",1842230832,1836188144 + + ;Model::Object348, Model::war_plane_1 + C: "OO",1842233024,1836188144 + + ;Model::Object352, Model::war_plane_1 + C: "OO",1842235216,1836188144 + + ;Model::Object349, Model::war_plane_1 + C: "OO",1842237408,1836188144 + + ;Model::Object350, Model::war_plane_1 + C: "OO",1842239600,1836188144 + + ;Model::Object347, Model::war_plane_1 + C: "OO",1842241792,1836188144 + + ;Model::glass001, Model::war_plane_1 + C: "OO",1842243984,1836188144 + + ;Model::Box1512, Model::war_plane_1 + C: "OO",1842246176,1836188144 + + ;Model::wheels, Model::war_plane_1 + C: "OO",1842248368,1836188144 + + ;NodeAttribute::, Model::war_plane_1 + C: "OO",1836863824,1836188144 + + ;AnimCurveNode::T, Model::war_plane_1 + C: "OP",1837005824,1836188144, "Lcl Translation" + + ;AnimCurveNode::R, Model::war_plane_1 + C: "OP",1837005616,1836188144, "Lcl Rotation" + + ;AnimCurveNode::S, Model::war_plane_1 + C: "OP",1837005408,1836188144, "Lcl Scaling" + + ;Model::Cylinder325, Model::Box1506 + C: "OO",1836164032,1836166224 + + ;Model::Cylinder326, Model::Box1506 + C: "OO",1836174992,1836166224 + + ;Model::Cylinder327, Model::Box1506 + C: "OO",1836177184,1836166224 + + ;Model::Cylinder328, Model::Box1506 + C: "OO",1842226448,1836166224 + + ;Geometry::, Model::Box1506 + C: "OO",1836013536,1836166224 + + ;Material::walls_4, Model::Box1506 + C: "OO",1836782512,1836166224 + + ;AnimCurveNode::T, Model::Box1506 + C: "OP",1837005200,1836166224, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1506 + C: "OP",1837004992,1836166224, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1506 + C: "OP",1841058576,1836166224, "Lcl Scaling" + + ;Geometry::, Model::Cylinder325 + C: "OO",1836010176,1836164032 + + ;Material::insides_3, Model::Cylinder325 + C: "OO",1836782992,1836164032 + + ;AnimCurveNode::T, Model::Cylinder325 + C: "OP",1841058368,1836164032, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder325 + C: "OP",1841058160,1836164032, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder325 + C: "OP",1841057952,1836164032, "Lcl Scaling" + + ;Geometry::, Model::Cylinder326 + C: "OO",1836014656,1836174992 + + ;Material::insides_3, Model::Cylinder326 + C: "OO",1836782992,1836174992 + + ;AnimCurveNode::T, Model::Cylinder326 + C: "OP",1841057744,1836174992, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder326 + C: "OP",1841057536,1836174992, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder326 + C: "OP",1841059200,1836174992, "Lcl Scaling" + + ;Geometry::, Model::Cylinder327 + C: "OO",1148805760,1836177184 + + ;Material::insides_3, Model::Cylinder327 + C: "OO",1836782992,1836177184 + + ;AnimCurveNode::T, Model::Cylinder327 + C: "OP",1841045888,1836177184, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder327 + C: "OP",1841045680,1836177184, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder327 + C: "OP",1841046096,1836177184, "Lcl Scaling" + + ;Geometry::, Model::Cylinder328 + C: "OO",1148805200,1842226448 + + ;Material::insides_3, Model::Cylinder328 + C: "OO",1836782992,1842226448 + + ;AnimCurveNode::T, Model::Cylinder328 + C: "OP",1841057328,1842226448, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder328 + C: "OP",1841057120,1842226448, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder328 + C: "OP",1841056912,1842226448, "Lcl Scaling" + + ;Geometry::, Model::wings001 + C: "OO",1148808000,1842228640 + + ;Material::insides_3, Model::wings001 + C: "OO",1836782992,1842228640 + + ;AnimCurveNode::T, Model::wings001 + C: "OP",1841056704,1842228640, "Lcl Translation" + + ;AnimCurveNode::R, Model::wings001 + C: "OP",1841056496,1842228640, "Lcl Rotation" + + ;AnimCurveNode::S, Model::wings001 + C: "OP",1841062944,1842228640, "Lcl Scaling" + + ;Geometry::, Model::Object351 + C: "OO",1835881200,1842230832 + + ;Material::insides_3, Model::Object351 + C: "OO",1836782992,1842230832 + + ;AnimCurveNode::T, Model::Object351 + C: "OP",1841062736,1842230832, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object351 + C: "OP",1841056288,1842230832, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object351 + C: "OP",1841062528,1842230832, "Lcl Scaling" + + ;Geometry::, Model::Object348 + C: "OO",1835881760,1842233024 + + ;Material::walls_3, Model::Object348 + C: "OO",1836783472,1842233024 + + ;AnimCurveNode::T, Model::Object348 + C: "OP",1841056080,1842233024, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object348 + C: "OP",1841055872,1842233024, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object348 + C: "OP",1841055664,1842233024, "Lcl Scaling" + + ;Geometry::, Model::Object352 + C: "OO",1835878400,1842235216 + + ;Material::walls_3, Model::Object352 + C: "OO",1836783472,1842235216 + + ;AnimCurveNode::T, Model::Object352 + C: "OP",1841055456,1842235216, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object352 + C: "OP",1841055248,1842235216, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object352 + C: "OP",1841055040,1842235216, "Lcl Scaling" + + ;Geometry::, Model::Object349 + C: "OO",1835879520,1842237408 + + ;Material::walls_3, Model::Object349 + C: "OO",1836783472,1842237408 + + ;AnimCurveNode::T, Model::Object349 + C: "OP",1841054832,1842237408, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object349 + C: "OP",1841054624,1842237408, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object349 + C: "OP",1841054416,1842237408, "Lcl Scaling" + + ;Geometry::, Model::Object350 + C: "OO",1148820848,1842239600 + + ;Material::walls_3, Model::Object350 + C: "OO",1836783472,1842239600 + + ;AnimCurveNode::T, Model::Object350 + C: "OP",1841054208,1842239600, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object350 + C: "OP",1841054000,1842239600, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object350 + C: "OP",1841053792,1842239600, "Lcl Scaling" + + ;Geometry::, Model::Object347 + C: "OO",1148820288,1842241792 + + ;Material::insides_3, Model::Object347 + C: "OO",1836782992,1842241792 + + ;AnimCurveNode::T, Model::Object347 + C: "OP",1841053584,1842241792, "Lcl Translation" + + ;AnimCurveNode::R, Model::Object347 + C: "OP",1841053376,1842241792, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Object347 + C: "OP",1841053168,1842241792, "Lcl Scaling" + + ;Geometry::, Model::glass001 + C: "OO",1148819168,1842243984 + + ;Material::windows_2, Model::glass001 + C: "OO",1836783952,1842243984 + + ;AnimCurveNode::T, Model::glass001 + C: "OP",1841052960,1842243984, "Lcl Translation" + + ;AnimCurveNode::R, Model::glass001 + C: "OP",1841052752,1842243984, "Lcl Rotation" + + ;AnimCurveNode::S, Model::glass001 + C: "OP",1841062112,1842243984, "Lcl Scaling" + + ;Geometry::, Model::Box1512 + C: "OO",1148819728,1842246176 + + ;Material::walls_4, Model::Box1512 + C: "OO",1836782512,1842246176 + + ;AnimCurveNode::T, Model::Box1512 + C: "OP",1841061904,1842246176, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1512 + C: "OP",1841061696,1842246176, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1512 + C: "OP",1841061488,1842246176, "Lcl Scaling" + + ;Model::Box1507, Model::wheels + C: "OO",1842250560,1842248368 + + ;Model::Cylinder329, Model::wheels + C: "OO",1842252752,1842248368 + + ;Model::Box1508, Model::wheels + C: "OO",1842254944,1842248368 + + ;Model::Box1510, Model::wheels + C: "OO",1842344656,1842248368 + + ;Model::Box1509, Model::wheels + C: "OO",1842346848,1842248368 + + ;Model::Cylinder330, Model::wheels + C: "OO",1842349040,1842248368 + + ;Model::Cylinder331, Model::wheels + C: "OO",1842351232,1842248368 + + ;Model::Box1511, Model::wheels + C: "OO",1842353424,1842248368 + + ;NodeAttribute::, Model::wheels + C: "OO",1836864176,1842248368 + + ;AnimCurveNode::T, Model::wheels + C: "OP",1841052544,1842248368, "Lcl Translation" + + ;AnimCurveNode::R, Model::wheels + C: "OP",1841061280,1842248368, "Lcl Rotation" + + ;AnimCurveNode::S, Model::wheels + C: "OP",1841052336,1842248368, "Lcl Scaling" + + ;Geometry::, Model::Box1507 + C: "OO",1629410992,1842250560 + + ;Material::walls_4, Model::Box1507 + C: "OO",1836782512,1842250560 + + ;AnimCurveNode::T, Model::Box1507 + C: "OP",1841052128,1842250560, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1507 + C: "OP",1841051920,1842250560, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1507 + C: "OP",1841051712,1842250560, "Lcl Scaling" + + ;Geometry::, Model::Cylinder329 + C: "OO",1629418272,1842252752 + + ;Material::windows_2, Model::Cylinder329 + C: "OO",1836783952,1842252752 + + ;AnimCurveNode::T, Model::Cylinder329 + C: "OP",1841051504,1842252752, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder329 + C: "OP",1841051296,1842252752, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder329 + C: "OP",1841051088,1842252752, "Lcl Scaling" + + ;Geometry::, Model::Box1508 + C: "OO",1629417152,1842254944 + + ;Material::walls_4, Model::Box1508 + C: "OO",1836782512,1842254944 + + ;AnimCurveNode::T, Model::Box1508 + C: "OP",1841050880,1842254944, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1508 + C: "OP",1841050672,1842254944, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1508 + C: "OP",1841050464,1842254944, "Lcl Scaling" + + ;Geometry::, Model::Box1510 + C: "OO",1629411552,1842344656 + + ;Material::walls_4, Model::Box1510 + C: "OO",1836782512,1842344656 + + ;AnimCurveNode::T, Model::Box1510 + C: "OP",1841050256,1842344656, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1510 + C: "OP",1841050048,1842344656, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1510 + C: "OP",1841049840,1842344656, "Lcl Scaling" + + ;Geometry::, Model::Box1509 + C: "OO",1195270432,1842346848 + + ;Material::walls_4, Model::Box1509 + C: "OO",1836782512,1842346848 + + ;AnimCurveNode::T, Model::Box1509 + C: "OP",1841049632,1842346848, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1509 + C: "OP",1841049424,1842346848, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1509 + C: "OP",1841049216,1842346848, "Lcl Scaling" + + ;Geometry::, Model::Cylinder330 + C: "OO",1195272672,1842349040 + + ;Material::windows_2, Model::Cylinder330 + C: "OO",1836783952,1842349040 + + ;AnimCurveNode::T, Model::Cylinder330 + C: "OP",1841049008,1842349040, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder330 + C: "OP",1841060864,1842349040, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder330 + C: "OP",1841060656,1842349040, "Lcl Scaling" + + ;Geometry::, Model::Cylinder331 + C: "OO",1148834368,1842351232 + + ;Material::windows_2, Model::Cylinder331 + C: "OO",1836783952,1842351232 + + ;AnimCurveNode::T, Model::Cylinder331 + C: "OP",1841060448,1842351232, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder331 + C: "OP",1841060240,1842351232, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder331 + C: "OP",1841048800,1842351232, "Lcl Scaling" + + ;Geometry::, Model::Box1511 + C: "OO",1148832128,1842353424 + + ;Material::walls_4, Model::Box1511 + C: "OO",1836782512,1842353424 + + ;AnimCurveNode::T, Model::Box1511 + C: "OP",1841060032,1842353424, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box1511 + C: "OP",1841048592,1842353424, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box1511 + C: "OP",1841048384,1842353424, "Lcl Scaling" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629960976,1837005824, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629968176,1837005824, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629970736,1837005824, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629966576,1837005616, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629972176,1837005616, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629970256,1837005616, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629955696,1837005408, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629973936,1837005408, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629971536,1837005408, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629972976,1837005200, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629972656,1837005200, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1629971216,1837005200, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629968816,1837004992, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629956656,1837004992, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1629957936,1837004992, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1629961296,1841058576, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841312448,1841058576, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841317248,1841058576, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841316288,1841058368, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841316128,1841058368, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841316608,1841058368, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841315328,1841058160, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841315168,1841058160, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841315648,1841058160, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841314048,1841057952, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841314208,1841057952, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841313568,1841057952, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841313088,1841057744, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841312928,1841057744, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841313248,1841057744, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841323168,1841057536, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841311808,1841057536, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841312128,1841057536, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841311168,1841059200, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841311488,1841059200, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841307008,1841059200, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841310848,1841045888, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841310528,1841045888, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841310208,1841045888, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841309888,1841045680, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841309568,1841045680, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841309248,1841045680, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841314368,1841046096, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841308608,1841046096, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841308928,1841046096, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841307968,1841057328, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841308288,1841057328, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841307328,1841057328, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841307648,1841057120, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841306688,1841057120, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841306368,1841057120, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841306048,1841056912, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841305728,1841056912, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",1841305408,1841056912, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841305088,1841056704, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841304768,1841056704, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",1841320768,1841056704, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841320448,1841056496, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",1841321408,1841056496, "d|Y" + + 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"",0.83921568627451,0.890196078431373,0.6 + } + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + + ;Model::bomb_plane, Model::RootNode + C: "OO",1836177184,0 + + ;AnimLayer::BaseLayer, AnimStack::Take 001 + C: "OO",1848064896,1712092512 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712094384,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712088144,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712097712,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712097296,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712097504,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712097088,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712086480,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712086064,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712085232,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712085024,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712089392,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712101872,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712086272,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712097920,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712085856,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712087312,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712086896,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712087104,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712086688,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712089808,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712101248,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712101456,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712082320,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712090432,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712082112,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712090640,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712091888,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712092304,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712077744,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712091264,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712081488,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712082944,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712087520,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712080032,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712087728,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712102704,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712102912,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712081072,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712077536,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712080864,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712099584,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712093344,1848064896 + + ;AnimCurveNode::T, AnimLayer::BaseLayer + C: "OO",1712081696,1848064896 + + ;AnimCurveNode::R, AnimLayer::BaseLayer + C: "OO",1712081280,1848064896 + + ;AnimCurveNode::S, AnimLayer::BaseLayer + C: "OO",1712071088,1848064896 + + ;Model::bomb_plane, Model::bomb_plane + C: "OO",1836181568,1836177184 + + ;Model::wheels, Model::bomb_plane + C: "OO",1844397440,1836177184 + + ;NodeAttribute::, Model::bomb_plane + C: "OO",2003150544,1836177184 + + ;AnimCurveNode::R, Model::bomb_plane + C: "OP",1712094384,1836177184, "Lcl Rotation" + + ;Model::plane, Model::bomb_plane + C: "OO",1836183760,1836181568 + + ;Model::Cylinder140, Model::bomb_plane + C: "OO",1712262848,1836181568 + + ;Model::Cylinder141, Model::bomb_plane + C: "OO",1712260656,1836181568 + + ;Model::Cylinder142, Model::bomb_plane + C: "OO",1712256272,1836181568 + + ;Model::Cylinder144, Model::bomb_plane + C: "OO",1844395248,1836181568 + + ;NodeAttribute::, Model::bomb_plane + C: "OO",2003151952,1836181568 + + ;AnimCurveNode::R, Model::bomb_plane + C: "OP",1712088144,1836181568, "Lcl Rotation" + + ;Model::Object372, Model::plane + C: "OO",1836174992,1836183760 + + ;Model::Box215, Model::plane + C: "OO",1836172800,1836183760 + + ;NodeAttribute::, Model::plane + C: "OO",2003155824,1836183760 + + ;AnimCurveNode::R, Model::plane + C: "OP",1712097712,1836183760, "Lcl Rotation" + + ;Geometry::, Model::Object372 + C: "OO",1838476032,1836174992 + + ;Material::13 - Defaultqwe, Model::Object372 + C: "OO",1834890848,1836174992 + + ;AnimCurveNode::R, Model::Object372 + C: "OP",1712097296,1836174992, "Lcl Rotation" + + ;Model::Object024, Model::Box215 + C: "OO",1836170608,1836172800 + + ;Model::Object023, Model::Box215 + C: "OO",1712258464,1836172800 + + ;Geometry::, Model::Box215 + C: "OO",1838475472,1836172800 + + ;Material::13 - Default78, Model::Box215 + C: "OO",1834890368,1836172800 + + ;AnimCurveNode::R, Model::Box215 + C: "OP",1712097504,1836172800, "Lcl Rotation" + + ;Geometry::, Model::Object024 + C: "OO",1838483872,1836170608 + + ;Material::13 - Default78, Model::Object024 + C: "OO",1834890368,1836170608 + + ;AnimCurveNode::R, Model::Object024 + C: "OP",1712097088,1836170608, "Lcl Rotation" + + ;Geometry::, Model::Object023 + C: "OO",1838477152,1712258464 + + ;Material::13 - Default78, Model::Object023 + C: "OO",1834890368,1712258464 + + ;AnimCurveNode::R, Model::Object023 + C: "OP",1712086480,1712258464, "Lcl Rotation" + + ;Geometry::, Model::Cylinder140 + C: "OO",1838479952,1712262848 + + ;Material::13 - Defaultqwe, Model::Cylinder140 + C: "OO",1834890848,1712262848 + + ;AnimCurveNode::R, Model::Cylinder140 + C: "OP",1712086064,1712262848, "Lcl Rotation" + + ;Geometry::, Model::Cylinder141 + C: "OO",1838481632,1712260656 + + ;Material::13 - Defaultqwe, Model::Cylinder141 + C: "OO",1834890848,1712260656 + + ;AnimCurveNode::R, Model::Cylinder141 + C: "OP",1712085232,1712260656, "Lcl Rotation" + + ;Geometry::, Model::Cylinder142 + C: "OO",1838474352,1712256272 + + ;Material::13 - Defaultqwe, Model::Cylinder142 + C: "OO",1834890848,1712256272 + + ;AnimCurveNode::T, Model::Cylinder142 + C: "OP",1712085024,1712256272, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder142 + C: "OP",1712089392,1712256272, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder142 + C: "OP",1712101872,1712256272, "Lcl Scaling" + + ;Geometry::, Model::Cylinder144 + C: "OO",1838473792,1844395248 + + ;Material::13 - Defaultqwe, Model::Cylinder144 + C: "OO",1834890848,1844395248 + + ;AnimCurveNode::T, Model::Cylinder144 + C: "OP",1712086272,1844395248, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder144 + C: "OP",1712097920,1844395248, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder144 + C: "OP",1712085856,1844395248, "Lcl Scaling" + + ;Model::Cylinder146, Model::wheels + C: "OO",1844399632,1844397440 + + ;Model::Box218, Model::wheels + C: "OO",1844401824,1844397440 + + ;Model::Box221, Model::wheels + C: "OO",1844404016,1844397440 + + ;Model::Cylinder147, Model::wheels + C: "OO",1844406208,1844397440 + + ;Model::Box217, Model::wheels + C: "OO",1844408400,1844397440 + + ;Model::Box220, Model::wheels + C: "OO",1844410592,1844397440 + + ;Model::Cylinder148, Model::wheels + C: "OO",1844412784,1844397440 + + ;Model::Box219, Model::wheels + C: "OO",1844414976,1844397440 + + ;Model::Box216, Model::wheels + C: "OO",1844417168,1844397440 + + ;NodeAttribute::, Model::wheels + C: "OO",2003156000,1844397440 + + ;AnimCurveNode::T, Model::wheels + C: "OP",1712087312,1844397440, "Lcl Translation" + + ;AnimCurveNode::R, Model::wheels + C: "OP",1712086896,1844397440, "Lcl Rotation" + + ;AnimCurveNode::S, Model::wheels + C: "OP",1712087104,1844397440, "Lcl Scaling" + + ;Geometry::, Model::Cylinder146 + C: "OO",1838472672,1844399632 + + ;Material::13 - Defaultqwe, Model::Cylinder146 + C: "OO",1834890848,1844399632 + + ;AnimCurveNode::T, Model::Cylinder146 + C: "OP",1712086688,1844399632, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder146 + C: "OP",1712089808,1844399632, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder146 + C: "OP",1712101248,1844399632, "Lcl Scaling" + + ;Geometry::, Model::Box218 + C: "OO",1838473232,1844401824 + + ;Material::13 - Default78, Model::Box218 + C: "OO",1834890368,1844401824 + + ;AnimCurveNode::T, Model::Box218 + C: "OP",1712101456,1844401824, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box218 + C: "OP",1712082320,1844401824, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box218 + C: "OP",1712090432,1844401824, "Lcl Scaling" + + ;Geometry::, Model::Box221 + C: "OO",1838484432,1844404016 + + ;Material::13 - Default78, Model::Box221 + C: "OO",1834890368,1844404016 + + ;AnimCurveNode::T, Model::Box221 + C: "OP",1712082112,1844404016, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box221 + C: "OP",1712090640,1844404016, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box221 + C: "OP",1712091888,1844404016, "Lcl Scaling" + + ;Geometry::, Model::Cylinder147 + C: "OO",1838481072,1844406208 + + ;Material::13 - Defaultqwe, Model::Cylinder147 + C: "OO",1834890848,1844406208 + + ;AnimCurveNode::T, Model::Cylinder147 + C: "OP",1712092304,1844406208, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder147 + C: "OP",1712077744,1844406208, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder147 + C: "OP",1712091264,1844406208, "Lcl Scaling" + + ;Geometry::, Model::Box217 + C: "OO",1838479392,1844408400 + + ;Material::13 - Default78, Model::Box217 + C: "OO",1834890368,1844408400 + + ;AnimCurveNode::T, Model::Box217 + C: "OP",1712081488,1844408400, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box217 + C: "OP",1712082944,1844408400, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box217 + C: "OP",1712087520,1844408400, "Lcl Scaling" + + ;Geometry::, Model::Box220 + C: "OO",1838470992,1844410592 + + ;Material::13 - Default78, Model::Box220 + C: "OO",1834890368,1844410592 + + ;AnimCurveNode::T, Model::Box220 + C: "OP",1712080032,1844410592, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box220 + C: "OP",1712087728,1844410592, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box220 + C: "OP",1712102704,1844410592, "Lcl Scaling" + + ;Geometry::, Model::Cylinder148 + C: "OO",1838483312,1844412784 + + ;Material::13 - Defaultqwe, Model::Cylinder148 + C: "OO",1834890848,1844412784 + + ;AnimCurveNode::T, Model::Cylinder148 + C: "OP",1712102912,1844412784, "Lcl Translation" + + ;AnimCurveNode::R, Model::Cylinder148 + C: "OP",1712081072,1844412784, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Cylinder148 + C: "OP",1712077536,1844412784, "Lcl Scaling" + + ;Geometry::, Model::Box219 + C: "OO",1838482192,1844414976 + + ;Material::13 - Default78, Model::Box219 + C: "OO",1834890368,1844414976 + + ;AnimCurveNode::T, Model::Box219 + C: "OP",1712080864,1844414976, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box219 + C: "OP",1712099584,1844414976, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box219 + C: "OP",1712093344,1844414976, "Lcl Scaling" + + ;Geometry::, Model::Box216 + C: "OO",1838482752,1844417168 + + ;Material::13 - Default78, Model::Box216 + C: "OO",1834890368,1844417168 + + ;AnimCurveNode::T, Model::Box216 + C: "OP",1712081696,1844417168, "Lcl Translation" + + ;AnimCurveNode::R, Model::Box216 + C: "OP",1712081280,1844417168, "Lcl Rotation" + + ;AnimCurveNode::S, Model::Box216 + C: "OP",1712071088,1844417168, "Lcl Scaling" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003063104,1712094384, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003063584,1712094384, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003063424,1712094384, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003066144,1712088144, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003063264,1712088144, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003066304,1712088144, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003075904,1712097712, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003069024,1712097712, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003069184,1712097712, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003067104,1712097296, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003064544,1712097296, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003064384,1712097296, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003064864,1712097504, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003064704,1712097504, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003066464,1712097504, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003069664,1712097088, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003069824,1712097088, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003069984,1712097088, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003065344,1712086480, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003065824,1712086480, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003065664,1712086480, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003067264,1712086064, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003070624,1712086064, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003070464,1712086064, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003078464,1712085232, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003072064,1712085232, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003071744,1712085232, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2003049664,1712085024, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2003048704,1712085024, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2003049024,1712085024, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003071584,1712089392, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003070944,1712089392, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003071104,1712089392, "d|Z" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2003071424,1712101872, "d|X" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2003049984,1712101872, "d|Y" + + ;AnimCurve::, AnimCurveNode::S + C: "OP",2003050144,1712101872, "d|Z" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2003049824,1712086272, "d|X" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2003050944,1712086272, "d|Y" + + ;AnimCurve::, AnimCurveNode::T + C: "OP",2003050624,1712086272, "d|Z" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003051584,1712097920, "d|X" + + ;AnimCurve::, AnimCurveNode::R + C: "OP",2003053824,1712097920, "d|Y" + + ;AnimCurve::, AnimCurveNode::R + C: 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+Takes: { + Current: "" + Take: "Take 001" { + FileName: "Take_001.tak" + LocalTime: 0,257102946200 + ReferenceTime: 0,257102946200 + } +} diff --git a/Assets/Area730/Stylized city/Models/war_plane_2(bomb).FBX.meta b/Assets/Area730/Stylized city/Models/war_plane_2(bomb).FBX.meta new file mode 100644 index 00000000..0ef7688c --- /dev/null +++ b/Assets/Area730/Stylized city/Models/war_plane_2(bomb).FBX.meta @@ -0,0 +1,715 @@ +fileFormatVersion: 2 +guid: 14d051351b71a374a9d686ea9dfcbbaa +timeCreated: 1447356375 +licenseType: Store +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: bomb_plane 1 + 100002: Box215 + 100004: Box216 + 100006: Box217 + 100008: Box218 + 100010: Box219 + 100012: Box220 + 100014: Box221 + 100016: Cylinder140 + 100018: Cylinder141 + 100020: Cylinder142 + 100022: Cylinder144 + 100024: Cylinder146 + 100026: Cylinder147 + 100028: Cylinder148 + 100030: Object023 + 100032: Object024 + 100034: Object372 + 100036: plane + 100038: //RootNode + 100040: wheels + 400000: bomb_plane 1 + 400002: Box215 + 400004: Box216 + 400006: Box217 + 400008: Box218 + 400010: Box219 + 400012: Box220 + 400014: Box221 + 400016: Cylinder140 + 400018: Cylinder141 + 400020: Cylinder142 + 400022: Cylinder144 + 400024: Cylinder146 + 400026: Cylinder147 + 400028: Cylinder148 + 400030: Object023 + 400032: Object024 + 400034: Object372 + 400036: plane + 400038: //RootNode + 400040: wheels + 2300000: Box215 + 2300002: Box216 + 2300004: Box217 + 2300006: Box218 + 2300008: Box219 + 2300010: Box220 + 2300012: Box221 + 2300014: Cylinder140 + 2300016: Cylinder141 + 2300018: Cylinder142 + 2300020: Cylinder144 + 2300022: Cylinder146 + 2300024: Cylinder147 + 2300026: Cylinder148 + 2300028: Object023 + 2300030: Object024 + 2300032: Object372 + 3300000: Box215 + 3300002: Box216 + 3300004: Box217 + 3300006: Box218 + 3300008: Box219 + 3300010: Box220 + 3300012: Box221 + 3300014: Cylinder140 + 3300016: Cylinder141 + 3300018: Cylinder142 + 3300020: Cylinder144 + 3300022: 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/dev/null +++ b/Assets/Area730/UpdateManager/Editor/SimpleJSON.cs @@ -0,0 +1,1070 @@ +//#define USE_SharpZipLib +#if !UNITY_WEBPLAYER +#define USE_FileIO +#endif + +/* * * * * + * A simple JSON Parser / builder + * ------------------------------ + * + * It mainly has been written as a simple JSON parser. It can build a JSON string + * from the node-tree, or generate a node tree from any valid JSON string. + * + * If you want to use compression when saving to file / stream / B64 you have to include + * SharpZipLib ( http://www.icsharpcode.net/opensource/sharpziplib/ ) in your project and + * define "USE_SharpZipLib" at the top of the file + * + * Written by Bunny83 + * 2012-06-09 + * + * Features / attributes: + * - provides strongly typed node classes and lists / dictionaries + * - provides easy access to class members / array items / data values + * - the parser ignores data types. Each value is a string. + * - only double quotes (") are used for quoting strings. + * - values and names are not restricted to quoted strings. They simply add up and are trimmed. + * - There are only 3 types: arrays(JSONArray), objects(JSONClass) and values(JSONData) + * - provides "casting" properties to easily convert to / from those types: + * int / float / double / bool + * - provides a common interface for each node so no explicit casting is required. + * - the parser try to avoid errors, but if malformed JSON is parsed the result is undefined + * + * + * 2012-12-17 Update: + * - Added internal JSONLazyCreator class which simplifies the construction of a JSON tree + * Now you can simple reference any item that doesn't exist yet and it will return a JSONLazyCreator + * The class determines the required type by it's further use, creates the type and removes itself. + * - Added binary serialization / deserialization. + * - Added support for BZip2 zipped binary format. Requires the SharpZipLib ( http://www.icsharpcode.net/opensource/sharpziplib/ ) + * The usage of the SharpZipLib library can be disabled by removing or commenting out the USE_SharpZipLib define at the top + * - The serializer uses different types when it comes to store the values. Since my data values + * are all of type string, the serializer will "try" which format fits best. The order is: int, float, double, bool, string. + * It's not the most efficient way but for a moderate amount of data it should work on all platforms. + * + * * * * */ +using System; +using System.Collections; +using System.Collections.Generic; +using System.Linq; + + +namespace Area730.UpdatesManager +{ + public enum JSONBinaryTag + { + Array = 1, + Class = 2, + Value = 3, + IntValue = 4, + DoubleValue = 5, + BoolValue = 6, + FloatValue = 7, + } + + public class JSONNode + { + #region common interface + public virtual void Add(string aKey, JSONNode aItem){ } + public virtual JSONNode this[int aIndex] { get { return null; } set { } } + public virtual JSONNode this[string aKey] { get { return null; } set { } } + public virtual string Value { get { return ""; } set { } } + public virtual int Count { get { return 0; } } + + public virtual void Add(JSONNode aItem) + { + Add("", aItem); + } + + public virtual JSONNode Remove(string aKey) { return null; } + public virtual JSONNode Remove(int aIndex) { return null; } + public virtual JSONNode Remove(JSONNode aNode) { return aNode; } + + public virtual IEnumerable Childs { get { yield break;} } + public IEnumerable DeepChilds + { + get + { + foreach (var C in Childs) + foreach (var D in C.DeepChilds) + yield return D; + } + } + + public override string ToString() + { + return "JSONNode"; + } + public virtual string ToString(string aPrefix) + { + return "JSONNode"; + } + + #endregion common interface + + #region typecasting properties + public virtual int AsInt + { + get + { + int v = 0; + if (int.TryParse(Value,out v)) + return v; + return 0; + } + set + { + Value = value.ToString(); + } + } + public virtual float AsFloat + { + get + { + float v = 0.0f; + if (float.TryParse(Value,out v)) + return v; + return 0.0f; + } + set + { + Value = value.ToString(); + } + } + public virtual double AsDouble + { + get + { + double v = 0.0; + if (double.TryParse(Value,out v)) + return v; + return 0.0; + } + set + { + Value = value.ToString(); + } + } + public virtual bool AsBool + { + get + { + bool v = false; + if (bool.TryParse(Value,out v)) + return v; + return !string.IsNullOrEmpty(Value); + } + set + { + Value = (value)?"true":"false"; + } + } + public virtual JSONArray AsArray + { + get + { + return this as JSONArray; + } + } + public virtual JSONClass AsObject + { + get + { + return this as JSONClass; + } + } + + + #endregion typecasting properties + + #region operators + public static implicit operator JSONNode(string s) + { + return new JSONData(s); + } + public static implicit operator string(JSONNode d) + { + return (d == null)?null:d.Value; + } + public static bool operator ==(JSONNode a, object b) + { + if (b == null && a is JSONLazyCreator) + return true; + return System.Object.ReferenceEquals(a,b); + } + + public static bool operator !=(JSONNode a, object b) + { + return !(a == b); + } + public override bool Equals (object obj) + { + return System.Object.ReferenceEquals(this, obj); + } + public override int GetHashCode () + { + return base.GetHashCode(); + } + + + #endregion operators + + internal static string Escape(string aText) + { + string result = ""; + foreach(char c in aText) + { + switch(c) + { + case '\\' : result += "\\\\"; break; + case '\"' : result += "\\\""; break; + case '\n' : result += "\\n" ; break; + case '\r' : result += "\\r" ; break; + case '\t' : result += "\\t" ; break; + case '\b' : result += "\\b" ; break; + case '\f' : result += "\\f" ; break; + default : result += c ; break; + } + } + return result; + } + + public static JSONNode Parse(string aJSON) + { + Stack stack = new Stack(); + JSONNode ctx = null; + int i = 0; + string Token = ""; + string TokenName = ""; + bool QuoteMode = false; + while (i < aJSON.Length) + { + switch (aJSON[i]) + { + case '{': + if (QuoteMode) + { + Token += aJSON[i]; + break; + } + stack.Push(new JSONClass()); + if (ctx != null) + { + TokenName = TokenName.Trim(); + if (ctx is JSONArray) + ctx.Add(stack.Peek()); + else if (TokenName != "") + ctx.Add(TokenName,stack.Peek()); + } + TokenName = ""; + Token = ""; + ctx = stack.Peek(); + break; + + case '[': + if (QuoteMode) + { + Token += aJSON[i]; + break; + } + + stack.Push(new JSONArray()); + if (ctx != null) + { + TokenName = TokenName.Trim(); + if (ctx is JSONArray) + ctx.Add(stack.Peek()); + else if (TokenName != "") + ctx.Add(TokenName,stack.Peek()); + } + TokenName = ""; + Token = ""; + ctx = stack.Peek(); + break; + + case '}': + case ']': + if (QuoteMode) + { + Token += aJSON[i]; + break; + } + if (stack.Count == 0) + throw new Exception("JSON Parse: Too many closing brackets"); + + stack.Pop(); + if (Token != "") + { + TokenName = TokenName.Trim(); + if (ctx is JSONArray) + ctx.Add(Token); + else if (TokenName != "") + ctx.Add(TokenName,Token); + } + TokenName = ""; + Token = ""; + if (stack.Count>0) + ctx = stack.Peek(); + break; + + case ':': + if (QuoteMode) + { + Token += aJSON[i]; + break; + } + TokenName = Token; + Token = ""; + break; + + case '"': + QuoteMode ^= true; + break; + + case ',': + if (QuoteMode) + { + Token += aJSON[i]; + break; + } + if (Token != "") + { + if (ctx is JSONArray) + ctx.Add(Token); + else if (TokenName != "") + ctx.Add(TokenName, Token); + } + TokenName = ""; + Token = ""; + break; + + case '\r': + case '\n': + break; + + case ' ': + case '\t': + if (QuoteMode) + Token += aJSON[i]; + break; + + case '\\': + ++i; + if (QuoteMode) + { + char C = aJSON[i]; + switch (C) + { + case 't' : Token += '\t'; break; + case 'r' : Token += '\r'; break; + case 'n' : Token += '\n'; break; + case 'b' : Token += '\b'; break; + case 'f' : Token += '\f'; break; + case 'u': + { + string s = aJSON.Substring(i+1,4); + Token += (char)int.Parse(s, System.Globalization.NumberStyles.AllowHexSpecifier); + i += 4; + break; + } + default : Token += C; break; + } + } + break; + + default: + Token += aJSON[i]; + break; + } + ++i; + } + if (QuoteMode) + { + throw new Exception("JSON Parse: Quotation marks seems to be messed up."); + } + return ctx; + } + + public virtual void Serialize(System.IO.BinaryWriter aWriter) {} + + public void SaveToStream(System.IO.Stream aData) + { + var W = new System.IO.BinaryWriter(aData); + Serialize(W); + } + + #if USE_SharpZipLib + public void SaveToCompressedStream(System.IO.Stream aData) + { + using (var gzipOut = new ICSharpCode.SharpZipLib.BZip2.BZip2OutputStream(aData)) + { + gzipOut.IsStreamOwner = false; + SaveToStream(gzipOut); + gzipOut.Close(); + } + } + + public void SaveToCompressedFile(string aFileName) + { + #if USE_FileIO + System.IO.Directory.CreateDirectory((new System.IO.FileInfo(aFileName)).Directory.FullName); + using(var F = System.IO.File.OpenWrite(aFileName)) + { + SaveToCompressedStream(F); + } + #else + throw new Exception("Can't use File IO stuff in webplayer"); + #endif + } + public string SaveToCompressedBase64() + { + using (var stream = new System.IO.MemoryStream()) + { + SaveToCompressedStream(stream); + stream.Position = 0; + return System.Convert.ToBase64String(stream.ToArray()); + } + } + + #else + public void SaveToCompressedStream(System.IO.Stream aData) + { + throw new Exception("Can't use compressed functions. You need include the SharpZipLib and uncomment the define at the top of SimpleJSON"); + } + public void SaveToCompressedFile(string aFileName) + { + throw new Exception("Can't use compressed functions. You need include the SharpZipLib and uncomment the define at the top of SimpleJSON"); + } + public string SaveToCompressedBase64() + { + throw new Exception("Can't use compressed functions. You need include the SharpZipLib and uncomment the define at the top of SimpleJSON"); + } + #endif + + public void SaveToFile(string aFileName) + { + #if USE_FileIO + System.IO.Directory.CreateDirectory((new System.IO.FileInfo(aFileName)).Directory.FullName); + using(var F = System.IO.File.OpenWrite(aFileName)) + { + SaveToStream(F); + } + #else + throw new Exception("Can't use File IO stuff in webplayer"); + #endif + } + public string SaveToBase64() + { + using (var stream = new System.IO.MemoryStream()) + { + SaveToStream(stream); + stream.Position = 0; + return System.Convert.ToBase64String(stream.ToArray()); + } + } + public static JSONNode Deserialize(System.IO.BinaryReader aReader) + { + JSONBinaryTag type = (JSONBinaryTag)aReader.ReadByte(); + switch(type) + { + case JSONBinaryTag.Array: + { + int count = aReader.ReadInt32(); + JSONArray tmp = new JSONArray(); + for(int i = 0; i < count; i++) + tmp.Add(Deserialize(aReader)); + return tmp; + } + case JSONBinaryTag.Class: + { + int count = aReader.ReadInt32(); + JSONClass tmp = new JSONClass(); + for(int i = 0; i < count; i++) + { + string key = aReader.ReadString(); + var val = Deserialize(aReader); + tmp.Add(key, val); + } + return tmp; + } + case JSONBinaryTag.Value: + { + return new JSONData(aReader.ReadString()); + } + case JSONBinaryTag.IntValue: + { + return new JSONData(aReader.ReadInt32()); + } + case JSONBinaryTag.DoubleValue: + { + return new JSONData(aReader.ReadDouble()); + } + case JSONBinaryTag.BoolValue: + { + return new JSONData(aReader.ReadBoolean()); + } + case JSONBinaryTag.FloatValue: + { + return new JSONData(aReader.ReadSingle()); + } + + default: + { + throw new Exception("Error deserializing JSON. Unknown tag: " + type); + } + } + } + + #if USE_SharpZipLib + public static JSONNode LoadFromCompressedStream(System.IO.Stream aData) + { + var zin = new ICSharpCode.SharpZipLib.BZip2.BZip2InputStream(aData); + return LoadFromStream(zin); + } + public static JSONNode LoadFromCompressedFile(string aFileName) + { + #if USE_FileIO + using(var F = System.IO.File.OpenRead(aFileName)) + { + return LoadFromCompressedStream(F); + } + #else + throw new Exception("Can't use File IO stuff in webplayer"); + #endif + } + public static JSONNode LoadFromCompressedBase64(string aBase64) + { + var tmp = System.Convert.FromBase64String(aBase64); + var stream = new System.IO.MemoryStream(tmp); + stream.Position = 0; + return LoadFromCompressedStream(stream); + } + #else + public static JSONNode LoadFromCompressedFile(string aFileName) + { + throw new Exception("Can't use compressed functions. You need include the SharpZipLib and uncomment the define at the top of SimpleJSON"); + } + public static JSONNode LoadFromCompressedStream(System.IO.Stream aData) + { + throw new Exception("Can't use compressed functions. You need include the SharpZipLib and uncomment the define at the top of SimpleJSON"); + } + public static JSONNode LoadFromCompressedBase64(string aBase64) + { + throw new Exception("Can't use compressed functions. You need include the SharpZipLib and uncomment the define at the top of SimpleJSON"); + } + #endif + + public static JSONNode LoadFromStream(System.IO.Stream aData) + { + using(var R = new System.IO.BinaryReader(aData)) + { + return Deserialize(R); + } + } + public static JSONNode LoadFromFile(string aFileName) + { + #if USE_FileIO + using(var F = System.IO.File.OpenRead(aFileName)) + { + return LoadFromStream(F); + } + #else + throw new Exception("Can't use File IO stuff in webplayer"); + #endif + } + public static JSONNode LoadFromBase64(string aBase64) + { + var tmp = System.Convert.FromBase64String(aBase64); + var stream = new System.IO.MemoryStream(tmp); + stream.Position = 0; + return LoadFromStream(stream); + } + } // End of JSONNode + + public class JSONArray : JSONNode, IEnumerable + { + private List m_List = new List(); + public override JSONNode this[int aIndex] + { + get + { + if (aIndex<0 || aIndex >= m_List.Count) + return new JSONLazyCreator(this); + return m_List[aIndex]; + } + set + { + if (aIndex<0 || aIndex >= m_List.Count) + m_List.Add(value); + else + m_List[aIndex] = value; + } + } + public override JSONNode this[string aKey] + { + get{ return new JSONLazyCreator(this);} + set{ m_List.Add(value); } + } + public override int Count + { + get { return m_List.Count; } + } + public override void Add(string aKey, JSONNode aItem) + { + m_List.Add(aItem); + } + public override JSONNode Remove(int aIndex) + { + if (aIndex < 0 || aIndex >= m_List.Count) + return null; + JSONNode tmp = m_List[aIndex]; + m_List.RemoveAt(aIndex); + return tmp; + } + public override JSONNode Remove(JSONNode aNode) + { + m_List.Remove(aNode); + return aNode; + } + public override IEnumerable Childs + { + get + { + foreach(JSONNode N in m_List) + yield return N; + } + } + public IEnumerator GetEnumerator() + { + foreach(JSONNode N in m_List) + yield return N; + } + public override string ToString() + { + string result = "[ "; + foreach (JSONNode N in m_List) + { + if (result.Length > 2) + result += ", "; + result += N.ToString(); + } + result += " ]"; + return result; + } + public override string ToString(string aPrefix) + { + string result = "[ "; + foreach (JSONNode N in m_List) + { + if (result.Length > 3) + result += ", "; + result += "\n" + aPrefix + " "; + result += N.ToString(aPrefix+" "); + } + result += "\n" + aPrefix + "]"; + return result; + } + public override void Serialize (System.IO.BinaryWriter aWriter) + { + aWriter.Write((byte)JSONBinaryTag.Array); + aWriter.Write(m_List.Count); + for(int i = 0; i < m_List.Count; i++) + { + m_List[i].Serialize(aWriter); + } + } + } // End of JSONArray + + public class JSONClass : JSONNode, IEnumerable + { + private Dictionary m_Dict = new Dictionary(); + public override JSONNode this[string aKey] + { + get + { + if (m_Dict.ContainsKey(aKey)) + return m_Dict[aKey]; + else + return new JSONLazyCreator(this, aKey); + } + set + { + if (m_Dict.ContainsKey(aKey)) + m_Dict[aKey] = value; + else + m_Dict.Add(aKey,value); + } + } + public override JSONNode this[int aIndex] + { + get + { + if (aIndex < 0 || aIndex >= m_Dict.Count) + return null; + return m_Dict.ElementAt(aIndex).Value; + } + set + { + if (aIndex < 0 || aIndex >= m_Dict.Count) + return; + string key = m_Dict.ElementAt(aIndex).Key; + m_Dict[key] = value; + } + } + public override int Count + { + get { return m_Dict.Count; } + } + + + public override void Add(string aKey, JSONNode aItem) + { + if (!string.IsNullOrEmpty(aKey)) + { + if (m_Dict.ContainsKey(aKey)) + m_Dict[aKey] = aItem; + else + m_Dict.Add(aKey, aItem); + } + else + m_Dict.Add(Guid.NewGuid().ToString(), aItem); + } + + public override JSONNode Remove(string aKey) + { + if (!m_Dict.ContainsKey(aKey)) + return null; + JSONNode tmp = m_Dict[aKey]; + m_Dict.Remove(aKey); + return tmp; + } + public override JSONNode Remove(int aIndex) + { + if (aIndex < 0 || aIndex >= m_Dict.Count) + return null; + var item = m_Dict.ElementAt(aIndex); + m_Dict.Remove(item.Key); + return item.Value; + } + public override JSONNode Remove(JSONNode aNode) + { + try + { + var item = m_Dict.Where(k => k.Value == aNode).First(); + m_Dict.Remove(item.Key); + return aNode; + } + catch + { + return null; + } + } + + public override IEnumerable Childs + { + get + { + foreach(KeyValuePair N in m_Dict) + yield return N.Value; + } + } + + public IEnumerator GetEnumerator() + { + foreach(KeyValuePair N in m_Dict) + yield return N; + } + public override string ToString() + { + string result = "{"; + foreach (KeyValuePair N in m_Dict) + { + if (result.Length > 2) + result += ", "; + result += "\"" + Escape(N.Key) + "\":" + N.Value.ToString(); + } + result += "}"; + return result; + } + public override string ToString(string aPrefix) + { + string result = "{ "; + foreach (KeyValuePair N in m_Dict) + { + if (result.Length > 3) + result += ", "; + result += "\n" + aPrefix + " "; + result += "\"" + Escape(N.Key) + "\" : " + N.Value.ToString(aPrefix+" "); + } + result += "\n" + aPrefix + "}"; + return result; + } + public override void Serialize (System.IO.BinaryWriter aWriter) + { + aWriter.Write((byte)JSONBinaryTag.Class); + aWriter.Write(m_Dict.Count); + foreach(string K in m_Dict.Keys) + { + aWriter.Write(K); + m_Dict[K].Serialize(aWriter); + } + } + } // End of JSONClass + + public class JSONData : JSONNode + { + private string m_Data; + public override string Value + { + get { return m_Data; } + set { m_Data = value; } + } + public JSONData(string aData) + { + m_Data = aData; + } + public JSONData(float aData) + { + AsFloat = aData; + } + public JSONData(double aData) + { + AsDouble = aData; + } + public JSONData(bool aData) + { + AsBool = aData; + } + public JSONData(int aData) + { + AsInt = aData; + } + + public override string ToString() + { + return "\"" + Escape(m_Data) + "\""; + } + public override string ToString(string aPrefix) + { + return "\"" + Escape(m_Data) + "\""; + } + public override void Serialize (System.IO.BinaryWriter aWriter) + { + var tmp = new JSONData(""); + + tmp.AsInt = AsInt; + if (tmp.m_Data == this.m_Data) + { + aWriter.Write((byte)JSONBinaryTag.IntValue); + aWriter.Write(AsInt); + return; + } + tmp.AsFloat = AsFloat; + if (tmp.m_Data == this.m_Data) + { + aWriter.Write((byte)JSONBinaryTag.FloatValue); + aWriter.Write(AsFloat); + return; + } + tmp.AsDouble = AsDouble; + if (tmp.m_Data == this.m_Data) + { + aWriter.Write((byte)JSONBinaryTag.DoubleValue); + aWriter.Write(AsDouble); + return; + } + + tmp.AsBool = AsBool; + if (tmp.m_Data == this.m_Data) + { + aWriter.Write((byte)JSONBinaryTag.BoolValue); + aWriter.Write(AsBool); + return; + } + aWriter.Write((byte)JSONBinaryTag.Value); + aWriter.Write(m_Data); + } + } // End of JSONData + + internal class JSONLazyCreator : JSONNode + { + private JSONNode m_Node = null; + private string m_Key = null; + + public JSONLazyCreator(JSONNode aNode) + { + m_Node = aNode; + m_Key = null; + } + public JSONLazyCreator(JSONNode aNode, string aKey) + { + m_Node = aNode; + m_Key = aKey; + } + + private void Set(JSONNode aVal) + { + if (m_Key == null) + { + m_Node.Add(aVal); + } + else + { + m_Node.Add(m_Key, aVal); + } + m_Node = null; // Be GC friendly. + } + + public override JSONNode this[int aIndex] + { + get + { + return new JSONLazyCreator(this); + } + set + { + var tmp = new JSONArray(); + tmp.Add(value); + Set(tmp); + } + } + + public override JSONNode this[string aKey] + { + get + { + return new JSONLazyCreator(this, aKey); + } + set + { + var tmp = new JSONClass(); + tmp.Add(aKey, value); + Set(tmp); + } + } + public override void Add (JSONNode aItem) + { + var tmp = new JSONArray(); + tmp.Add(aItem); + Set(tmp); + } + public override void Add (string aKey, JSONNode aItem) + { + var tmp = new JSONClass(); + tmp.Add(aKey, aItem); + Set(tmp); + } + public static bool operator ==(JSONLazyCreator a, object b) + { + if (b == null) + return true; + return System.Object.ReferenceEquals(a,b); + } + + public static bool operator !=(JSONLazyCreator a, object b) + { + return !(a == b); + } + public override bool Equals (object obj) + { + if (obj == null) + return true; + return System.Object.ReferenceEquals(this, obj); + } + public override int GetHashCode () + { + return base.GetHashCode(); + } + + public override string ToString() + { + return ""; + } + public override string ToString(string aPrefix) + { + return ""; + } + + public override int AsInt + { + get + { + JSONData tmp = new JSONData(0); + Set(tmp); + return 0; + } + set + { + JSONData tmp = new JSONData(value); + Set(tmp); + } + } + public override float AsFloat + { + get + { + JSONData tmp = new JSONData(0.0f); + Set(tmp); + return 0.0f; + } + set + { + JSONData tmp = new JSONData(value); + Set(tmp); + } + } + public override double AsDouble + { + get + { + JSONData tmp = new JSONData(0.0); + Set(tmp); + return 0.0; + } + set + { + JSONData tmp = new JSONData(value); + Set(tmp); + } + } + public override bool AsBool + { + get + { + JSONData tmp = new JSONData(false); + Set(tmp); + return false; + } + set + { + JSONData tmp = new JSONData(value); + Set(tmp); + } + } + public override JSONArray AsArray + { + get + { + JSONArray tmp = new JSONArray(); + Set(tmp); + return tmp; + } + } + public override JSONClass AsObject + { + get + { + JSONClass tmp = new JSONClass(); + Set(tmp); + return tmp; + } + } + } // End of JSONLazyCreator + + public static class JSON + { + public static JSONNode Parse(string aJSON) + { + return JSONNode.Parse(aJSON); + } + } +} \ No newline at end of file diff --git a/Assets/Area730/UpdateManager/Editor/SimpleJSON.cs.meta b/Assets/Area730/UpdateManager/Editor/SimpleJSON.cs.meta new file mode 100644 index 00000000..edbdae47 --- /dev/null +++ b/Assets/Area730/UpdateManager/Editor/SimpleJSON.cs.meta @@ -0,0 +1,12 @@ +fileFormatVersion: 2 +guid: d79593f805b9cc143a0d572f2710d877 +timeCreated: 1476744669 +licenseType: Store +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Area730/UpdateManager/Editor/UpdatesWindow.cs b/Assets/Area730/UpdateManager/Editor/UpdatesWindow.cs new file mode 100644 index 00000000..86d2d5ea --- /dev/null +++ b/Assets/Area730/UpdateManager/Editor/UpdatesWindow.cs @@ -0,0 +1,601 @@ +using UnityEngine; +using System.Collections.Generic; +using UnityEditor; +using UnityEditorInternal; +using System.IO; +using System; + +namespace Area730.UpdatesManager +{ + [InitializeOnLoad] + public static class UpdatePlugins + { + private static readonly string pluginDescriptorFilename = "pluginInfo.json"; + private static readonly string LastTimeKey = "last_check_time"; + private static readonly string pluginDataUrl = "https://www.dropbox.com/s/w8ef4h6nz5ermo7/pluginData.json?raw=1"; + + public static List pluginsToUpdate; + private static WWW www; + + public static long CurrentTimeMilis() + { + return DateTime.Now.Ticks / TimeSpan.TicksPerMillisecond; + } + + + public class PluginDesc + { + public string Id { get; set; } + public string Name { get; set; } + public float Version { get; set; } + public string IconUrl { get; set; } + + public override string ToString() + { + return Name + " [" + Id + "] v" + Version; + } + } + + static UpdatePlugins() + { + if (HasChecked() == false) + { + CheckUpdates(); + } + } + + [MenuItem("Area730/Check updates")] + private static void CheckUpdates() + { + Debug.Log("[Area730] Started checking updates..."); + + www = new WWW(pluginDataUrl); + EditorApplication.update += CheckPlugins; + } + + private static void CheckPlugins() + { + if (www.isDone) + { + EditorApplication.update -= CheckPlugins; + + if (www.error != null) + { + Debug.Log("[Area730] Error reading remote list"); + return; + } + + CueckUpdates(www.text); + SetChecked(); + } + } + + + + private static void CueckUpdates(string serverData) + { + Dictionary serverDescriptors = ParseDescriptions(serverData); + List localDescriptors = GetLocalDescriptors(); + + List remoteForLocals = new List(); + + pluginsToUpdate = new List(); + + foreach (var localDesc in localDescriptors) + { + PluginDesc remoteDesc; + + if (serverDescriptors.TryGetValue(localDesc.Id, out remoteDesc)) + { + remoteForLocals.Add(remoteDesc); + + if (remoteDesc.Version > localDesc.Version) + { + // localDesc plugin needs update + pluginsToUpdate.Add(remoteDesc); + } + } + } + + CheckRate(remoteForLocals); + + UpdatesWindow.ShowWindow(); + } + + private static bool HasChecked() + { + long currentTime = CurrentTimeMilis(); + string lastTimeString = EditorPrefs.GetString(LastTimeKey, "0"); + long lastTime = Convert.ToInt64(lastTimeString); + TimeSpan delta = TimeSpan.FromMilliseconds(currentTime - lastTime); + + return delta.TotalHours <= 5; + } + + private static void SetChecked() + { + long currentTime = CurrentTimeMilis(); + EditorPrefs.SetString(LastTimeKey, currentTime.ToString()); + } + + private static Dictionary ParseDescriptions(string json) + { + Dictionary res = new Dictionary(); + + JSONNode rootNode = JSON.Parse(json); + + JSONArray plugins = rootNode["PluginList"].AsArray; + + for (int i = 0; i < plugins.Count; ++i) + { + PluginDesc desc = new PluginDesc(); + JSONNode node = plugins[i]; + + string id = node["pluginId"]; + string version = node["pluginVersion"]; + string pluginName = node["pluginName"]; + string iconUrl = node["iconUrl"]; + + desc.Id = id; + desc.Name = pluginName; + desc.Version = float.Parse(version); + desc.IconUrl = iconUrl; + + res.Add(desc.Id, desc); + } + + return res; + } + + + private static string[] GetPluginsDescriptorPaths() + { + string[] dirs = Directory.GetDirectories(Path.Combine("Assets", "Area730")); + + List descriptors = new List(); + + foreach (string dir in dirs) + { + string descriptorPath = Path.Combine(dir, pluginDescriptorFilename); + if (File.Exists(descriptorPath)) + { + descriptors.Add(descriptorPath); + } + } + + return descriptors.ToArray(); + } + + private static List GetLocalDescriptors() + { + List res = new List(); + + string[] files = GetPluginsDescriptorPaths(); + + for(int i = 0; i < files.Length; ++i) + { + string filePath = files[i]; + string json = File.ReadAllText(filePath); + + JSONNode rootNode = JSON.Parse(json); + string id = rootNode["pluginId"]; + string version = rootNode["pluginVersion"]; + + PluginDesc desc = new PluginDesc(); + desc.Id = id; + desc.Version = float.Parse(version); + + res.Add( desc); + } + + return res; + } + + private static void ShowRateWindowRandom(List items) + { + List notRated = new List(); + + foreach(var item in items) + { + if (IsAppRated(item.Id) == false) + { + notRated.Add(item); + } + } + + if (notRated.Count > 0) + { + int index = UnityEngine.Random.Range(0, notRated.Count); + + ShowRateWindowForApp(notRated[index]); + } + } + + private static WWW rateIconWWW; + + private static void CheckRate(List items) + { + if (IsFirstRun) + { + IsFirstRun = false; + } else + { + ShowRateWindowRandom(items); + } + } + + private static void ShowRateWindowForApp(PluginDesc desc) + { + RateWindow.desc = desc; + + rateIconWWW = new WWW(desc.IconUrl); + EditorApplication.update += DownloadAppIcon; + } + + private static void DownloadAppIcon() + { + if (rateIconWWW.isDone) + { + EditorApplication.update -= DownloadAppIcon; + + if (rateIconWWW.error != null) + { + Debug.Log("[Area730] Error downloading rate icon"); + return; + } + else + { + RateWindow.tex = rateIconWWW.texture; + RateWindow.ShowWindow(); + } + + + } + } + + private static bool IsAppRated(string appId) + { + return EditorPrefs.GetBool("area730_is_app_rated_" + appId, false); + } + + public static void SetAppRated(string appId) + { + EditorPrefs.SetBool("area730_is_app_rated_" + appId, true); + } + + private static bool IsFirstRun + { + get + { + return EditorPrefs.GetBool("area730_um_first_run", true); + } + + set + { + EditorPrefs.SetBool("area730_um_first_run", value); + } + } + } + + public class RateWindow : EditorWindow + { + private static readonly int WindowWidth = 250; + private static readonly int WindowHeight = 130; + + private static readonly string WindowTitle = "Rate us please!"; + + public static UpdatePlugins.PluginDesc desc; + public static Texture2D tex; + + public static void ShowWindow() + { + if (desc == null || tex == null) + { + return; + } + + RateWindow window = (RateWindow)EditorWindow.GetWindow(typeof(RateWindow), true, WindowTitle, true); + window.minSize = new Vector2(WindowWidth, WindowHeight); + window.maxSize = new Vector2(WindowWidth, WindowHeight); + window.Show(); + } + + void OnGUI() + { + GUIStyle guiStyle = new GUIStyle(GUI.skin.button) + { + richText = true + }; + + GUIStyle labelStyle = new GUIStyle(GUI.skin.label) + { + richText = true, + alignment = TextAnchor.MiddleCenter + }; + + GUI.DrawTexture(new Rect(10, 25, 70, 70), tex, ScaleMode.StretchToFill); + + GUI.Label(new Rect(85, 6, 150, 70), "We improve plugins\n based on your\n reviews!", labelStyle); + + if (GUI.Button(new Rect(110, 80, 100, 30), "Rate", guiStyle)) + { + UpdatePlugins.SetAppRated(desc.Id); + + AssetStore.Open("content/" + desc.Id); + + Close(); + } + } + + + } + + public class UpdatesWindow : EditorWindow + { + private static readonly int WindowWidth = 300; + private static readonly int WindowHeight = 500; + private static readonly string WindowTitle = "Area730 Update Manager"; + + private static readonly string eventTrackUrl = "https://labs.area730.com/registerEvent?type=assetstoreUpdatesManager&eventName="; + + public static void RegisterEvent(string name) + { + WWW eventRequest = new WWW(eventTrackUrl + name); + } + + public static void ShowWindow() + { + RegisterEvent("windowOpened"); + UpdatesWindow window = (UpdatesWindow)EditorWindow.GetWindow(typeof(UpdatesWindow), true, WindowTitle, true); + window.minSize = new Vector2(WindowWidth, WindowHeight); + window.maxSize = new Vector2(WindowWidth, WindowHeight); + window.Show(); + } + + private Vector2 _scrollPos = Vector2.zero; + + #region Textures + private static Texture2D whiteTex; + private static Texture2D GetWhiteTex() + { + if (whiteTex == null) + { + var texture = new Texture2D(1, 1, TextureFormat.ARGB32, false); + texture.SetPixel(0, 0, new Color(1, 1, 1, 0.15f)); + texture.Apply(); + + whiteTex = texture; + } + + return whiteTex; + } + + private static Texture2D _promo1Tex; + private static Texture2D GetPromo1Tex() + { + if (_promo1Tex == null) + { + _promo1Tex = EditorGUIUtility.Load("promo1.png") as Texture2D; + } + + return _promo1Tex; + } + + private static Texture2D _promo2Tex; + private static Texture2D GetPromo2Tex() + { + if (_promo2Tex == null) + { + _promo2Tex = EditorGUIUtility.Load("promo2.png") as Texture2D; + } + + return _promo2Tex; + } + + private static Texture2D _promo3Tex; + private static Texture2D GetPromo3Tex() + { + if (_promo3Tex == null) + { + _promo3Tex = EditorGUIUtility.Load("promo3.png") as Texture2D; + } + + return _promo3Tex; + } + + private static Texture2D _iconFb; + private static Texture2D GetIconFb() + { + if (_iconFb == null) + { + _iconFb = EditorGUIUtility.Load("fb.png") as Texture2D; + } + + return _iconFb; + } + + private static Texture2D _iconVk; + private static Texture2D GetIconVk() + { + if (_iconVk == null) + { + _iconVk = EditorGUIUtility.Load("vk.png") as Texture2D; + } + + return _iconVk; + } + + private static Texture2D _iconTw; + private static Texture2D GetIconTw() + { + if (_iconTw == null) + { + _iconTw = EditorGUIUtility.Load("tw.png") as Texture2D; + } + + return _iconTw; + } + + private static Texture2D _iconUnity; + private static Texture2D GetIconUnity() + { + if (_iconUnity == null) + { + _iconUnity = EditorGUIUtility.Load("u.png") as Texture2D; + } + + return _iconUnity; + } + #endregion + + private void OnGUI() + { + GUIStyle guiStyle = new GUIStyle(GUI.skin.button) + { + richText = true + }; + + int y = 15; + const int x = 10; + int width = WindowWidth - x * 2; + const int scrollAreaHeight = 150; + + + if (UpdatePlugins.pluginsToUpdate.Count > 0) + { + const int btnHeight = 40; + const int btnSpace = 7; + int scrollY = 0; + + int scrollHeight = UpdatePlugins.pluginsToUpdate.Count * (btnHeight + btnSpace); + + // Make sure scrollbar is always visible + if (scrollHeight < scrollAreaHeight + 2) + { + scrollHeight = scrollAreaHeight + 2; + } + + int scrollWidth = width - 10; + _scrollPos = GUI.BeginScrollView(new Rect(x, y, width + 10, scrollAreaHeight), _scrollPos, new Rect(0, 0, scrollWidth, scrollHeight)); + + + for (int i = 0; i < UpdatePlugins.pluginsToUpdate.Count; ++i) + { + UpdatePlugins.PluginDesc desc = UpdatePlugins.pluginsToUpdate[i]; + + if (GUI.Button(new Rect(0, scrollY, scrollWidth, btnHeight), "Update\n" + desc.Name + "", guiStyle)) + { + AssetStore.Open("content/" + desc.Id); + RegisterEvent("pluginUpdatePress"); + } + + scrollY += btnHeight + btnSpace; + } + + GUI.EndScrollView(); + } + else + { + GUI.Label(new Rect(x, 40, width, 100), "All plugins are up-to-date", guiStyle); + } + + // Start new area with promo + y = 170; + + GUI.DrawTexture(new Rect(0, y, WindowWidth, 3), GetWhiteTex()); + + + GUIStyle labelStyle = new GUIStyle(GUI.skin.label) + { + richText = true, + alignment = TextAnchor.MiddleCenter + }; + + labelStyle.normal.textColor = guiStyle.normal.textColor; + + y += 10; + if (GUI.Button(new Rect(x, y, width, 80), "")) + { + AssetStore.Open("content/45507"); + RegisterEvent("promo1Press"); + } + + // button texture 1 + GUI.DrawTexture(new Rect(x + 10, y + 5, 70, 70), GetPromo1Tex(), ScaleMode.StretchToFill); + GUI.Label(new Rect(x + 90, y + 4, width - 100, 72), "Android\nNotifications:\nLocal and Push", labelStyle); + + + y += 90; + if (GUI.Button(new Rect(x, y, width, 80), "")) + { + AssetStore.Open("content/58550"); + RegisterEvent("promo2Press"); + } + + // button texture 2 + GUI.DrawTexture(new Rect(x + 10, y + 5, 70, 70), GetPromo2Tex(), ScaleMode.StretchToFill); + GUI.Label(new Rect(x + 90, y + 4, width - 100, 72), "iOS\nNotifications:\nLocal and Push", labelStyle); + + + y += 90; + if (GUI.Button(new Rect(x, y, width, 80), "")) + { + AssetStore.Open("content/57268"); + RegisterEvent("promo3Press"); + } + + // button texture 3 + GUI.DrawTexture(new Rect(x + 10, y + 5, 70, 70), GetPromo3Tex(), ScaleMode.StretchToFill); + GUI.Label(new Rect(x + 90, y + 4, width - 100, 72), "Admob Ads\nfor Android, iOS,\nAmazon", labelStyle); + + + y = WindowHeight - 50; + GUI.DrawTexture(new Rect(0, y, WindowWidth, 3), GetWhiteTex()); + + const int socBtnSize = 37; + const int socBtnSpace = 5; + + Rect socRect = new Rect(WindowWidth - 10 - socBtnSize, y + 8, socBtnSize, socBtnSize); + GUIStyle s = new GUIStyle(); + + if (GUI.Button(socRect, GetIconFb(), s)) + { + Application.OpenURL("https://www.facebook.com/Area730Official/"); + RegisterEvent("socialFbPress"); + } + EditorGUIUtility.AddCursorRect(socRect, MouseCursor.Link); + + socRect.x -= socBtnSize + socBtnSpace; + + if (GUI.Button(socRect, GetIconTw(), s)) + { + Application.OpenURL("https://twitter.com/area_730"); + RegisterEvent("socialTwPress"); + } + EditorGUIUtility.AddCursorRect(socRect, MouseCursor.Link); + + socRect.x -= socBtnSize + socBtnSpace; + + if (GUI.Button(socRect, GetIconVk(), s)) + { + Application.OpenURL("https://vk.com/area730"); + RegisterEvent("socialVkPress"); + } + EditorGUIUtility.AddCursorRect(socRect, MouseCursor.Link); + + socRect.x -= socBtnSize + socBtnSpace; + + if (GUI.Button(socRect, GetIconUnity(), s)) + { + Application.OpenURL("https://www.assetstore.unity3d.com/en/#!/search/page=1/sortby=popularity/query=publisher:12354"); + RegisterEvent("socialUnityPress"); + } + EditorGUIUtility.AddCursorRect(socRect, MouseCursor.Link); + + } + + + + } + +} diff --git a/Assets/Area730/UpdateManager/Editor/UpdatesWindow.cs.meta b/Assets/Area730/UpdateManager/Editor/UpdatesWindow.cs.meta new file mode 100644 index 00000000..85cace06 --- /dev/null +++ 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"BackgroundAlphaTreshold", "double", "",0.5 + Property: "ForegroundTransparent", "bool", "",1 + Property: "DisplaySafeArea", "bool", "",0 + Property: "SafeAreaDisplayStyle", "enum", "",1 + Property: "SafeAreaAspectRatio", "double", "",1.33333333333333 + Property: "Use2DMagnifierZoom", "bool", "",0 + Property: "2D Magnifier Zoom", "Real", "A+",100 + Property: "2D Magnifier X", "Real", "A+",50 + Property: "2D Magnifier Y", "Real", "A+",50 + Property: "CameraProjectionType", "enum", "",1 + Property: "UseRealTimeDOFAndAA", "bool", "",0 + Property: "UseDepthOfField", "bool", "",0 + Property: "FocusSource", "enum", "",0 + Property: "FocusAngle", "double", "",3.5 + Property: "FocusDistance", "double", "",200 + Property: "UseAntialiasing", "bool", "",0 + Property: "AntialiasingIntensity", "double", "",0.77777 + Property: "UseAccumulationBuffer", "bool", "",0 + Property: "FrameSamplingCount", "int", "",7 + } + MultiLayer: 0 + MultiTake: 0 + Hidden: "True" + Shading: Y + Culling: "CullingOff" + 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+ Property: "ShininessExponent", "double", "",80.0 + Property: "ReflectionColor", "ColorRGB", "",0,0,0 + Property: "ReflectionFactor", "double", "",1 + Property: "Emissive", "ColorRGB", "",0,0,0 + Property: "Ambient", "ColorRGB", "",0.0,0.0,0.0 + Property: "Diffuse", "ColorRGB", "",0.8,0.8,0.8 + Property: "Specular", "ColorRGB", "",0.8,0.8,0.8 + Property: "Shininess", "double", "",20.0 + Property: "Opacity", "double", "",1.0 + Property: "Reflectivity", "double", "",0 + } + } + Pose: "Pose::BIND_POSES", "BindPose" { + Type: "BindPose" + Version: 100 + Properties60: { + } + NbPoseNodes: 1 + PoseNode: { + Node: "Model::tree_1_collision" + Matrix: 0.000000075497901,0.000000000000000,-1.000000000000000,0.000000000000000,-1.000000000000000,0.000000000000000,-0.000000075497901,0.000000000000000,0.000000000000000,1.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,1.000000000000000 + } + } + GlobalSettings: { + Version: 1000 + Properties60: { + Property: "UpAxis", "int", "",1 + Property: "UpAxisSign", "int", "",1 + Property: "FrontAxis", "int", "",2 + Property: "FrontAxisSign", "int", "",1 + Property: "CoordAxis", "int", "",0 + Property: "CoordAxisSign", "int", "",1 + Property: "UnitScaleFactor", "double", "",1 + } + } +} + +; Object relations +;------------------------------------------------------------------ + +Relations: { + Model: "Model::tree_1_collision", "Mesh" { + } + Model: "Model::Producer Perspective", "Camera" { + } + Model: "Model::Producer Top", "Camera" { + } + Model: "Model::Producer Bottom", "Camera" { + } + Model: "Model::Producer Front", "Camera" { + } + Model: "Model::Producer Back", "Camera" { + } + Model: "Model::Producer Right", "Camera" { + } + Model: "Model::Producer Left", "Camera" { + } + Model: "Model::Camera Switcher", "CameraSwitcher" { + } + Material: "Material::unnamed", "" { + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + Connect: "OO", "Model::tree_1_collision", "Model::Scene" +} +;Takes and animation section +;---------------------------------------------------- + +Takes: { + Current: "Default Take" + Take: "Default Take" { + FileName: "Default_Take.tak" + LocalTime: 0,479181389250 + ReferenceTime: 0,479181389250 + + ;Models animation + ;---------------------------------------------------- + Model: "Model::tree_1_collision" { + Version: 1.1 + Channel: "Transform" { + Channel: "T" { + Channel: "X" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 1,0,0 + } + Channel: "Y" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,1,0 + } + Channel: "Z" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,0,1 + } + LayerType: 1 + } + Channel: "R" { + Channel: "X" { + Default: -90.000002504348856 + KeyVer: 4005 + 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tree_1_collision + 7400000: Default Take + 9500000: //RootNode + materials: + importMaterials: 0 + materialName: 0 + materialSearch: 1 + animations: + legacyGenerateAnimations: 4 + bakeSimulation: 0 + optimizeGameObjects: 0 + motionNodeName: + animationCompression: 1 + animationRotationError: .5 + animationPositionError: .5 + animationScaleError: .5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: [] + isReadable: 1 + meshes: + lODScreenPercentages: [] + globalScale: 1 + meshCompression: 0 + addColliders: 0 + importBlendShapes: 1 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 1 + optimizeMeshForGPU: 1 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + tangentSpace: + normalSmoothAngle: 60 + splitTangentsAcrossUV: 1 + normalImportMode: 0 + tangentImportMode: 1 + importAnimation: 0 + copyAvatar: 0 + humanDescription: + human: [] + skeleton: [] + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {instanceID: 0} + animationType: 0 + additionalBone: 0 + userData: diff --git a/Assets/Handpainted Forest Environment Free Sample/Meshes/Prefabs.meta b/Assets/Handpainted Forest Environment Free Sample/Meshes/Prefabs.meta new file mode 100644 index 00000000..9128466d --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Meshes/Prefabs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 763476353537dfd43aba5517a4d3145d +folderAsset: yes +timeCreated: 1507412774 +licenseType: Free +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Handpainted Forest Environment Free Sample/Meshes/Prefabs/tree_1.prefab b/Assets/Handpainted Forest Environment Free Sample/Meshes/Prefabs/tree_1.prefab new file mode 100644 index 00000000..7b7df323 Binary files /dev/null and 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Property: "RotationMax", "Vector3D", "",0,0,0 + Property: "RotationMinX", "bool", "",0 + Property: "RotationMinY", "bool", "",0 + Property: "RotationMinZ", "bool", "",0 + Property: "RotationMaxX", "bool", "",0 + Property: "RotationMaxY", "bool", "",0 + Property: "RotationMaxZ", "bool", "",0 + Property: "RotationStiffnessX", "double", "",0 + Property: "RotationStiffnessY", "double", "",0 + Property: "RotationStiffnessZ", "double", "",0 + Property: "MinDampRangeX", "double", "",0 + Property: "MinDampRangeY", "double", "",0 + Property: "MinDampRangeZ", "double", "",0 + Property: "MaxDampRangeX", "double", "",0 + Property: "MaxDampRangeY", "double", "",0 + Property: "MaxDampRangeZ", "double", "",0 + Property: "MinDampStrengthX", "double", "",0 + Property: "MinDampStrengthY", "double", "",0 + Property: "MinDampStrengthZ", "double", "",0 + Property: "MaxDampStrengthX", "double", "",0 + Property: "MaxDampStrengthY", "double", "",0 + Property: "MaxDampStrengthZ", "double", "",0 + Property: 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Index", "Integer", "A+",100 + } + MultiLayer: 0 + MultiTake: 1 + Hidden: "True" + Shading: W + Culling: "CullingOff" + Version: 101 + Name: "Model::Camera Switcher" + CameraId: 0 + CameraName: 100 + CameraIndexName: + } + Model: "Model::tree_1_trunk", "Mesh" { + Version: 232 + Properties60: { + Property: "QuaternionInterpolate", "bool", "",0 + Property: "Visibility", "Visibility", "A+",1 + Property: "Lcl Translation", "Lcl Translation", "A+",0.000000000000000,0.000000000000000,0.000000000000000 + Property: "Lcl Rotation", "Lcl Rotation", "A+",-90.000009334538021,0.000000000000000,0.000000000000000 + Property: "Lcl Scaling", "Lcl Scaling", "A+",1.000000000000000,1.000000000000000,1.000000000000000 + Property: "RotationOffset", "Vector3D", "",0,0,0 + Property: "RotationPivot", "Vector3D", "",0,0,0 + Property: "ScalingOffset", "Vector3D", "",0,0,0 + Property: "ScalingPivot", "Vector3D", "",0,0,0 + Property: "TranslationActive", "bool", "",0 + Property: "TranslationMin", "Vector3D", 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Environment\Textures\bark01_bottom.tga" + } + Video: "Video::branch01_tga", "Clip" { + Type: "Clip" + Properties60: { + Property: "FrameRate", "double", "",0 + Property: "LastFrame", "int", "",0 + Property: "Width", "int", "",0 + Property: "Height", "int", "",0 + Property: "Path", "charptr", "", "branch01.tga" + Property: "StartFrame", "int", "",0 + Property: "StopFrame", "int", "",0 + Property: "PlaySpeed", "double", "",1 + Property: "Offset", "KTime", "",0 + Property: "InterlaceMode", "enum", "",0 + Property: "FreeRunning", "bool", "",0 + Property: "Loop", "bool", "",0 + Property: "AccessMode", "enum", "",0 + } + UseMipMap: 0 + Filename: "branch01.tga" + RelativeFilename: "D:\Assets\Handpainted Forest Environment (Unity) - 5.0\Assets\Handpainted Forest Environment\Textures\branch01.tga" + } + Video: "Video::untitled", "Clip" { + Type: "Clip" + Properties60: { + Property: "FrameRate", "double", "",0 + Property: "LastFrame", "int", "",0 + Property: "Width", "int", "",0 + Property: "Height", "int", "",0 + Property: "Path", "charptr", "", "." + Property: "StartFrame", "int", "",0 + Property: "StopFrame", "int", "",0 + Property: "PlaySpeed", "double", "",1 + Property: "Offset", "KTime", "",0 + Property: "InterlaceMode", "enum", "",0 + Property: "FreeRunning", "bool", "",0 + Property: "Loop", "bool", "",0 + Property: "AccessMode", "enum", "",0 + } + UseMipMap: 0 + Filename: "." + RelativeFilename: "." + } + Texture: "Texture::Lightmap", "TextureVideoClip" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Lightmap" + Properties60: { + Property: "Translation", "Vector", "A+",0,0,0 + Property: "Rotation", "Vector", "A+",0,0,0 + Property: "Scaling", "Vector", "A+",1,1,1 + Property: "Texture alpha", "Number", "A+",0 + Property: "TextureTypeUse", "enum", "",0 + Property: "CurrentTextureBlendMode", "enum", "",1 + Property: "UseMaterial", "bool", "",0 + Property: "UseMipMap", "bool", "",0 + Property: "CurrentMappingType", "enum", "",0 + Property: "UVSwap", "bool", "",0 + Property: "WrapModeU", "enum", "",0 + Property: "WrapModeV", "enum", "",0 + Property: "TextureRotationPivot", "Vector3D", "",0,0,0 + Property: "TextureScalingPivot", "Vector3D", "",0,0,0 + Property: "VideoProperty", "object", "" + } + Media: "Video::Lightmap" + FileName: "." + RelativeFilename: "." + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "None" + Cropping: 0,0,0,0 + } + Texture: "Texture::Lightmap_001", "TextureVideoClip" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::Lightmap_001" + Properties60: { + Property: "Translation", "Vector", "A+",0,0,0 + Property: "Rotation", "Vector", "A+",0,0,0 + Property: "Scaling", "Vector", "A+",1,1,1 + Property: "Texture alpha", "Number", "A+",1 + Property: "TextureTypeUse", "enum", "",0 + Property: "CurrentTextureBlendMode", "enum", "",1 + Property: "UseMaterial", "bool", "",0 + Property: "UseMipMap", "bool", "",0 + Property: "CurrentMappingType", "enum", "",0 + Property: "UVSwap", "bool", "",0 + Property: "WrapModeU", "enum", "",0 + Property: "WrapModeV", "enum", "",0 + Property: "TextureRotationPivot", "Vector3D", "",0,0,0 + Property: "TextureScalingPivot", "Vector3D", "",0,0,0 + Property: "VideoProperty", "object", "" + } + Media: "Video::Lightmap_001" + FileName: "." + RelativeFilename: "." + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "None" + Cropping: 0,0,0,0 + } + Texture: "Texture::bark01_bottom_tga", "TextureVideoClip" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::bark01_bottom_tga" + Properties60: { + Property: "Translation", "Vector", "A+",0,0,0 + Property: "Rotation", "Vector", "A+",0,0,0 + Property: "Scaling", "Vector", "A+",1,1,1 + Property: "Texture alpha", "Number", "A+",2 + Property: "TextureTypeUse", "enum", "",0 + Property: "CurrentTextureBlendMode", "enum", "",1 + Property: "UseMaterial", "bool", "",0 + Property: "UseMipMap", "bool", "",0 + Property: "CurrentMappingType", "enum", "",0 + Property: "UVSwap", "bool", "",0 + Property: "WrapModeU", "enum", "",0 + Property: "WrapModeV", "enum", "",0 + Property: "TextureRotationPivot", "Vector3D", "",0,0,0 + Property: "TextureScalingPivot", "Vector3D", "",0,0,0 + Property: "VideoProperty", "object", "" + } + Media: "Video::bark01_bottom_tga" + FileName: "bark01_bottom.tga" + RelativeFilename: "D:\Assets\Handpainted Forest Environment (Unity) - 5.0\Assets\Handpainted Forest Environment\Textures\bark01_bottom.tga" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "None" + Cropping: 0,0,0,0 + } + Texture: "Texture::branch01_tga", "TextureVideoClip" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::branch01_tga" + Properties60: { + Property: "Translation", "Vector", "A+",0,0,0 + Property: "Rotation", "Vector", "A+",0,0,0 + Property: "Scaling", "Vector", "A+",1,1,1 + Property: "Texture alpha", "Number", "A+",3 + Property: "TextureTypeUse", "enum", "",0 + Property: "CurrentTextureBlendMode", "enum", "",1 + Property: "UseMaterial", "bool", "",0 + Property: "UseMipMap", "bool", "",0 + Property: "CurrentMappingType", "enum", "",0 + Property: "UVSwap", "bool", "",0 + Property: "WrapModeU", "enum", "",0 + Property: "WrapModeV", "enum", "",0 + Property: "TextureRotationPivot", "Vector3D", "",0,0,0 + Property: "TextureScalingPivot", "Vector3D", "",0,0,0 + Property: "VideoProperty", "object", "" + } + Media: "Video::branch01_tga" + FileName: "branch01.tga" + RelativeFilename: "D:\Assets\Handpainted Forest Environment (Unity) - 5.0\Assets\Handpainted Forest Environment\Textures\branch01.tga" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "None" + Cropping: 0,0,0,0 + } + Texture: "Texture::untitled", "TextureVideoClip" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::untitled" + Properties60: { + Property: "Translation", "Vector", "A+",0,0,0 + Property: "Rotation", "Vector", "A+",0,0,0 + Property: "Scaling", "Vector", "A+",1,1,1 + Property: "Texture alpha", "Number", "A+",4 + Property: "TextureTypeUse", "enum", "",0 + Property: "CurrentTextureBlendMode", "enum", "",1 + Property: "UseMaterial", "bool", "",0 + Property: "UseMipMap", "bool", "",0 + Property: "CurrentMappingType", "enum", "",0 + Property: "UVSwap", "bool", "",0 + Property: "WrapModeU", "enum", "",0 + Property: "WrapModeV", "enum", "",0 + Property: "TextureRotationPivot", "Vector3D", "",0,0,0 + Property: "TextureScalingPivot", "Vector3D", "",0,0,0 + Property: "VideoProperty", "object", "" + } + Media: "Video::untitled" + FileName: "." + RelativeFilename: "." + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "None" + Cropping: 0,0,0,0 + } + Pose: "Pose::BIND_POSES", "BindPose" { + Type: "BindPose" + Version: 100 + Properties60: { + } + NbPoseNodes: 2 + PoseNode: { + Node: "Model::tree_1_trunk" + Matrix: 0.000000075497901,0.000000000000000,-1.000000000000000,0.000000000000000,-1.000000000000000,0.000000000000000,-0.000000075497901,0.000000000000000,0.000000000000000,1.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,1.000000000000000 + } + PoseNode: { + Node: "Model::tree_1_canopy" + Matrix: 0.000000075497901,0.000000000000000,-1.000000000000000,0.000000000000000,-1.000000000000000,0.000000000000000,-0.000000075497901,0.000000000000000,0.000000000000000,1.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,0.000000000000000,1.000000000000000 + } + } + GlobalSettings: { + Version: 1000 + Properties60: { + Property: "UpAxis", "int", "",1 + Property: "UpAxisSign", "int", "",1 + Property: "FrontAxis", "int", "",2 + Property: "FrontAxisSign", "int", "",1 + Property: "CoordAxis", "int", "",0 + Property: "CoordAxisSign", "int", "",1 + Property: "UnitScaleFactor", "double", "",1 + } + } +} + +; Object relations +;------------------------------------------------------------------ + +Relations: { + Model: "Model::tree_1_trunk", "Mesh" { + } + Model: "Model::tree_1_canopy", "Mesh" { + } + Model: "Model::Producer Perspective", "Camera" { + } + Model: "Model::Producer Top", "Camera" { + } + Model: "Model::Producer Bottom", "Camera" { + } + Model: "Model::Producer Front", "Camera" { + } + Model: "Model::Producer Back", "Camera" { + } + Model: "Model::Producer Right", "Camera" { + } + Model: "Model::Producer Left", "Camera" { + } + Model: "Model::Camera Switcher", "CameraSwitcher" { + } + Material: "Material::bark01_bottom__bark01_bottom_tga", "" { + } + Material: "Material::bark01_bottom__untitled", "" { + } + Material: "Material::branch01__Lightmap", "" { + } + Material: "Material::branch01__Lightmap_001", "" { + } + Material: "Material::branch01__branch01_tga", "" { + } + Texture: "Texture::Lightmap", "TextureVideoClip" { + } + Texture: "Texture::Lightmap_001", "TextureVideoClip" { + } + Texture: "Texture::bark01_bottom_tga", "TextureVideoClip" { + } + Texture: "Texture::branch01_tga", "TextureVideoClip" { + } + Texture: "Texture::untitled", "TextureVideoClip" { + } + Video: "Video::Lightmap", "Clip" { + } + Video: "Video::Lightmap_001", "Clip" { + } + Video: "Video::bark01_bottom_tga", "Clip" { + } + Video: "Video::branch01_tga", "Clip" { + } + Video: "Video::untitled", "Clip" { + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + Connect: "OO", "Model::tree_1_trunk", "Model::Scene" + Connect: "OO", "Model::tree_1_canopy", "Model::Scene" + Connect: "OO", "Material::bark01_bottom__bark01_bottom_tga", "Model::tree_1_trunk" + Connect: "OO", "Material::bark01_bottom__untitled", "Model::tree_1_trunk" + Connect: "OO", "Material::branch01__Lightmap", "Model::tree_1_canopy" + Connect: "OO", "Material::branch01__Lightmap_001", "Model::tree_1_canopy" + Connect: "OO", "Material::branch01__branch01_tga", "Model::tree_1_canopy" + Connect: "OO", "Texture::bark01_bottom_tga", "Model::tree_1_trunk" + Connect: "OO", "Texture::untitled", "Model::tree_1_trunk" + Connect: "OO", "Texture::Lightmap", "Model::tree_1_canopy" + Connect: "OO", "Texture::Lightmap_001", "Model::tree_1_canopy" + Connect: "OO", "Texture::branch01_tga", "Model::tree_1_canopy" + Connect: "OO", "Video::Lightmap", "Texture::Lightmap" + Connect: "OO", "Video::Lightmap_001", "Texture::Lightmap_001" + Connect: "OO", "Video::bark01_bottom_tga", "Texture::bark01_bottom_tga" + Connect: "OO", "Video::branch01_tga", "Texture::branch01_tga" + Connect: "OO", "Video::untitled", "Texture::untitled" +} +;Takes and animation section +;---------------------------------------------------- + +Takes: { + Current: "Default Take" + Take: "Default Take" { + FileName: "Default_Take.tak" + LocalTime: 0,479181389250 + ReferenceTime: 0,479181389250 + + ;Models animation + ;---------------------------------------------------- + Model: "Model::tree_1_trunk" { + Version: 1.1 + Channel: "Transform" { + Channel: "T" { + Channel: "X" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 1,0,0 + } + Channel: "Y" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,1,0 + } + Channel: "Z" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,0,1 + } + LayerType: 1 + } + Channel: "R" { + Channel: "X" { + Default: -90.000002504348856 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,-90.000002504348856,L + Color: 1,0,0 + } + Channel: "Y" { + Default: -0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,-0.000000000000000,L + Color: 0,1,0 + } + Channel: "Z" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,0,1 + } + LayerType: 2 + } + Channel: "S" { + Channel: "X" { + Default: 1.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,1.000000000000000,L + Color: 1,0,0 + } + Channel: "Y" { + Default: 1.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,1.000000000000000,L + Color: 0,1,0 + } + Channel: "Z" { + Default: 1.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,1.000000000000000,L + Color: 0,0,1 + } + LayerType: 3 + } + } + } + Model: "Model::tree_1_canopy" { + Version: 1.1 + Channel: "Transform" { + Channel: "T" { + Channel: "X" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 1,0,0 + } + Channel: "Y" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,1,0 + } + Channel: "Z" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,0,1 + } + LayerType: 1 + } + Channel: "R" { + Channel: "X" { + Default: -90.000002504348856 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,-90.000002504348856,L + Color: 1,0,0 + } + Channel: "Y" { + Default: -0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,-0.000000000000000,L + Color: 0,1,0 + } + Channel: "Z" { + Default: 0.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,0.000000000000000,L + Color: 0,0,1 + } + LayerType: 2 + } + Channel: "S" { + Channel: "X" { + Default: 1.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,1.000000000000000,L + Color: 1,0,0 + } + Channel: "Y" { + Default: 1.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,1.000000000000000,L + Color: 0,1,0 + } + Channel: "Z" { + Default: 1.000000000000000 + KeyVer: 4005 + KeyCount: 1 + Key: + 1924423250,1.000000000000000,L + Color: 0,0,1 + } + LayerType: 3 + } + } + } + } +} +;Version 5 settings +;------------------------------------------------------------------ + +Version5: { + AmbientRenderSettings: { + Version: 101 + AmbientLightColor: 0.0,0.0,0.0,0 + } + FogOptions: { + FogEnable: 0 + FogMode: 0 + FogDensity: 0.000 + FogStart: 5.000 + FogEnd: 25.000 + FogColor: 0.1,0.1,0.1,1 + } + Settings: { + FrameRate: "24" + TimeFormat: 1 + SnapOnFrames: 0 + ReferenceTimeIndex: -1 + TimeLineStartTime: 0 + TimeLineStopTime: 479181389250 + } + RendererSetting: { + DefaultCamera: "Producer Perspective" + DefaultViewingMode: 0 + } +} diff --git a/Assets/Handpainted Forest Environment Free Sample/Meshes/Source/tree_1.fbx.meta b/Assets/Handpainted Forest Environment Free Sample/Meshes/Source/tree_1.fbx.meta new file mode 100644 index 00000000..6c8bb229 --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Meshes/Source/tree_1.fbx.meta @@ -0,0 +1,106 @@ +fileFormatVersion: 2 +guid: 4735160b42a3154428094dff59ef0f4e +labels: +- Tree +- model +- foliage +- mesh +ModelImporter: + serializedVersion: 18 + fileIDToRecycleName: + 100000: canopy_1 + 100002: canopy_2 + 100004: canopy_3 + 100006: //RootNode + 100008: Trunk + 100010: canopy_2_001 + 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Property: "DisplayTurnTableIcon", "bool", "",1 + Property: "Motion Blur Intensity", "Real", "A+",1 + Property: "UseMotionBlur", "bool", "",0 + Property: "UseRealTimeMotionBlur", "bool", "",1 + Property: "ResolutionMode", "enum", "",0 + Property: "ApertureMode", "enum", "",2 + Property: "GateFit", "enum", "",0 + Property: "FocalLength", "Real", "A+",21.3544940948486 + Property: "CameraFormat", "enum", "",0 + Property: "AspectW", "double", "",320 + Property: "AspectH", "double", "",200 + Property: "PixelAspectRatio", "double", "",1 + Property: "UseFrameColor", "bool", "",0 + Property: "FrameColor", "ColorRGB", "",0.3,0.3,0.3 + Property: "ShowName", "bool", "",1 + Property: "ShowGrid", "bool", "",1 + Property: "ShowOpticalCenter", "bool", "",0 + Property: "ShowAzimut", "bool", "",1 + Property: "ShowTimeCode", "bool", "",0 + Property: "NearPlane", "double", "",1.000000 + Property: "FarPlane", "double", "",30000.000000 + Property: "FilmWidth", "double", "",0.816 + Property: "FilmHeight", "double", "",0.612 + Property: "FilmAspectRatio", "double", "",1.33333333333333 + Property: "FilmSqueezeRatio", "double", "",1 + Property: "FilmFormatIndex", "enum", "",4 + Property: "ViewFrustum", "bool", "",1 + Property: "ViewFrustumNearFarPlane", "bool", "",0 + Property: "ViewFrustumBackPlaneMode", "enum", "",2 + Property: "BackPlaneDistance", "double", "",100 + Property: "BackPlaneDistanceMode", "enum", "",0 + Property: "ViewCameraToLookAt", "bool", "",1 + Property: "LockMode", "bool", "",0 + Property: "LockInterestNavigation", "bool", "",0 + Property: "FitImage", "bool", "",0 + Property: "Crop", "bool", "",0 + Property: "Center", "bool", "",1 + Property: "KeepRatio", "bool", "",1 + Property: "BackgroundMode", "enum", "",0 + Property: "BackgroundAlphaTreshold", "double", "",0.5 + Property: "ForegroundTransparent", "bool", "",1 + Property: "DisplaySafeArea", "bool", "",0 + Property: "SafeAreaDisplayStyle", "enum", "",1 + Property: "SafeAreaAspectRatio", "double", "",1.33333333333333 + Property: "Use2DMagnifierZoom", "bool", "",0 + Property: "2D Magnifier Zoom", "Real", "A+",100 + Property: "2D Magnifier X", "Real", "A+",50 + Property: "2D Magnifier Y", "Real", "A+",50 + Property: "CameraProjectionType", "enum", "",1 + Property: "UseRealTimeDOFAndAA", "bool", "",0 + Property: "UseDepthOfField", "bool", "",0 + Property: "FocusSource", "enum", "",0 + Property: "FocusAngle", "double", "",3.5 + Property: "FocusDistance", "double", "",200 + Property: "UseAntialiasing", "bool", "",0 + Property: "AntialiasingIntensity", "double", "",0.77777 + Property: "UseAccumulationBuffer", "bool", "",0 + Property: "FrameSamplingCount", "int", "",7 + } + MultiLayer: 0 + MultiTake: 0 + Hidden: "True" + Shading: Y + Culling: "CullingOff" + TypeFlags: "Camera" + GeometryVersion: 124 + Position: 0.000000,0.000000,-4000.000000 + Up: 0,1,0 + LookAt: 0,0,0 + ShowInfoOnMoving: 1 + ShowAudio: 0 + AudioColor: 0,1,0 + CameraOrthoZoom: 1 + } + Model: "Model::Producer Right", "Camera" { + Version: 232 + Properties60: { + Property: "QuaternionInterpolate", "bool", "",0 + Property: "Visibility", "Visibility", "A+",1 + Property: "Lcl Translation", "Lcl Translation", "A+",4000.000000000000000,0.000000000000000,0.000000000000000 + Property: "Lcl Rotation", "Lcl Rotation", "A+",0.000000000000000,0.000000000000000,0.000000000000000 + Property: "Lcl Scaling", "Lcl Scaling", "A+",1.000000000000000,1.000000000000000,1.000000000000000 + Property: "RotationOffset", "Vector3D", "",0,0,0 + Property: "RotationPivot", "Vector3D", "",0,0,0 + Property: "ScalingOffset", "Vector3D", "",0,0,0 + Property: "ScalingPivot", "Vector3D", "",0,0,0 + Property: "TranslationActive", "bool", "",0 + Property: "TranslationMin", "Vector3D", "",0,0,0 + Property: "TranslationMax", "Vector3D", "",0,0,0 + Property: "TranslationMinX", "bool", "",0 + Property: "TranslationMinY", "bool", "",0 + Property: "TranslationMinZ", "bool", "",0 + Property: "TranslationMaxX", "bool", "",0 + Property: "TranslationMaxY", "bool", "",0 + Property: "TranslationMaxZ", "bool", "",0 + Property: "RotationOrder", "enum", "",0 + Property: "RotationSpaceForLimitOnly", "bool", "",0 + Property: "AxisLen", "double", "",10 + Property: "PreRotation", "Vector3D", "",0,0,0 + Property: "PostRotation", "Vector3D", "",0,0,0 + Property: "RotationActive", "bool", "",0 + Property: "RotationMin", "Vector3D", "",0,0,0 + Property: "RotationMax", "Vector3D", "",0,0,0 + Property: "RotationMinX", "bool", "",0 + Property: "RotationMinY", "bool", "",0 + Property: "RotationMinZ", "bool", "",0 + Property: "RotationMaxX", "bool", "",0 + Property: "RotationMaxY", "bool", "",0 + Property: "RotationMaxZ", "bool", "",0 + Property: "RotationStiffnessX", "double", "",0 + Property: "RotationStiffnessY", "double", "",0 + Property: "RotationStiffnessZ", "double", "",0 + Property: "MinDampRangeX", "double", "",0 + Property: "MinDampRangeY", "double", "",0 + Property: "MinDampRangeZ", "double", "",0 + Property: "MaxDampRangeX", "double", "",0 + Property: "MaxDampRangeY", "double", "",0 + Property: "MaxDampRangeZ", "double", "",0 + Property: "MinDampStrengthX", "double", "",0 + Property: "MinDampStrengthY", "double", "",0 + Property: "MinDampStrengthZ", "double", "",0 + Property: "MaxDampStrengthX", "double", "",0 + Property: "MaxDampStrengthY", "double", "",0 + Property: "MaxDampStrengthZ", "double", "",0 + Property: "PreferedAngleX", "double", "",0 + Property: "PreferedAngleY", "double", "",0 + Property: "PreferedAngleZ", "double", "",0 + Property: "InheritType", "enum", "",0 + Property: "ScalingActive", "bool", "",0 + Property: "ScalingMin", "Vector3D", "",1,1,1 + Property: "ScalingMax", "Vector3D", "",1,1,1 + Property: "ScalingMinX", "bool", "",0 + Property: "ScalingMinY", "bool", "",0 + Property: "ScalingMinZ", "bool", "",0 + Property: "ScalingMaxX", "bool", "",0 + Property: "ScalingMaxY", "bool", "",0 + Property: "ScalingMaxZ", "bool", "",0 + Property: "GeometricTranslation", "Vector3D", "",0,0,0 + Property: "GeometricRotation", "Vector3D", "",0,0,0 + Property: "GeometricScaling", "Vector3D", "",1,1,1 + Property: "LookAtProperty", "object", "" + Property: "UpVectorProperty", "object", "" + Property: "Show", "bool", "",1 + Property: "NegativePercentShapeSupport", "bool", "",1 + Property: "DefaultAttributeIndex", "int", "",0 + Property: "Color", "Color", "A",0.8,0.8,0.8 + Property: "Roll", "Roll", "A+",0 + Property: "FieldOfView", "FieldOfView", "A+",40 + Property: "FieldOfViewX", "FieldOfView", "A+",1 + Property: "FieldOfViewY", "FieldOfView", "A+",1 + Property: "OpticalCenterX", "Real", "A+",0 + Property: "OpticalCenterY", "Real", "A+",0 + Property: "BackgroundColor", "Color", "A+",0.63,0.63,0.63 + Property: "TurnTable", "Real", "A+",0 + Property: "DisplayTurnTableIcon", "bool", "",1 + Property: "Motion Blur Intensity", "Real", "A+",1 + Property: "UseMotionBlur", "bool", "",0 + Property: "UseRealTimeMotionBlur", "bool", "",1 + Property: "ResolutionMode", "enum", "",0 + Property: "ApertureMode", "enum", "",2 + Property: "GateFit", "enum", "",0 + Property: "FocalLength", "Real", "A+",21.3544940948486 + Property: "CameraFormat", "enum", "",0 + Property: "AspectW", "double", "",320 + Property: "AspectH", "double", "",200 + Property: "PixelAspectRatio", "double", "",1 + Property: "UseFrameColor", "bool", "",0 + Property: "FrameColor", "ColorRGB", "",0.3,0.3,0.3 + Property: "ShowName", "bool", "",1 + Property: "ShowGrid", "bool", "",1 + Property: "ShowOpticalCenter", "bool", "",0 + Property: "ShowAzimut", "bool", "",1 + Property: "ShowTimeCode", "bool", "",0 + Property: "NearPlane", "double", "",1.000000 + Property: "FarPlane", "double", "",30000.000000 + Property: "FilmWidth", "double", "",0.816 + Property: "FilmHeight", "double", "",0.612 + Property: "FilmAspectRatio", "double", "",1.33333333333333 + Property: "FilmSqueezeRatio", "double", "",1 + Property: "FilmFormatIndex", "enum", "",4 + Property: "ViewFrustum", "bool", "",1 + Property: "ViewFrustumNearFarPlane", "bool", "",0 + Property: "ViewFrustumBackPlaneMode", "enum", "",2 + Property: "BackPlaneDistance", "double", "",100 + Property: "BackPlaneDistanceMode", "enum", "",0 + Property: "ViewCameraToLookAt", "bool", "",1 + Property: "LockMode", "bool", "",0 + Property: "LockInterestNavigation", "bool", "",0 + Property: "FitImage", "bool", "",0 + Property: "Crop", "bool", "",0 + Property: "Center", "bool", "",1 + Property: "KeepRatio", "bool", "",1 + Property: "BackgroundMode", "enum", "",0 + Property: "BackgroundAlphaTreshold", "double", "",0.5 + Property: "ForegroundTransparent", "bool", "",1 + Property: "DisplaySafeArea", "bool", "",0 + Property: "SafeAreaDisplayStyle", "enum", "",1 + Property: "SafeAreaAspectRatio", "double", "",1.33333333333333 + Property: "Use2DMagnifierZoom", "bool", "",0 + Property: "2D Magnifier Zoom", "Real", "A+",100 + Property: "2D Magnifier X", "Real", "A+",50 + Property: "2D Magnifier Y", "Real", "A+",50 + Property: "CameraProjectionType", "enum", "",1 + Property: "UseRealTimeDOFAndAA", "bool", "",0 + Property: "UseDepthOfField", "bool", "",0 + Property: "FocusSource", "enum", "",0 + Property: "FocusAngle", "double", "",3.5 + Property: "FocusDistance", "double", "",200 + Property: "UseAntialiasing", "bool", "",0 + Property: "AntialiasingIntensity", "double", "",0.77777 + Property: "UseAccumulationBuffer", "bool", "",0 + Property: "FrameSamplingCount", "int", "",7 + } + MultiLayer: 0 + MultiTake: 0 + Hidden: "True" + Shading: Y + Culling: "CullingOff" + TypeFlags: "Camera" + GeometryVersion: 124 + Position: 4000.000000,0.000000,0.000000 + Up: 0,1,0 + LookAt: 0,0,0 + ShowInfoOnMoving: 1 + ShowAudio: 0 + AudioColor: 0,1,0 + CameraOrthoZoom: 1 + } + Model: "Model::Producer Left", "Camera" { + Version: 232 + Properties60: { + Property: "QuaternionInterpolate", "bool", "",0 + Property: "Visibility", "Visibility", "A+",1 + Property: "Lcl Translation", "Lcl Translation", "A+",-4000.000000000000000,0.000000000000000,0.000000000000000 + Property: "Lcl Rotation", "Lcl Rotation", "A+",0.000000000000000,0.000000000000000,0.000000000000000 + Property: "Lcl Scaling", "Lcl Scaling", "A+",1.000000000000000,1.000000000000000,1.000000000000000 + Property: "RotationOffset", "Vector3D", "",0,0,0 + Property: "RotationPivot", "Vector3D", "",0,0,0 + Property: "ScalingOffset", "Vector3D", "",0,0,0 + Property: "ScalingPivot", "Vector3D", "",0,0,0 + Property: "TranslationActive", "bool", "",0 + Property: "TranslationMin", "Vector3D", "",0,0,0 + Property: "TranslationMax", "Vector3D", "",0,0,0 + Property: "TranslationMinX", "bool", "",0 + Property: "TranslationMinY", "bool", "",0 + Property: "TranslationMinZ", "bool", "",0 + Property: "TranslationMaxX", "bool", "",0 + Property: "TranslationMaxY", "bool", "",0 + Property: "TranslationMaxZ", "bool", "",0 + Property: "RotationOrder", "enum", "",0 + Property: "RotationSpaceForLimitOnly", "bool", "",0 + Property: "AxisLen", "double", "",10 + Property: "PreRotation", "Vector3D", "",0,0,0 + Property: "PostRotation", "Vector3D", "",0,0,0 + Property: "RotationActive", "bool", "",0 + Property: "RotationMin", "Vector3D", "",0,0,0 + Property: "RotationMax", "Vector3D", "",0,0,0 + Property: "RotationMinX", "bool", "",0 + Property: "RotationMinY", "bool", "",0 + Property: "RotationMinZ", "bool", "",0 + Property: "RotationMaxX", "bool", "",0 + Property: "RotationMaxY", "bool", "",0 + Property: "RotationMaxZ", "bool", "",0 + Property: "RotationStiffnessX", "double", "",0 + Property: "RotationStiffnessY", "double", "",0 + Property: "RotationStiffnessZ", "double", "",0 + Property: "MinDampRangeX", "double", "",0 + Property: "MinDampRangeY", "double", "",0 + Property: "MinDampRangeZ", "double", "",0 + Property: "MaxDampRangeX", "double", "",0 + Property: "MaxDampRangeY", "double", "",0 + Property: "MaxDampRangeZ", "double", "",0 + Property: "MinDampStrengthX", "double", "",0 + Property: "MinDampStrengthY", "double", "",0 + Property: "MinDampStrengthZ", "double", "",0 + Property: "MaxDampStrengthX", "double", "",0 + Property: "MaxDampStrengthY", "double", "",0 + Property: "MaxDampStrengthZ", "double", "",0 + Property: "PreferedAngleX", "double", "",0 + Property: "PreferedAngleY", "double", "",0 + Property: "PreferedAngleZ", "double", "",0 + Property: "InheritType", "enum", "",0 + Property: "ScalingActive", "bool", "",0 + Property: "ScalingMin", "Vector3D", "",1,1,1 + Property: "ScalingMax", "Vector3D", "",1,1,1 + Property: "ScalingMinX", "bool", "",0 + Property: "ScalingMinY", "bool", "",0 + Property: "ScalingMinZ", "bool", "",0 + Property: "ScalingMaxX", "bool", "",0 + Property: "ScalingMaxY", "bool", "",0 + Property: "ScalingMaxZ", "bool", "",0 + Property: "GeometricTranslation", "Vector3D", "",0,0,0 + Property: "GeometricRotation", "Vector3D", "",0,0,0 + Property: "GeometricScaling", "Vector3D", "",1,1,1 + Property: "LookAtProperty", "object", "" + Property: "UpVectorProperty", "object", "" + Property: "Show", "bool", "",1 + Property: "NegativePercentShapeSupport", "bool", "",1 + Property: "DefaultAttributeIndex", "int", "",0 + Property: "Color", "Color", "A",0.8,0.8,0.8 + Property: "Roll", "Roll", "A+",0 + Property: "FieldOfView", "FieldOfView", "A+",40 + Property: "FieldOfViewX", "FieldOfView", "A+",1 + Property: "FieldOfViewY", "FieldOfView", "A+",1 + Property: "OpticalCenterX", "Real", "A+",0 + Property: "OpticalCenterY", "Real", "A+",0 + Property: "BackgroundColor", "Color", "A+",0.63,0.63,0.63 + Property: "TurnTable", "Real", "A+",0 + Property: "DisplayTurnTableIcon", "bool", "",1 + Property: "Motion Blur Intensity", "Real", "A+",1 + Property: "UseMotionBlur", "bool", "",0 + Property: "UseRealTimeMotionBlur", "bool", "",1 + Property: "ResolutionMode", "enum", "",0 + Property: "ApertureMode", "enum", "",2 + Property: "GateFit", "enum", "",0 + Property: "FocalLength", "Real", "A+",21.3544940948486 + Property: "CameraFormat", "enum", "",0 + Property: "AspectW", "double", "",320 + Property: "AspectH", "double", "",200 + Property: "PixelAspectRatio", "double", "",1 + Property: "UseFrameColor", "bool", "",0 + Property: "FrameColor", "ColorRGB", "",0.3,0.3,0.3 + Property: "ShowName", "bool", "",1 + Property: "ShowGrid", "bool", "",1 + Property: "ShowOpticalCenter", "bool", "",0 + Property: "ShowAzimut", "bool", "",1 + Property: "ShowTimeCode", "bool", "",0 + Property: "NearPlane", "double", "",1.000000 + Property: "FarPlane", "double", "",30000.000000 + Property: "FilmWidth", "double", "",0.816 + Property: "FilmHeight", "double", "",0.612 + Property: "FilmAspectRatio", "double", "",1.33333333333333 + Property: "FilmSqueezeRatio", "double", "",1 + Property: "FilmFormatIndex", "enum", "",4 + Property: "ViewFrustum", "bool", "",1 + Property: "ViewFrustumNearFarPlane", "bool", "",0 + Property: "ViewFrustumBackPlaneMode", "enum", "",2 + Property: "BackPlaneDistance", "double", "",100 + Property: "BackPlaneDistanceMode", "enum", "",0 + Property: "ViewCameraToLookAt", "bool", "",1 + Property: "LockMode", "bool", "",0 + Property: "LockInterestNavigation", "bool", "",0 + Property: "FitImage", "bool", "",0 + Property: "Crop", "bool", "",0 + Property: "Center", "bool", "",1 + Property: "KeepRatio", "bool", "",1 + Property: "BackgroundMode", "enum", "",0 + Property: "BackgroundAlphaTreshold", "double", "",0.5 + Property: "ForegroundTransparent", "bool", "",1 + Property: "DisplaySafeArea", "bool", "",0 + Property: "SafeAreaDisplayStyle", "enum", "",1 + Property: "SafeAreaAspectRatio", "double", "",1.33333333333333 + Property: "Use2DMagnifierZoom", "bool", "",0 + Property: "2D Magnifier Zoom", "Real", "A+",100 + Property: "2D Magnifier X", "Real", "A+",50 + Property: "2D Magnifier Y", "Real", "A+",50 + Property: "CameraProjectionType", "enum", "",1 + Property: "UseRealTimeDOFAndAA", "bool", "",0 + Property: "UseDepthOfField", "bool", "",0 + Property: "FocusSource", "enum", "",0 + Property: "FocusAngle", "double", "",3.5 + Property: "FocusDistance", "double", "",200 + Property: "UseAntialiasing", "bool", "",0 + Property: "AntialiasingIntensity", "double", "",0.77777 + Property: "UseAccumulationBuffer", "bool", "",0 + Property: "FrameSamplingCount", "int", "",7 + } + MultiLayer: 0 + MultiTake: 0 + Hidden: "True" + Shading: Y + Culling: "CullingOff" + TypeFlags: "Camera" + GeometryVersion: 124 + Position: -4000.000000,0.000000,0.000000 + Up: 0,1,0 + LookAt: 0,0,0 + ShowInfoOnMoving: 1 + ShowAudio: 0 + AudioColor: 0,1,0 + CameraOrthoZoom: 1 + } + Material: "Material::grassmesh__grassmesh_tga", "" { + Version: 102 + ShadingModel: "lambert" + MultiLayer: 0 + Properties60: { + Property: "ShadingModel", "KString", "", "Lambert" + Property: "MultiLayer", "bool", "",0 + Property: "EmissiveColor", "ColorRGB", "",0.0000,0.0000,0.0000 + Property: "EmissiveFactor", "double", "",0.0000 + Property: "AmbientColor", "ColorRGB", "",1.0000,1.0000,1.0000 + Property: "AmbientFactor", "double", "",1.0000 + Property: "DiffuseColor", "ColorRGB", "",0.0000,0.0000,0.0000 + Property: "DiffuseFactor", "double", "",0.8000 + Property: "Bump", "Vector3D", "",0,0,0 + Property: "TransparentColor", "ColorRGB", "",1,1,1 + Property: "TransparencyFactor", "double", "",1.0000 + Property: "SpecularColor", "ColorRGB", "",0.9000,0.9000,0.9000 + Property: "SpecularFactor", "double", "",0.0000 + Property: "ShininessExponent", "double", "",3.0 + Property: "ReflectionColor", "ColorRGB", "",0,0,0 + Property: "ReflectionFactor", "double", "",1 + Property: "Emissive", "ColorRGB", "",0,0,0 + Property: "Ambient", "ColorRGB", "",1.0,1.0,1.0 + Property: "Diffuse", "ColorRGB", "",0.0,0.0,0.0 + Property: "Specular", "ColorRGB", "",0.9,0.9,0.9 + Property: "Shininess", "double", "",3.0 + Property: "Opacity", "double", "",0.0 + Property: "Reflectivity", "double", "",0 + } + } + Video: "Video::grassmesh_tga", "Clip" { + Type: "Clip" + Properties60: { + Property: "FrameRate", "double", "",0 + Property: "LastFrame", "int", "",0 + Property: "Width", "int", "",0 + Property: "Height", "int", "",0 + Property: "Path", "charptr", "", "grassmesh.tga" + Property: "StartFrame", "int", "",0 + Property: "StopFrame", "int", "",0 + Property: "PlaySpeed", "double", "",1 + Property: "Offset", "KTime", "",0 + Property: "InterlaceMode", "enum", "",0 + Property: "FreeRunning", "bool", "",0 + Property: "Loop", "bool", "",0 + Property: "AccessMode", "enum", "",0 + } + UseMipMap: 0 + Filename: "grassmesh.tga" + RelativeFilename: "D:\Assets\Handpainted Forest Environment Free Sample\Assets\Handpainted Forest Environment Free Sample\Textures\grassmesh.tga" + } + Texture: "Texture::grassmesh_tga", "TextureVideoClip" { + Type: "TextureVideoClip" + Version: 202 + TextureName: "Texture::grassmesh_tga" + Properties60: { + Property: "Translation", "Vector", "A+",0,0,0 + Property: "Rotation", "Vector", "A+",0,0,0 + Property: "Scaling", "Vector", "A+",1,1,1 + Property: "Texture alpha", "Number", "A+",0 + Property: "TextureTypeUse", "enum", "",0 + Property: "CurrentTextureBlendMode", "enum", "",1 + Property: "UseMaterial", "bool", "",0 + Property: "UseMipMap", "bool", "",0 + Property: "CurrentMappingType", "enum", "",0 + Property: "UVSwap", "bool", "",0 + Property: "WrapModeU", "enum", "",0 + Property: "WrapModeV", "enum", "",0 + Property: "TextureRotationPivot", "Vector3D", "",0,0,0 + Property: "TextureScalingPivot", "Vector3D", "",0,0,0 + Property: "VideoProperty", "object", "" + } + Media: "Video::grassmesh_tga" + FileName: "grassmesh.tga" + RelativeFilename: "D:\Assets\Handpainted Forest Environment Free Sample\Assets\Handpainted Forest Environment Free Sample\Textures\grassmesh.tga" + ModelUVTranslation: 0,0 + ModelUVScaling: 1,1 + Texture_Alpha_Source: "None" + Cropping: 0,0,0,0 + } + Pose: "Pose::BIND_POSES", "BindPose" { + Type: "BindPose" + Version: 100 + Properties60: { + } + NbPoseNodes: 1 + PoseNode: { + Node: "Model::grass01" + Matrix: -0.000000179027538,-0.104419916868210,1.193527579307556,0.000000000000000,1.198086380958557,0.000000173022514,0.000000194848866,0.000000000000000,-0.000000189346324,1.193527579307556,0.104419916868210,0.000000000000000,-0.085220932960510,0.065166555345058,0.000000000000000,1.000000000000000 + } + } + GlobalSettings: { + Version: 1000 + Properties60: { + Property: "UpAxis", "int", "",1 + Property: "UpAxisSign", "int", "",1 + Property: "FrontAxis", "int", "",2 + Property: "FrontAxisSign", "int", "",1 + Property: "CoordAxis", "int", "",0 + Property: "CoordAxisSign", "int", "",1 + Property: "UnitScaleFactor", "double", "",1 + } + } +} + +; Object relations +;------------------------------------------------------------------ + +Relations: { + Model: "Model::grass01", "Mesh" { + } + Model: "Model::Producer Perspective", "Camera" { + } + Model: "Model::Producer Top", "Camera" { + } + Model: "Model::Producer Bottom", "Camera" { + } + Model: "Model::Producer Front", "Camera" { + } + Model: "Model::Producer Back", "Camera" { + } + Model: "Model::Producer Right", "Camera" { + } + Model: "Model::Producer Left", "Camera" { + } + Model: "Model::Camera Switcher", "CameraSwitcher" { + } + Material: "Material::grassmesh__grassmesh_tga", "" { + } + Texture: "Texture::grassmesh_tga", "TextureVideoClip" { + } + Video: "Video::grassmesh_tga", "Clip" { + } +} + +; Object connections +;------------------------------------------------------------------ + +Connections: { + Connect: "OO", "Model::grass01", "Model::Scene" + Connect: "OO", "Material::grassmesh__grassmesh_tga", "Model::grass01" + Connect: "OO", "Texture::grassmesh_tga", "Model::grass01" + Connect: "OO", "Video::grassmesh_tga", "Texture::grassmesh_tga" +} +;Takes and animation section +;---------------------------------------------------- + +Takes: { + Current: "Default Take" + Take: "Default Take" { + FileName: "Default_Take.tak" + LocalTime: 0,479181389250 + ReferenceTime: 0,479181389250 + + ;Models animation + 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Sample/Standard Assets/Character Controllers/Sources/Scripts/CharacterMotor.js b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/CharacterMotor.js new file mode 100644 index 00000000..7e01c2e9 --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/CharacterMotor.js @@ -0,0 +1,587 @@ +#pragma strict +#pragma implicit +#pragma downcast + +// Does this script currently respond to input? +var canControl : boolean = true; + +var useFixedUpdate : boolean = true; + +// For the next variables, @System.NonSerialized tells Unity to not serialize the variable or show it in the inspector view. +// Very handy for organization! + +// The current global direction we want the character to move in. +@System.NonSerialized +var inputMoveDirection : Vector3 = Vector3.zero; + +// Is the jump button held down? We use this interface instead of checking +// for the jump button directly so this script can also be used by AIs. +@System.NonSerialized +var inputJump : boolean = false; + +class CharacterMotorMovement { + // The maximum horizontal speed when moving + var maxForwardSpeed : float = 10.0; + var maxSidewaysSpeed : float = 10.0; + var maxBackwardsSpeed : float = 10.0; + + // Curve for multiplying speed based on slope (negative = downwards) + var slopeSpeedMultiplier : AnimationCurve = AnimationCurve(Keyframe(-90, 1), Keyframe(0, 1), Keyframe(90, 0)); + + // How fast does the character change speeds? Higher is faster. + var maxGroundAcceleration : float = 30.0; + var maxAirAcceleration : float = 20.0; + + // The gravity for the character + var gravity : float = 10.0; + var maxFallSpeed : float = 20.0; + + // For the next variables, @System.NonSerialized tells Unity to not serialize the variable or show it in the inspector view. + // Very handy for organization! + + // The last collision flags returned from controller.Move + @System.NonSerialized + var collisionFlags : CollisionFlags; + + // We will keep track of the character's current velocity, + @System.NonSerialized + var velocity : Vector3; + + // This keeps track of our current velocity while we're not grounded + @System.NonSerialized + var frameVelocity : Vector3 = Vector3.zero; + + @System.NonSerialized + var hitPoint : Vector3 = Vector3.zero; + + @System.NonSerialized + var lastHitPoint : Vector3 = Vector3(Mathf.Infinity, 0, 0); +} + +var movement : CharacterMotorMovement = CharacterMotorMovement(); + +enum MovementTransferOnJump { + None, // The jump is not affected by velocity of floor at all. + InitTransfer, // Jump gets its initial velocity from the floor, then gradualy comes to a stop. + PermaTransfer, // Jump gets its initial velocity from the floor, and keeps that velocity until landing. + PermaLocked // Jump is relative to the movement of the last touched floor and will move together with that floor. +} + +// We will contain all the jumping related variables in one helper class for clarity. +class CharacterMotorJumping { + // Can the character jump? + var enabled : boolean = true; + + // How high do we jump when pressing jump and letting go immediately + var baseHeight : float = 1.0; + + // We add extraHeight units (meters) on top when holding the button down longer while jumping + var extraHeight : float = 4.1; + + // How much does the character jump out perpendicular to the surface on walkable surfaces? + // 0 means a fully vertical jump and 1 means fully perpendicular. + var perpAmount : float = 0.0; + + // How much does the character jump out perpendicular to the surface on too steep surfaces? + // 0 means a fully vertical jump and 1 means fully perpendicular. + var steepPerpAmount : float = 0.5; + + // For the next variables, @System.NonSerialized tells Unity to not serialize the variable or show it in the inspector view. + // Very handy for organization! + + // Are we jumping? (Initiated with jump button and not grounded yet) + // To see if we are just in the air (initiated by jumping OR falling) see the grounded variable. + @System.NonSerialized + var jumping : boolean = false; + + @System.NonSerialized + var holdingJumpButton : boolean = false; + + // the time we jumped at (Used to determine for how long to apply extra jump power after jumping.) + @System.NonSerialized + var lastStartTime : float = 0.0; + + @System.NonSerialized + var lastButtonDownTime : float = -100; + + @System.NonSerialized + var jumpDir : Vector3 = Vector3.up; +} + +var jumping : CharacterMotorJumping = CharacterMotorJumping(); + +class CharacterMotorMovingPlatform { + var enabled : boolean = true; + + var movementTransfer : MovementTransferOnJump = MovementTransferOnJump.PermaTransfer; + + @System.NonSerialized + var hitPlatform : Transform; + + @System.NonSerialized + var activePlatform : Transform; + + @System.NonSerialized + var activeLocalPoint : Vector3; + + @System.NonSerialized + var activeGlobalPoint : Vector3; + + @System.NonSerialized + var activeLocalRotation : Quaternion; + + @System.NonSerialized + var activeGlobalRotation : Quaternion; + + @System.NonSerialized + var lastMatrix : Matrix4x4; + + @System.NonSerialized + var platformVelocity : Vector3; + + @System.NonSerialized + var newPlatform : boolean; +} + +var movingPlatform : CharacterMotorMovingPlatform = CharacterMotorMovingPlatform(); + +class CharacterMotorSliding { + // Does the character slide on too steep surfaces? + var enabled : boolean = true; + + // How fast does the character slide on steep surfaces? + var slidingSpeed : float = 15; + + // How much can the player control the sliding direction? + // If the value is 0.5 the player can slide sideways with half the speed of the downwards sliding speed. + var sidewaysControl : float = 1.0; + + // How much can the player influence the sliding speed? + // If the value is 0.5 the player can speed the sliding up to 150% or slow it down to 50%. + var speedControl : float = 0.4; +} + +var sliding : CharacterMotorSliding = CharacterMotorSliding(); + +@System.NonSerialized +var grounded : boolean = true; + +@System.NonSerialized +var groundNormal : Vector3 = Vector3.zero; + +private var lastGroundNormal : Vector3 = Vector3.zero; + +private var tr : Transform; + +private var controller : CharacterController; + +function Awake () { + controller = GetComponent (CharacterController); + tr = transform; +} + +private function UpdateFunction () { + // We copy the actual velocity into a temporary variable that we can manipulate. + var velocity : Vector3 = movement.velocity; + + // Update velocity based on input + velocity = ApplyInputVelocityChange(velocity); + + // Apply gravity and jumping force + velocity = ApplyGravityAndJumping (velocity); + + // Moving platform support + var moveDistance : Vector3 = Vector3.zero; + if (MoveWithPlatform()) { + var newGlobalPoint : Vector3 = movingPlatform.activePlatform.TransformPoint(movingPlatform.activeLocalPoint); + moveDistance = (newGlobalPoint - movingPlatform.activeGlobalPoint); + if (moveDistance != Vector3.zero) + controller.Move(moveDistance); + + // Support moving platform rotation as well: + var newGlobalRotation : Quaternion = movingPlatform.activePlatform.rotation * movingPlatform.activeLocalRotation; + var rotationDiff : Quaternion = newGlobalRotation * Quaternion.Inverse(movingPlatform.activeGlobalRotation); + + var yRotation = rotationDiff.eulerAngles.y; + if (yRotation != 0) { + // Prevent rotation of the local up vector + tr.Rotate(0, yRotation, 0); + } + } + + // Save lastPosition for velocity calculation. + var lastPosition : Vector3 = tr.position; + + // We always want the movement to be framerate independent. Multiplying by Time.deltaTime does this. + var currentMovementOffset : Vector3 = velocity * Time.deltaTime; + + // Find out how much we need to push towards the ground to avoid loosing grouning + // when walking down a step or over a sharp change in slope. + var pushDownOffset : float = Mathf.Max(controller.stepOffset, Vector3(currentMovementOffset.x, 0, currentMovementOffset.z).magnitude); + if (grounded) + currentMovementOffset -= pushDownOffset * Vector3.up; + + // Reset variables that will be set by collision function + movingPlatform.hitPlatform = null; + groundNormal = Vector3.zero; + + // Move our character! + movement.collisionFlags = controller.Move (currentMovementOffset); + + movement.lastHitPoint = movement.hitPoint; + lastGroundNormal = groundNormal; + + if (movingPlatform.enabled && movingPlatform.activePlatform != movingPlatform.hitPlatform) { + if (movingPlatform.hitPlatform != null) { + movingPlatform.activePlatform = movingPlatform.hitPlatform; + movingPlatform.lastMatrix = movingPlatform.hitPlatform.localToWorldMatrix; + movingPlatform.newPlatform = true; + } + } + + // Calculate the velocity based on the current and previous position. + // This means our velocity will only be the amount the character actually moved as a result of collisions. + var oldHVelocity : Vector3 = new Vector3(velocity.x, 0, velocity.z); + movement.velocity = (tr.position - lastPosition) / Time.deltaTime; + var newHVelocity : Vector3 = new Vector3(movement.velocity.x, 0, movement.velocity.z); + + // The CharacterController can be moved in unwanted directions when colliding with things. + // We want to prevent this from influencing the recorded velocity. + if (oldHVelocity == Vector3.zero) { + movement.velocity = new Vector3(0, movement.velocity.y, 0); + } + else { + var projectedNewVelocity : float = Vector3.Dot(newHVelocity, oldHVelocity) / oldHVelocity.sqrMagnitude; + movement.velocity = oldHVelocity * Mathf.Clamp01(projectedNewVelocity) + movement.velocity.y * Vector3.up; + } + + if (movement.velocity.y < velocity.y - 0.001) { + if (movement.velocity.y < 0) { + // Something is forcing the CharacterController down faster than it should. + // Ignore this + movement.velocity.y = velocity.y; + } + else { + // The upwards movement of the CharacterController has been blocked. + // This is treated like a ceiling collision - stop further jumping here. + jumping.holdingJumpButton = false; + } + } + + // We were grounded but just loosed grounding + if (grounded && !IsGroundedTest()) { + grounded = false; + + // Apply inertia from platform + if (movingPlatform.enabled && + (movingPlatform.movementTransfer == MovementTransferOnJump.InitTransfer || + movingPlatform.movementTransfer == MovementTransferOnJump.PermaTransfer) + ) { + movement.frameVelocity = movingPlatform.platformVelocity; + movement.velocity += movingPlatform.platformVelocity; + } + + SendMessage("OnFall", SendMessageOptions.DontRequireReceiver); + // We pushed the character down to ensure it would stay on the ground if there was any. + // But there wasn't so now we cancel the downwards offset to make the fall smoother. + tr.position += pushDownOffset * Vector3.up; + } + // We were not grounded but just landed on something + else if (!grounded && IsGroundedTest()) { + grounded = true; + jumping.jumping = false; + SubtractNewPlatformVelocity(); + + SendMessage("OnLand", SendMessageOptions.DontRequireReceiver); + } + + // Moving platforms support + if (MoveWithPlatform()) { + // Use the center of the lower half sphere of the capsule as reference point. + // This works best when the character is standing on moving tilting platforms. + movingPlatform.activeGlobalPoint = tr.position + Vector3.up * (controller.center.y - controller.height*0.5 + controller.radius); + movingPlatform.activeLocalPoint = movingPlatform.activePlatform.InverseTransformPoint(movingPlatform.activeGlobalPoint); + + // Support moving platform rotation as well: + movingPlatform.activeGlobalRotation = tr.rotation; + movingPlatform.activeLocalRotation = Quaternion.Inverse(movingPlatform.activePlatform.rotation) * movingPlatform.activeGlobalRotation; + } +} + +function FixedUpdate () { + if (movingPlatform.enabled) { + if (movingPlatform.activePlatform != null) { + if (!movingPlatform.newPlatform) { + var lastVelocity : Vector3 = movingPlatform.platformVelocity; + + movingPlatform.platformVelocity = ( + movingPlatform.activePlatform.localToWorldMatrix.MultiplyPoint3x4(movingPlatform.activeLocalPoint) + - movingPlatform.lastMatrix.MultiplyPoint3x4(movingPlatform.activeLocalPoint) + ) / Time.deltaTime; + } + movingPlatform.lastMatrix = movingPlatform.activePlatform.localToWorldMatrix; + movingPlatform.newPlatform = false; + } + else { + movingPlatform.platformVelocity = Vector3.zero; + } + } + + if (useFixedUpdate) + UpdateFunction(); +} + +function Update () { + if (!useFixedUpdate) + UpdateFunction(); +} + +private function ApplyInputVelocityChange (velocity : Vector3) { + if (!canControl) + inputMoveDirection = Vector3.zero; + + // Find desired velocity + var desiredVelocity : Vector3; + if (grounded && TooSteep()) { + // The direction we're sliding in + desiredVelocity = Vector3(groundNormal.x, 0, groundNormal.z).normalized; + // Find the input movement direction projected onto the sliding direction + var projectedMoveDir = Vector3.Project(inputMoveDirection, desiredVelocity); + // Add the sliding direction, the spped control, and the sideways control vectors + desiredVelocity = desiredVelocity + projectedMoveDir * sliding.speedControl + (inputMoveDirection - projectedMoveDir) * sliding.sidewaysControl; + // Multiply with the sliding speed + desiredVelocity *= sliding.slidingSpeed; + } + else + desiredVelocity = GetDesiredHorizontalVelocity(); + + if (movingPlatform.enabled && movingPlatform.movementTransfer == MovementTransferOnJump.PermaTransfer) { + desiredVelocity += movement.frameVelocity; + desiredVelocity.y = 0; + } + + if (grounded) + desiredVelocity = AdjustGroundVelocityToNormal(desiredVelocity, groundNormal); + else + velocity.y = 0; + + // Enforce max velocity change + var maxVelocityChange : float = GetMaxAcceleration(grounded) * Time.deltaTime; + var velocityChangeVector : Vector3 = (desiredVelocity - velocity); + if (velocityChangeVector.sqrMagnitude > maxVelocityChange * maxVelocityChange) { + velocityChangeVector = velocityChangeVector.normalized * maxVelocityChange; + } + // If we're in the air and don't have control, don't apply any velocity change at all. + // If we're on the ground and don't have control we do apply it - it will correspond to friction. + if (grounded || canControl) + velocity += velocityChangeVector; + + if (grounded) { + // When going uphill, the CharacterController will automatically move up by the needed amount. + // Not moving it upwards manually prevent risk of lifting off from the ground. + // When going downhill, DO move down manually, as gravity is not enough on steep hills. + velocity.y = Mathf.Min(velocity.y, 0); + } + + return velocity; +} + +private function ApplyGravityAndJumping (velocity : Vector3) { + + if (!inputJump || !canControl) { + jumping.holdingJumpButton = false; + jumping.lastButtonDownTime = -100; + } + + if (inputJump && jumping.lastButtonDownTime < 0 && canControl) + jumping.lastButtonDownTime = Time.time; + + if (grounded) + velocity.y = Mathf.Min(0, velocity.y) - movement.gravity * Time.deltaTime; + else { + velocity.y = movement.velocity.y - movement.gravity * Time.deltaTime; + + // When jumping up we don't apply gravity for some time when the user is holding the jump button. + // This gives more control over jump height by pressing the button longer. + if (jumping.jumping && jumping.holdingJumpButton) { + // Calculate the duration that the extra jump force should have effect. + // If we're still less than that duration after the jumping time, apply the force. + if (Time.time < jumping.lastStartTime + jumping.extraHeight / CalculateJumpVerticalSpeed(jumping.baseHeight)) { + // Negate the gravity we just applied, except we push in jumpDir rather than jump upwards. + velocity += jumping.jumpDir * movement.gravity * Time.deltaTime; + } + } + + // Make sure we don't fall any faster than maxFallSpeed. This gives our character a terminal velocity. + velocity.y = Mathf.Max (velocity.y, -movement.maxFallSpeed); + } + + if (grounded) { + // Jump only if the jump button was pressed down in the last 0.2 seconds. + // We use this check instead of checking if it's pressed down right now + // because players will often try to jump in the exact moment when hitting the ground after a jump + // and if they hit the button a fraction of a second too soon and no new jump happens as a consequence, + // it's confusing and it feels like the game is buggy. + if (jumping.enabled && canControl && (Time.time - jumping.lastButtonDownTime < 0.2)) { + grounded = false; + jumping.jumping = true; + jumping.lastStartTime = Time.time; + jumping.lastButtonDownTime = -100; + jumping.holdingJumpButton = true; + + // Calculate the jumping direction + if (TooSteep()) + jumping.jumpDir = Vector3.Slerp(Vector3.up, groundNormal, jumping.steepPerpAmount); + else + jumping.jumpDir = Vector3.Slerp(Vector3.up, groundNormal, jumping.perpAmount); + + // Apply the jumping force to the velocity. Cancel any vertical velocity first. + velocity.y = 0; + velocity += jumping.jumpDir * CalculateJumpVerticalSpeed (jumping.baseHeight); + + // Apply inertia from platform + if (movingPlatform.enabled && + (movingPlatform.movementTransfer == MovementTransferOnJump.InitTransfer || + movingPlatform.movementTransfer == MovementTransferOnJump.PermaTransfer) + ) { + movement.frameVelocity = movingPlatform.platformVelocity; + velocity += movingPlatform.platformVelocity; + } + + SendMessage("OnJump", SendMessageOptions.DontRequireReceiver); + } + else { + jumping.holdingJumpButton = false; + } + } + + return velocity; +} + +function OnControllerColliderHit (hit : ControllerColliderHit) { + if (hit.normal.y > 0 && hit.normal.y > groundNormal.y && hit.moveDirection.y < 0) { + if ((hit.point - movement.lastHitPoint).sqrMagnitude > 0.001 || lastGroundNormal == Vector3.zero) + groundNormal = hit.normal; + else + groundNormal = lastGroundNormal; + + movingPlatform.hitPlatform = hit.collider.transform; + movement.hitPoint = hit.point; + movement.frameVelocity = Vector3.zero; + } +} + +private function SubtractNewPlatformVelocity () { + // When landing, subtract the velocity of the new ground from the character's velocity + // since movement in ground is relative to the movement of the ground. + if (movingPlatform.enabled && + (movingPlatform.movementTransfer == MovementTransferOnJump.InitTransfer || + movingPlatform.movementTransfer == MovementTransferOnJump.PermaTransfer) + ) { + // If we landed on a new platform, we have to wait for two FixedUpdates + // before we know the velocity of the platform under the character + if (movingPlatform.newPlatform) { + var platform : Transform = movingPlatform.activePlatform; + yield WaitForFixedUpdate(); + yield WaitForFixedUpdate(); + if (grounded && platform == movingPlatform.activePlatform) + yield 1; + } + movement.velocity -= movingPlatform.platformVelocity; + } +} + +private function MoveWithPlatform () : boolean { + return ( + movingPlatform.enabled + && (grounded || movingPlatform.movementTransfer == MovementTransferOnJump.PermaLocked) + && movingPlatform.activePlatform != null + ); +} + +private function GetDesiredHorizontalVelocity () { + // Find desired velocity + var desiredLocalDirection : Vector3 = tr.InverseTransformDirection(inputMoveDirection); + var maxSpeed : float = MaxSpeedInDirection(desiredLocalDirection); + if (grounded) { + // Modify max speed on slopes based on slope speed multiplier curve + var movementSlopeAngle = Mathf.Asin(movement.velocity.normalized.y) * Mathf.Rad2Deg; + maxSpeed *= movement.slopeSpeedMultiplier.Evaluate(movementSlopeAngle); + } + return tr.TransformDirection(desiredLocalDirection * maxSpeed); +} + +private function AdjustGroundVelocityToNormal (hVelocity : Vector3, groundNormal : Vector3) : Vector3 { + var sideways : Vector3 = Vector3.Cross(Vector3.up, hVelocity); + return Vector3.Cross(sideways, groundNormal).normalized * hVelocity.magnitude; +} + +private function IsGroundedTest () { + return (groundNormal.y > 0.01); +} + +function GetMaxAcceleration (grounded : boolean) : float { + // Maximum acceleration on ground and in air + if (grounded) + return movement.maxGroundAcceleration; + else + return movement.maxAirAcceleration; +} + +function CalculateJumpVerticalSpeed (targetJumpHeight : float) { + // From the jump height and gravity we deduce the upwards speed + // for the character to reach at the apex. + return Mathf.Sqrt (2 * targetJumpHeight * movement.gravity); +} + +function IsJumping () { + return jumping.jumping; +} + +function IsSliding () { + return (grounded && sliding.enabled && TooSteep()); +} + +function IsTouchingCeiling () { + return (movement.collisionFlags & CollisionFlags.CollidedAbove) != 0; +} + +function IsGrounded () { + return grounded; +} + +function TooSteep () { + return (groundNormal.y <= Mathf.Cos(controller.slopeLimit * Mathf.Deg2Rad)); +} + +function GetDirection () { + return inputMoveDirection; +} + +function SetControllable (controllable : boolean) { + canControl = controllable; +} + +// Project a direction onto elliptical quater segments based on forward, sideways, and backwards speed. +// The function returns the length of the resulting vector. +function MaxSpeedInDirection (desiredMovementDirection : Vector3) : float { + if (desiredMovementDirection == Vector3.zero) + return 0; + else { + var zAxisEllipseMultiplier : float = (desiredMovementDirection.z > 0 ? movement.maxForwardSpeed : movement.maxBackwardsSpeed) / movement.maxSidewaysSpeed; + var temp : Vector3 = new Vector3(desiredMovementDirection.x, 0, desiredMovementDirection.z / zAxisEllipseMultiplier).normalized; + var length : float = new Vector3(temp.x, 0, temp.z * zAxisEllipseMultiplier).magnitude * movement.maxSidewaysSpeed; + return length; + } +} + +function SetVelocity (velocity : Vector3) { + grounded = false; + movement.velocity = velocity; + movement.frameVelocity = Vector3.zero; + SendMessage("OnExternalVelocity"); +} + +// Require a character controller to be attached to the same game object +@script RequireComponent (CharacterController) +@script AddComponentMenu ("Character/Character Motor") diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/CharacterMotor.js.meta b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/CharacterMotor.js.meta new file mode 100644 index 00000000..3edc737e --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/CharacterMotor.js.meta @@ -0,0 +1,8 @@ +fileFormatVersion: 2 +guid: 0ab79d7f243824f5d9826bd83522c8df +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/FPSInputController.js b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/FPSInputController.js new file mode 100644 index 00000000..c93deed7 --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/FPSInputController.js @@ -0,0 +1,37 @@ +private var motor : CharacterMotor; + +// Use this for initialization +function Awake () { + motor = GetComponent(CharacterMotor); +} + +// Update is called once per frame +function Update () { + // Get the input vector from keyboard or analog stick + var directionVector = new Vector3(Input.GetAxis("Horizontal"), 0, Input.GetAxis("Vertical")); + + if (directionVector != Vector3.zero) { + // Get the length of the directon vector and then normalize it + // Dividing by the length is cheaper than normalizing when we already have the length anyway + var directionLength = directionVector.magnitude; + directionVector = directionVector / directionLength; + + // Make sure the length is no bigger than 1 + directionLength = Mathf.Min(1, directionLength); + + // Make the input vector more sensitive towards the extremes and less sensitive in the middle + // This makes it easier to control slow speeds when using analog sticks + directionLength = directionLength * directionLength; + + // Multiply the normalized direction vector by the modified length + directionVector = directionVector * directionLength; + } + + // Apply the direction to the CharacterMotor + motor.inputMoveDirection = transform.rotation * directionVector; + motor.inputJump = Input.GetButton("Jump"); +} + +// Require a character controller to be attached to the same game object +@script RequireComponent (CharacterMotor) +@script AddComponentMenu ("Character/FPS Input Controller") diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/FPSInputController.js.meta b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/FPSInputController.js.meta new file mode 100644 index 00000000..64cb130e --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/FPSInputController.js.meta @@ -0,0 +1,8 @@ +fileFormatVersion: 2 +guid: 60bca8f58a0b8478e946e6e86658cb29 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/MouseLook.cs b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/MouseLook.cs new file mode 100644 index 00000000..84dc5669 --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/MouseLook.cs @@ -0,0 +1,63 @@ +using UnityEngine; +using System.Collections; + +/// MouseLook rotates the transform based on the mouse delta. +/// Minimum and Maximum values can be used to constrain the possible rotation + +/// To make an FPS style character: +/// - Create a capsule. +/// - Add the MouseLook script to the capsule. +/// -> Set the mouse look to use LookX. (You want to only turn character but not tilt it) +/// - Add FPSInputController script to the capsule +/// -> A CharacterMotor and a CharacterController component will be automatically added. + +/// - Create a camera. Make the camera a child of the capsule. Reset it's transform. +/// - Add a MouseLook script to the camera. +/// -> Set the mouse look to use LookY. (You want the camera to tilt up and down like a head. The character already turns.) +[AddComponentMenu("Camera-Control/Mouse Look")] +public class MouseLook : MonoBehaviour { + + public enum RotationAxes { MouseXAndY = 0, MouseX = 1, MouseY = 2 } + public RotationAxes axes = RotationAxes.MouseXAndY; + public float sensitivityX = 15F; + public float sensitivityY = 15F; + + public float minimumX = -360F; + public float maximumX = 360F; + + public float minimumY = -60F; + public float maximumY = 60F; + + float rotationY = 0F; + + void Update () + { + if (axes == RotationAxes.MouseXAndY) + { + float rotationX = transform.localEulerAngles.y + Input.GetAxis("Mouse X") * sensitivityX; + + rotationY += Input.GetAxis("Mouse Y") * sensitivityY; + rotationY = Mathf.Clamp (rotationY, minimumY, maximumY); + + transform.localEulerAngles = new Vector3(-rotationY, rotationX, 0); + } + else if (axes == RotationAxes.MouseX) + { + transform.Rotate(0, Input.GetAxis("Mouse X") * sensitivityX, 0); + } + else + { + rotationY += Input.GetAxis("Mouse Y") * sensitivityY; + rotationY = Mathf.Clamp (rotationY, minimumY, maximumY); + + transform.localEulerAngles = new Vector3(-rotationY, transform.localEulerAngles.y, 0); + } + } + + void Start () + { + // Make the rigid body not change rotation + if (GetComponent()) + GetComponent().freezeRotation = true; + } +} \ No newline at end of file diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/MouseLook.cs.meta b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/MouseLook.cs.meta new file mode 100644 index 00000000..9ab645ea --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/MouseLook.cs.meta @@ -0,0 +1,8 @@ +fileFormatVersion: 2 +guid: 68ec2fe99d1108b9d0006a298d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/PlatformInputController.js b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/PlatformInputController.js new file mode 100644 index 00000000..b700430b --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/PlatformInputController.js @@ -0,0 +1,68 @@ +// This makes the character turn to face the current movement speed per default. +var autoRotate : boolean = true; +var maxRotationSpeed : float = 360; + +private var motor : CharacterMotor; + +// Use this for initialization +function Awake () { + motor = GetComponent(CharacterMotor); +} + +// Update is called once per frame +function Update () { + // Get the input vector from keyboard or analog stick + var directionVector = new Vector3(Input.GetAxis("Horizontal"), Input.GetAxis("Vertical"), 0); + + if (directionVector != Vector3.zero) { + // Get the length of the directon vector and then normalize it + // Dividing by the length is cheaper than normalizing when we already have the length anyway + var directionLength = directionVector.magnitude; + directionVector = directionVector / directionLength; + + // Make sure the length is no bigger than 1 + directionLength = Mathf.Min(1, directionLength); + + // Make the input vector more sensitive towards the extremes and less sensitive in the middle + // This makes it easier to control slow speeds when using analog sticks + directionLength = directionLength * directionLength; + + // Multiply the normalized direction vector by the modified length + directionVector = directionVector * directionLength; + } + + // Rotate the input vector into camera space so up is camera's up and right is camera's right + directionVector = Camera.main.transform.rotation * directionVector; + + // Rotate input vector to be perpendicular to character's up vector + var camToCharacterSpace = Quaternion.FromToRotation(-Camera.main.transform.forward, transform.up); + directionVector = (camToCharacterSpace * directionVector); + + // Apply the direction to the CharacterMotor + motor.inputMoveDirection = directionVector; + motor.inputJump = Input.GetButton("Jump"); + + // Set rotation to the move direction + if (autoRotate && directionVector.sqrMagnitude > 0.01) { + var newForward : Vector3 = ConstantSlerp( + transform.forward, + directionVector, + maxRotationSpeed * Time.deltaTime + ); + newForward = ProjectOntoPlane(newForward, transform.up); + transform.rotation = Quaternion.LookRotation(newForward, transform.up); + } +} + +function ProjectOntoPlane (v : Vector3, normal : Vector3) { + return v - Vector3.Project(v, normal); +} + +function ConstantSlerp (from : Vector3, to : Vector3, angle : float) { + var value : float = Mathf.Min(1, angle / Vector3.Angle(from, to)); + return Vector3.Slerp(from, to, value); +} + +// Require a character controller to be attached to the same game object +@script RequireComponent (CharacterMotor) +@script AddComponentMenu ("Character/Platform Input Controller") diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/PlatformInputController.js.meta b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/PlatformInputController.js.meta new file mode 100644 index 00000000..b128e0f0 --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/PlatformInputController.js.meta @@ -0,0 +1,8 @@ +fileFormatVersion: 2 +guid: da93ddd6928094e24bb1f3f665f143d3 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonCamera.js b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonCamera.js new file mode 100644 index 00000000..028beccd --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonCamera.js @@ -0,0 +1,230 @@ + + +var cameraTransform : Transform; +private var _target : Transform; + +// The distance in the x-z plane to the target + +var distance = 7.0; + +// the height we want the camera to be above the target +var height = 3.0; + +var angularSmoothLag = 0.3; +var angularMaxSpeed = 15.0; + +var heightSmoothLag = 0.3; + +var snapSmoothLag = 0.2; +var snapMaxSpeed = 720.0; + +var clampHeadPositionScreenSpace = 0.75; + +var lockCameraTimeout = 0.2; + +private var headOffset = Vector3.zero; +private var centerOffset = Vector3.zero; + +private var heightVelocity = 0.0; +private var angleVelocity = 0.0; +private var snap = false; +private var controller : ThirdPersonController; +private var targetHeight = 100000.0; + +function Awake () +{ + if(!cameraTransform && Camera.main) + cameraTransform = Camera.main.transform; + if(!cameraTransform) { + Debug.Log("Please assign a camera to the ThirdPersonCamera script."); + enabled = false; + } + + + _target = transform; + if (_target) + { + controller = _target.GetComponent(ThirdPersonController); + } + + if (controller) + { + var characterController : CharacterController = _target.GetComponent.(); + centerOffset = characterController.bounds.center - _target.position; + headOffset = centerOffset; + headOffset.y = characterController.bounds.max.y - _target.position.y; + } + else + Debug.Log("Please assign a target to the camera that has a ThirdPersonController script attached."); + + + Cut(_target, centerOffset); +} + +function DebugDrawStuff () +{ + Debug.DrawLine(_target.position, _target.position + headOffset); + +} + +function AngleDistance (a : float, b : float) +{ + a = Mathf.Repeat(a, 360); + b = Mathf.Repeat(b, 360); + + return Mathf.Abs(b - a); +} + +function Apply (dummyTarget : Transform, dummyCenter : Vector3) +{ + // Early out if we don't have a target + if (!controller) + return; + + var targetCenter = _target.position + centerOffset; + var targetHead = _target.position + headOffset; + +// DebugDrawStuff(); + + // Calculate the current & target rotation angles + var originalTargetAngle = _target.eulerAngles.y; + var currentAngle = cameraTransform.eulerAngles.y; + + // Adjust real target angle when camera is locked + var targetAngle = originalTargetAngle; + + // When pressing Fire2 (alt) the camera will snap to the target direction real quick. + // It will stop snapping when it reaches the target + if (Input.GetButton("Fire2")) + snap = true; + + if (snap) + { + // We are close to the target, so we can stop snapping now! + if (AngleDistance (currentAngle, originalTargetAngle) < 3.0) + snap = false; + + currentAngle = Mathf.SmoothDampAngle(currentAngle, targetAngle, angleVelocity, snapSmoothLag, snapMaxSpeed); + } + // Normal camera motion + else + { + if (controller.GetLockCameraTimer () < lockCameraTimeout) + { + targetAngle = currentAngle; + } + + // Lock the camera when moving backwards! + // * It is really confusing to do 180 degree spins when turning around. + if (AngleDistance (currentAngle, targetAngle) > 160 && controller.IsMovingBackwards ()) + targetAngle += 180; + + currentAngle = Mathf.SmoothDampAngle(currentAngle, targetAngle, angleVelocity, angularSmoothLag, angularMaxSpeed); + } + + + // When jumping don't move camera upwards but only down! + if (controller.IsJumping ()) + { + // We'd be moving the camera upwards, do that only if it's really high + var newTargetHeight = targetCenter.y + height; + if (newTargetHeight < targetHeight || newTargetHeight - targetHeight > 5) + targetHeight = targetCenter.y + height; + } + // When walking always update the target height + else + { + targetHeight = targetCenter.y + height; + } + + // Damp the height + var currentHeight = cameraTransform.position.y; + currentHeight = Mathf.SmoothDamp (currentHeight, targetHeight, heightVelocity, heightSmoothLag); + + // Convert the angle into a rotation, by which we then reposition the camera + var currentRotation = Quaternion.Euler (0, currentAngle, 0); + + // Set the position of the camera on the x-z plane to: + // distance meters behind the target + cameraTransform.position = targetCenter; + cameraTransform.position += currentRotation * Vector3.back * distance; + + // Set the height of the camera + cameraTransform.position.y = currentHeight; + + // Always look at the target + SetUpRotation(targetCenter, targetHead); +} + +function LateUpdate () { + Apply (transform, Vector3.zero); +} + +function Cut (dummyTarget : Transform, dummyCenter : Vector3) +{ + var oldHeightSmooth = heightSmoothLag; + var oldSnapMaxSpeed = snapMaxSpeed; + var oldSnapSmooth = snapSmoothLag; + + snapMaxSpeed = 10000; + snapSmoothLag = 0.001; + heightSmoothLag = 0.001; + + snap = true; + Apply (transform, Vector3.zero); + + heightSmoothLag = oldHeightSmooth; + snapMaxSpeed = oldSnapMaxSpeed; + snapSmoothLag = oldSnapSmooth; +} + +function SetUpRotation (centerPos : Vector3, headPos : Vector3) +{ + // Now it's getting hairy. The devil is in the details here, the big issue is jumping of course. + // * When jumping up and down we don't want to center the guy in screen space. + // This is important to give a feel for how high you jump and avoiding large camera movements. + // + // * At the same time we dont want him to ever go out of screen and we want all rotations to be totally smooth. + // + // So here is what we will do: + // + // 1. We first find the rotation around the y axis. Thus he is always centered on the y-axis + // 2. When grounded we make him be centered + // 3. When jumping we keep the camera rotation but rotate the camera to get him back into view if his head is above some threshold + // 4. When landing we smoothly interpolate towards centering him on screen + var cameraPos = cameraTransform.position; + var offsetToCenter = centerPos - cameraPos; + + // Generate base rotation only around y-axis + var yRotation = Quaternion.LookRotation(Vector3(offsetToCenter.x, 0, offsetToCenter.z)); + + var relativeOffset = Vector3.forward * distance + Vector3.down * height; + cameraTransform.rotation = yRotation * Quaternion.LookRotation(relativeOffset); + + // Calculate the projected center position and top position in world space + var centerRay = cameraTransform.GetComponent.().ViewportPointToRay(Vector3(.5, 0.5, 1)); + var topRay = cameraTransform.GetComponent.().ViewportPointToRay(Vector3(.5, clampHeadPositionScreenSpace, 1)); + + var centerRayPos = centerRay.GetPoint(distance); + var topRayPos = topRay.GetPoint(distance); + + var centerToTopAngle = Vector3.Angle(centerRay.direction, topRay.direction); + + var heightToAngle = centerToTopAngle / (centerRayPos.y - topRayPos.y); + + var extraLookAngle = heightToAngle * (centerRayPos.y - centerPos.y); + if (extraLookAngle < centerToTopAngle) + { + extraLookAngle = 0; + } + else + { + extraLookAngle = extraLookAngle - centerToTopAngle; + cameraTransform.rotation *= Quaternion.Euler(-extraLookAngle, 0, 0); + } +} + +function GetCenterOffset () +{ + return centerOffset; +} diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonCamera.js.meta b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonCamera.js.meta new file mode 100644 index 00000000..e458523b --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonCamera.js.meta @@ -0,0 +1,8 @@ +fileFormatVersion: 2 +guid: 0b167d00b3108411a8a963cba5ddde1b +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonController.js b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonController.js new file mode 100644 index 00000000..219b84d9 --- /dev/null +++ b/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character Controllers/Sources/Scripts/ThirdPersonController.js @@ -0,0 +1,440 @@ + +// Require a character controller to be attached to the same game object +@script RequireComponent(CharacterController) + +public var idleAnimation : AnimationClip; +public var walkAnimation : AnimationClip; +public var runAnimation : AnimationClip; +public var jumpPoseAnimation : AnimationClip; + +public var walkMaxAnimationSpeed : float = 0.75; +public var trotMaxAnimationSpeed : float = 1.0; +public var runMaxAnimationSpeed : float = 1.0; +public var jumpAnimationSpeed : float = 1.15; +public var landAnimationSpeed : float = 1.0; + +private var _animation : Animation; + +enum CharacterState { + Idle = 0, + Walking = 1, + Trotting = 2, + Running = 3, + Jumping = 4, +} + +private var _characterState : CharacterState; + +// The speed when walking +var walkSpeed = 2.0; +// after trotAfterSeconds of walking we trot with trotSpeed +var trotSpeed = 4.0; +// when pressing "Fire3" button (cmd) we start running +var runSpeed = 6.0; + +var inAirControlAcceleration = 3.0; + +// How high do we jump when pressing jump and letting go immediately +var jumpHeight = 0.5; + +// The gravity for the character +var gravity = 20.0; +// The gravity in controlled descent mode +var speedSmoothing = 10.0; +var rotateSpeed = 500.0; +var trotAfterSeconds = 3.0; + +var canJump = true; + +private var jumpRepeatTime = 0.05; +private var jumpTimeout = 0.15; +private var groundedTimeout = 0.25; + +// The camera doesnt start following the target immediately but waits for a split second to avoid too much waving around. +private var lockCameraTimer = 0.0; + +// The current move direction in x-z +private var moveDirection = Vector3.zero; +// The current vertical speed +private var verticalSpeed = 0.0; +// The current x-z move speed +private var moveSpeed = 0.0; + +// The last collision flags returned from controller.Move +private var collisionFlags : CollisionFlags; + +// Are we jumping? (Initiated with jump button and not grounded yet) +private var jumping = false; +private var jumpingReachedApex = false; + +// Are we moving backwards (This locks the camera to not do a 180 degree spin) +private var movingBack = false; +// Is the user pressing any keys? +private var isMoving = false; +// When did the user start walking (Used for going into trot after a while) +private var walkTimeStart = 0.0; +// Last time the jump button was clicked down +private var lastJumpButtonTime = -10.0; +// Last time we performed a jump +private var lastJumpTime = -1.0; + + +// the height we jumped from (Used to determine for how long to apply extra jump power after jumping.) +private var lastJumpStartHeight = 0.0; + + +private var inAirVelocity = Vector3.zero; + +private var lastGroundedTime = 0.0; + + +private var isControllable = true; + +function Awake () +{ + moveDirection = transform.TransformDirection(Vector3.forward); + + _animation = GetComponent(Animation); + if(!_animation) + Debug.Log("The character you would like to control doesn't have animations. Moving her might look weird."); + + /* +public var idleAnimation : AnimationClip; +public var walkAnimation : AnimationClip; +public var runAnimation : AnimationClip; +public var jumpPoseAnimation : AnimationClip; + */ + if(!idleAnimation) { + _animation = null; + Debug.Log("No idle animation found. Turning off animations."); + } + if(!walkAnimation) { + _animation = null; + Debug.Log("No walk animation found. Turning off animations."); + } + if(!runAnimation) { + _animation = null; + Debug.Log("No run animation found. Turning off animations."); + } + if(!jumpPoseAnimation && canJump) { + _animation = null; + Debug.Log("No jump animation found and the character has canJump enabled. Turning off animations."); + } + +} + + +function UpdateSmoothedMovementDirection () +{ + var cameraTransform = Camera.main.transform; + var grounded = IsGrounded(); + + // Forward vector relative to the camera along the x-z plane + var forward = cameraTransform.TransformDirection(Vector3.forward); + forward.y = 0; + forward = forward.normalized; + + // Right vector relative to the camera + // Always orthogonal to the forward vector + var right = Vector3(forward.z, 0, -forward.x); + + var v = Input.GetAxisRaw("Vertical"); + var h = Input.GetAxisRaw("Horizontal"); + + // Are we moving backwards or looking backwards + if (v < -0.2) + movingBack = true; + else + movingBack = false; + + var wasMoving = isMoving; + isMoving = Mathf.Abs (h) > 0.1 || Mathf.Abs (v) > 0.1; + + // Target direction relative to the camera + var targetDirection = h * right + v * forward; + + // Grounded controls + if (grounded) + { + // Lock camera for short period when transitioning moving & standing still + lockCameraTimer += Time.deltaTime; + if (isMoving != wasMoving) + lockCameraTimer = 0.0; + + // We store speed and direction seperately, + // so that when the character stands still we still have a valid forward direction + // moveDirection is always normalized, and we only update it if there is user input. + if (targetDirection != Vector3.zero) + { + // If we are really slow, just snap to the target direction + if (moveSpeed < walkSpeed * 0.9 && grounded) + { + moveDirection = targetDirection.normalized; + } + // Otherwise smoothly turn towards it + else + { + moveDirection = Vector3.RotateTowards(moveDirection, targetDirection, rotateSpeed * Mathf.Deg2Rad * Time.deltaTime, 1000); + + moveDirection = moveDirection.normalized; + } + } + + // Smooth the speed based on the current target direction + var curSmooth = speedSmoothing * Time.deltaTime; + + // Choose target speed + //* We want to support analog input but make sure you cant walk faster diagonally than just forward or sideways + var targetSpeed = Mathf.Min(targetDirection.magnitude, 1.0); + + _characterState = CharacterState.Idle; + + // Pick speed modifier + if (Input.GetKey (KeyCode.LeftShift) || Input.GetKey (KeyCode.RightShift)) + { + targetSpeed *= runSpeed; + _characterState = CharacterState.Running; + } + else if (Time.time - trotAfterSeconds > walkTimeStart) + { + targetSpeed *= trotSpeed; + _characterState = CharacterState.Trotting; + } + else + { + targetSpeed *= walkSpeed; + _characterState = CharacterState.Walking; + } + + moveSpeed = Mathf.Lerp(moveSpeed, targetSpeed, curSmooth); + + // Reset walk time start when we slow down + if (moveSpeed < walkSpeed * 0.3) + walkTimeStart = Time.time; + } + // In air controls + else + { + // Lock camera while in air + if (jumping) + lockCameraTimer = 0.0; + + if (isMoving) + inAirVelocity += targetDirection.normalized * Time.deltaTime * inAirControlAcceleration; + } + + + +} + + +function ApplyJumping () +{ + // Prevent jumping too fast after each other + if (lastJumpTime + jumpRepeatTime > Time.time) + return; + + if (IsGrounded()) { + // Jump + // - Only when pressing the button down + // - With a timeout so you can press the button slightly before landing + if (canJump && Time.time < lastJumpButtonTime + jumpTimeout) { + verticalSpeed = CalculateJumpVerticalSpeed (jumpHeight); + SendMessage("DidJump", SendMessageOptions.DontRequireReceiver); + } + } +} + + +function ApplyGravity () +{ + if (isControllable) // don't move player at all if not controllable. + { + // Apply gravity + var jumpButton = Input.GetButton("Jump"); + + + // When we reach the apex of the jump we send out a message + if (jumping && !jumpingReachedApex && verticalSpeed <= 0.0) + { + jumpingReachedApex = true; + SendMessage("DidJumpReachApex", SendMessageOptions.DontRequireReceiver); + } + + if (IsGrounded ()) + verticalSpeed = 0.0; + else + verticalSpeed -= gravity * Time.deltaTime; + } +} + +function CalculateJumpVerticalSpeed (targetJumpHeight : float) +{ + // From the jump height and gravity we deduce the upwards speed + // for the character to reach at the apex. + return Mathf.Sqrt(2 * targetJumpHeight * gravity); +} + +function DidJump () +{ + jumping = true; + jumpingReachedApex = false; + lastJumpTime = Time.time; + lastJumpStartHeight = transform.position.y; + lastJumpButtonTime = -10; + + _characterState = CharacterState.Jumping; +} + +function Update() { + + if (!isControllable) + { + // kill all inputs if not controllable. + Input.ResetInputAxes(); + } + + if (Input.GetButtonDown ("Jump")) + { + lastJumpButtonTime = Time.time; + } + + UpdateSmoothedMovementDirection(); + + // Apply gravity + // - extra power jump modifies gravity + // - controlledDescent mode modifies gravity + ApplyGravity (); + + // Apply jumping logic + ApplyJumping (); + + // Calculate actual motion + var movement = moveDirection * moveSpeed + Vector3 (0, verticalSpeed, 0) + inAirVelocity; + movement *= Time.deltaTime; + + // Move the controller + var controller : CharacterController = GetComponent(CharacterController); + collisionFlags = controller.Move(movement); + + // ANIMATION sector + if(_animation) { + if(_characterState == CharacterState.Jumping) + { + if(!jumpingReachedApex) { + _animation[jumpPoseAnimation.name].speed = jumpAnimationSpeed; + _animation[jumpPoseAnimation.name].wrapMode = WrapMode.ClampForever; + _animation.CrossFade(jumpPoseAnimation.name); + } else { + _animation[jumpPoseAnimation.name].speed = -landAnimationSpeed; + _animation[jumpPoseAnimation.name].wrapMode = WrapMode.ClampForever; + _animation.CrossFade(jumpPoseAnimation.name); + } + } + else + { + if(controller.velocity.sqrMagnitude < 0.1) { + _animation.CrossFade(idleAnimation.name); + } + else + { + if(_characterState == CharacterState.Running) { + _animation[runAnimation.name].speed = Mathf.Clamp(controller.velocity.magnitude, 0.0, runMaxAnimationSpeed); + _animation.CrossFade(runAnimation.name); + } + else if(_characterState == CharacterState.Trotting) { + _animation[walkAnimation.name].speed = Mathf.Clamp(controller.velocity.magnitude, 0.0, trotMaxAnimationSpeed); + _animation.CrossFade(walkAnimation.name); + } + else if(_characterState == CharacterState.Walking) { + _animation[walkAnimation.name].speed = Mathf.Clamp(controller.velocity.magnitude, 0.0, walkMaxAnimationSpeed); + _animation.CrossFade(walkAnimation.name); + } + + } + } + } + // ANIMATION sector + + // Set rotation to the move direction + if (IsGrounded()) + { + + transform.rotation = Quaternion.LookRotation(moveDirection); + + } + else + { + var xzMove = movement; + xzMove.y = 0; + if (xzMove.sqrMagnitude > 0.001) + { + transform.rotation = Quaternion.LookRotation(xzMove); + } + } + + // We are in jump mode but just became grounded + if (IsGrounded()) + { + lastGroundedTime = Time.time; + inAirVelocity = Vector3.zero; + if (jumping) + { + jumping = false; + SendMessage("DidLand", SendMessageOptions.DontRequireReceiver); + } + } +} + +function OnControllerColliderHit (hit : ControllerColliderHit ) +{ +// Debug.DrawRay(hit.point, hit.normal); + if (hit.moveDirection.y > 0.01) + return; +} + +function GetSpeed () { + return moveSpeed; +} + +function IsJumping () { + return jumping; +} + +function IsGrounded () { + return (collisionFlags & CollisionFlags.CollidedBelow) != 0; +} + +function GetDirection () { + return moveDirection; +} + +function IsMovingBackwards () { + return movingBack; +} + +function GetLockCameraTimer () +{ + return lockCameraTimer; +} + +function IsMoving () : boolean +{ + return Mathf.Abs(Input.GetAxisRaw("Vertical")) + Mathf.Abs(Input.GetAxisRaw("Horizontal")) > 0.5; +} + +function HasJumpReachedApex () +{ + return jumpingReachedApex; +} + +function IsGroundedWithTimeout () +{ + return lastGroundedTime + groundedTimeout > Time.time; +} + +function Reset () +{ + gameObject.tag = "Player"; +} + diff --git a/Assets/Handpainted Forest Environment Free Sample/Standard Assets/Character 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CameraSwitch : MonoBehaviour +{ + public GameObject[] objects; + public Text text; + + private int m_CurrentActiveObject; + + + private void OnEnable() + { + text.text = objects[m_CurrentActiveObject].name; + } + + + public void NextCamera() + { + int nextactiveobject = m_CurrentActiveObject + 1 >= objects.Length ? 0 : m_CurrentActiveObject + 1; + + for (int i = 0; i < objects.Length; i++) + { + objects[i].SetActive(i == nextactiveobject); + } + + m_CurrentActiveObject = nextactiveobject; + text.text = objects[m_CurrentActiveObject].name; + } +} diff --git a/Assets/SampleScenes/Scripts/CameraSwitch.cs.meta b/Assets/SampleScenes/Scripts/CameraSwitch.cs.meta new file mode 100644 index 00000000..9b9ca803 --- /dev/null +++ b/Assets/SampleScenes/Scripts/CameraSwitch.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 92e373d5f05ca4f4b8ee311c44f4d801 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff 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assetBundleName: diff --git a/Assets/SampleScenes/Scripts/ParticleSceneControls.cs b/Assets/SampleScenes/Scripts/ParticleSceneControls.cs new file mode 100644 index 00000000..2b727622 --- /dev/null +++ b/Assets/SampleScenes/Scripts/ParticleSceneControls.cs @@ -0,0 +1,240 @@ +using System; +using System.Collections.Generic; +using UnityEngine; +using UnityEngine.EventSystems; +using UnityEngine.UI; +using UnityStandardAssets.Effects; + + +namespace UnityStandardAssets.SceneUtils +{ + public class ParticleSceneControls : MonoBehaviour + { + public enum Mode + { + Activate, + Instantiate, + Trail + } + + public enum AlignMode + { + Normal, + Up + } + + + public DemoParticleSystemList demoParticles; + public float spawnOffset = 0.5f; + public float multiply = 1; + public bool clearOnChange = false; + public Text titleText; + public Transform sceneCamera; + public Text instructionText; + public Button previousButton; + public Button nextButton; + public GraphicRaycaster graphicRaycaster; + public EventSystem eventSystem; + + + private ParticleSystemMultiplier m_ParticleMultiplier; + private List m_CurrentParticleList = new List(); + private Transform m_Instance; + private static int s_SelectedIndex = 0; + private Vector3 m_CamOffsetVelocity = Vector3.zero; + private Vector3 m_LastPos; + private static DemoParticleSystem s_Selected; + + + private void Awake() + { + Select(s_SelectedIndex); + + previousButton.onClick.AddListener(Previous); + nextButton.onClick.AddListener(Next); + } + + + private void OnDisable() + { + previousButton.onClick.RemoveListener (Previous); + nextButton.onClick.RemoveListener (Next); + } + + + private void Previous() + { + s_SelectedIndex--; + if (s_SelectedIndex == -1) + { + s_SelectedIndex = demoParticles.items.Length - 1; + } + Select(s_SelectedIndex); + } + + + public void Next() + { + s_SelectedIndex++; + if (s_SelectedIndex == demoParticles.items.Length) + { + s_SelectedIndex = 0; + } + Select(s_SelectedIndex); + } + + + private void Update() + { + +#if !MOBILE_INPUT + KeyboardInput(); +#endif + + + + sceneCamera.localPosition = Vector3.SmoothDamp(sceneCamera.localPosition, Vector3.forward*-s_Selected.camOffset, + ref m_CamOffsetVelocity, 1); + + if (s_Selected.mode == Mode.Activate) + { + // this is for a particle system that just needs activating, and needs no interaction (eg, duststorm) + return; + } + + if (CheckForGuiCollision()) return; + + bool oneShotClick = (Input.GetMouseButtonDown(0) && s_Selected.mode == Mode.Instantiate); + bool repeat = (Input.GetMouseButton(0) && s_Selected.mode == Mode.Trail); + + if (oneShotClick || repeat) + { + Ray ray = Camera.main.ScreenPointToRay(Input.mousePosition); + RaycastHit hit; + if (Physics.Raycast(ray, out hit)) + { + var rot = Quaternion.LookRotation(hit.normal); + + if (s_Selected.align == AlignMode.Up) + { + rot = Quaternion.identity; + } + + var pos = hit.point + hit.normal*spawnOffset; + + if ((pos - m_LastPos).magnitude > s_Selected.minDist) + { + if (s_Selected.mode != Mode.Trail || m_Instance == null) + { + m_Instance = (Transform) Instantiate(s_Selected.transform, pos, rot); + + if (m_ParticleMultiplier != null) + { + m_Instance.GetComponent().multiplier = multiply; + } + + m_CurrentParticleList.Add(m_Instance); + + if (s_Selected.maxCount > 0 && m_CurrentParticleList.Count > s_Selected.maxCount) + { + if (m_CurrentParticleList[0] != null) + { + Destroy(m_CurrentParticleList[0].gameObject); + } + m_CurrentParticleList.RemoveAt(0); + } + } + else + { + m_Instance.position = pos; + m_Instance.rotation = rot; + } + + if (s_Selected.mode == Mode.Trail) + { + var emission = m_Instance.transform.GetComponent().emission; + emission.enabled = false; + m_Instance.transform.GetComponent().Emit(1); + } + + m_Instance.parent = hit.transform; + m_LastPos = pos; + } + } + } + } + + +#if !MOBILE_INPUT + void KeyboardInput() + { + if(Input.GetKeyDown(KeyCode.LeftArrow)) + Previous(); + + if (Input.GetKeyDown(KeyCode.RightArrow)) + Next(); + } +#endif + + + bool CheckForGuiCollision() + { + PointerEventData eventData = new PointerEventData(eventSystem); + eventData.pressPosition = Input.mousePosition; + eventData.position = Input.mousePosition; + + List list = new List(); + graphicRaycaster.Raycast(eventData, list); + return list.Count > 0; + } + + private void Select(int i) + { + s_Selected = demoParticles.items[i]; + m_Instance = null; + foreach (var otherEffect in demoParticles.items) + { + if ((otherEffect != s_Selected) && (otherEffect.mode == Mode.Activate)) + { + otherEffect.transform.gameObject.SetActive(false); + } + } + if (s_Selected.mode == Mode.Activate) + { + s_Selected.transform.gameObject.SetActive(true); + } + m_ParticleMultiplier = s_Selected.transform.GetComponent(); + multiply = 1; + if (clearOnChange) + { + while (m_CurrentParticleList.Count > 0) + { + Destroy(m_CurrentParticleList[0].gameObject); + m_CurrentParticleList.RemoveAt(0); + } + } + + instructionText.text = s_Selected.instructionText; + titleText.text = s_Selected.transform.name; + } + + + [Serializable] + public class DemoParticleSystem + { + public Transform transform; + public Mode mode; + public AlignMode align; + public int maxCount; + public float minDist; + public int camOffset = 15; + public string instructionText; + } + + [Serializable] + public class DemoParticleSystemList + { + public DemoParticleSystem[] items; + } + } +} diff --git a/Assets/SampleScenes/Scripts/ParticleSceneControls.cs.meta b/Assets/SampleScenes/Scripts/ParticleSceneControls.cs.meta new file mode 100644 index 00000000..d491f783 --- /dev/null +++ b/Assets/SampleScenes/Scripts/ParticleSceneControls.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: acea13a76cc56d74db53fc5bc2d9d315 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/SampleScenes/Scripts/PlaceTargetWithMouse.cs b/Assets/SampleScenes/Scripts/PlaceTargetWithMouse.cs new file mode 100644 index 00000000..4bc5d1b3 --- /dev/null +++ b/Assets/SampleScenes/Scripts/PlaceTargetWithMouse.cs @@ -0,0 +1,32 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets.SceneUtils +{ + public class PlaceTargetWithMouse : MonoBehaviour + { + public float surfaceOffset = 1.5f; + public GameObject setTargetOn; + + // Update is called once per frame + private void Update() + { + if (!Input.GetMouseButtonDown(0)) + { + return; + } + Ray ray = Camera.main.ScreenPointToRay(Input.mousePosition); + RaycastHit hit; + if (!Physics.Raycast(ray, out hit)) + { + return; + } + transform.position = hit.point + hit.normal*surfaceOffset; + if (setTargetOn != null) + { + setTargetOn.SendMessage("SetTarget", transform); + } + } + } +} diff --git a/Assets/SampleScenes/Scripts/PlaceTargetWithMouse.cs.meta b/Assets/SampleScenes/Scripts/PlaceTargetWithMouse.cs.meta new file mode 100644 index 00000000..07c93bac --- /dev/null +++ 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+ } + + void OnDestroy() + { + Time.timeScale = 1; + } + + public void ChangeSpeed() + { + // toggle slow motion state + m_SlowMo = !m_SlowMo; + + // update button texture + var image = button.targetGraphic as Image; + if (image != null) + { + image.sprite = m_SlowMo ? SlowSpeedTex : FullSpeedTex; + } + + button.targetGraphic = image; + + Time.timeScale = m_SlowMo ? slowSpeed : fullSpeed; + } + } +} diff --git a/Assets/SampleScenes/Scripts/SlowMoButton.cs.meta b/Assets/SampleScenes/Scripts/SlowMoButton.cs.meta new file mode 100644 index 00000000..cbb6ddf5 --- /dev/null +++ b/Assets/SampleScenes/Scripts/SlowMoButton.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: a24b7aa9e2aea85489b4e8071ea81500 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/SampleScenes/Shaders.meta b/Assets/SampleScenes/Shaders.meta new file mode 100644 index 00000000..87f13a8c --- /dev/null +++ b/Assets/SampleScenes/Shaders.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: bf7e2c6946c8b754fb8e8f818aa82fc8 +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/SampleScenes/Shaders/Skybox-Procedural.shader b/Assets/SampleScenes/Shaders/Skybox-Procedural.shader new file mode 100644 index 00000000..d33121f1 --- /dev/null +++ b/Assets/SampleScenes/Shaders/Skybox-Procedural.shader @@ -0,0 +1,244 @@ +// Upgrade NOTE: replaced '_Object2World' with 'unity_ObjectToWorld' + +Shader "Skybox/Procedural" { +Properties { + _SunTint ("Sun Tint", Color) = (1, 1, 1, 1) + _SunStrength ("Sun Strength", Float) = 1.0 + _Color ("Atmosphere Tint", Color) = (.5, .5, .5, 1) + _GroundColor ("Ground", Color) = (.369, .349, .341, 1) + _HdrExposure("HDR Exposure", Float) = 1.3 + +} + +SubShader { + Tags { "Queue"="Background" "RenderType"="Background" "PreviewType"="Skybox" } + Cull Off ZWrite Off + + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + + #include "UnityCG.cginc" + #include "Lighting.cginc" + + + uniform half _HdrExposure; // HDR exposure + uniform half3 _GroundColor; + + half3 _Color; + half3 _SunTint; + half _SunStrength; + + // RGB wavelengths + #define GAMMA .454545 + static const float MN = 2; + static const float MX = .7; + #define WR (0.65*lerp(MN, MX, pow(_Color.r,GAMMA))) + #define WG (0.57*lerp(MN, MX, pow(_Color.g,GAMMA))) + #define WB (0.475*lerp(MN, MX, pow(_Color.b,GAMMA))) + //#define WR pow(0.65,GAMMA) + //#define WG pow(0.57,GAMMA) + //#define WB pow(0.475,GAMMA) + static const float3 kInvWavelength = float3(1.0 / (WR*WR*WR*WR), 1.0 / (WG*WG*WG*WG), 1.0 / (WB*WB*WB*WB)); + #define OUTER_RADIUS 1.025 + static const float kOuterRadius = OUTER_RADIUS; + static const float kOuterRadius2 = OUTER_RADIUS*OUTER_RADIUS; + static const float kInnerRadius = 1.0; + static const float kInnerRadius2 = 1.0; + + static const float kCameraHeight = 0.0001; + + #define kRAYLEIGH 0.0025 // Rayleigh constant + #define kMIE 0.0010 // Mie constant + #define kSUN_BRIGHTNESS 20.0 // Sun brightness + + static const float kKrESun = kRAYLEIGH * kSUN_BRIGHTNESS; + static const float kKmESun = kMIE * kSUN_BRIGHTNESS; + static const float kKr4PI = kRAYLEIGH * 4.0 * 3.14159265; + static const float kKm4PI = kMIE * 4.0 * 3.14159265; + static const float kScale = 1.0 / (OUTER_RADIUS - 1.0); + static const float kScaleDepth = 0.25; + static const float kScaleOverScaleDepth = (1.0 / (OUTER_RADIUS - 1.0)) / 0.25; + static const float kSamples = 2.0; // THIS IS UNROLLED MANUALLY, DON'T TOUCH + + #define MIE_G (-0.990) + #define MIE_G2 0.9801 + + + struct appdata_t { + float4 vertex : POSITION; + }; + + struct v2f { + float4 pos : SV_POSITION; + half3 rayDir : TEXCOORD0; // Vector for incoming ray, normalized ( == -eyeRay ) + half3 cIn : TEXCOORD1; // In-scatter coefficient + half3 cOut : TEXCOORD2; // Out-scatter coefficient + }; + + float scale(float inCos) + { + float x = 1.0 - inCos; + return 0.25 * exp(-0.00287 + x*(0.459 + x*(3.83 + x*(-6.80 + x*5.25)))); + } + + v2f vert (appdata_t v) + { + v2f OUT; + OUT.pos = UnityObjectToClipPos(v.vertex); + + float3 cameraPos = float3(0,kInnerRadius + kCameraHeight,0); // The camera's current position + + // 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float lookAheadReturnSpeed = 0.5f; + public float lookAheadMoveThreshold = 0.1f; + + private float m_OffsetZ; + private Vector3 m_LastTargetPosition; + private Vector3 m_CurrentVelocity; + private Vector3 m_LookAheadPos; + + // Use this for initialization + private void Start() + { + m_LastTargetPosition = target.position; + m_OffsetZ = (transform.position - target.position).z; + transform.parent = null; + } + + + // Update is called once per frame + private void Update() + { + // only update lookahead pos if accelerating or changed direction + float xMoveDelta = (target.position - m_LastTargetPosition).x; + + bool updateLookAheadTarget = Mathf.Abs(xMoveDelta) > lookAheadMoveThreshold; + + if (updateLookAheadTarget) + { + m_LookAheadPos = lookAheadFactor*Vector3.right*Mathf.Sign(xMoveDelta); + } + else + { + m_LookAheadPos = Vector3.MoveTowards(m_LookAheadPos, Vector3.zero, Time.deltaTime*lookAheadReturnSpeed); + } + + Vector3 aheadTargetPos = target.position + m_LookAheadPos + Vector3.forward*m_OffsetZ; + Vector3 newPos = Vector3.SmoothDamp(transform.position, aheadTargetPos, ref m_CurrentVelocity, damping); + + transform.position = newPos; + + m_LastTargetPosition = target.position; + } + } +} diff --git a/Assets/Standard Assets/2D/Scripts/Camera2DFollow.cs.meta b/Assets/Standard Assets/2D/Scripts/Camera2DFollow.cs.meta new file mode 100644 index 00000000..81be27c6 --- /dev/null +++ b/Assets/Standard Assets/2D/Scripts/Camera2DFollow.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 5d8238cc53530b64fbb7828c3d3bb591 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/2D/Scripts/CameraFollow.cs b/Assets/Standard Assets/2D/Scripts/CameraFollow.cs new file mode 100644 index 00000000..e87de97c --- /dev/null +++ b/Assets/Standard Assets/2D/Scripts/CameraFollow.cs @@ -0,0 +1,74 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets._2D +{ + public class CameraFollow : MonoBehaviour + { + public float xMargin = 1f; // Distance in the x axis the player can move before the camera follows. + public float yMargin = 1f; // Distance in the y axis the player can move before the camera follows. + public float xSmooth = 8f; // How smoothly the camera catches up with it's target movement in the x axis. + public float ySmooth = 8f; // How smoothly the camera catches up with it's target movement in the y axis. + public Vector2 maxXAndY; // The maximum x and y coordinates the camera can have. + public Vector2 minXAndY; // The minimum x and y coordinates the camera can have. + + private Transform m_Player; // Reference to the player's transform. + + + private void Awake() + { + // Setting up the reference. + m_Player = GameObject.FindGameObjectWithTag("Player").transform; + } + + + private bool CheckXMargin() + { + // Returns true if the distance between the camera and the player in the x axis is greater than the x margin. + return Mathf.Abs(transform.position.x - m_Player.position.x) > xMargin; + } + + + private bool CheckYMargin() + { + // Returns true if the distance between the camera and the player in the y axis is greater than the y margin. + return Mathf.Abs(transform.position.y - m_Player.position.y) > yMargin; + } + + + private void Update() + { + TrackPlayer(); + } + + + private void TrackPlayer() + { + // By default the target x and y coordinates of the camera are it's current x and y coordinates. + float targetX = transform.position.x; + float targetY = transform.position.y; + + // If the player has moved beyond the x margin... + if (CheckXMargin()) + { + // ... the target x coordinate should be a Lerp between the camera's current x position and the player's current x position. + targetX = Mathf.Lerp(transform.position.x, m_Player.position.x, xSmooth*Time.deltaTime); + } + + // If the player has moved beyond the y margin... + if (CheckYMargin()) + { + // ... the target y coordinate should be a Lerp between the camera's current y position and the player's current y position. + targetY = Mathf.Lerp(transform.position.y, m_Player.position.y, ySmooth*Time.deltaTime); + } + + // The target x and y coordinates should not be larger than the maximum or smaller than the minimum. + targetX = Mathf.Clamp(targetX, minXAndY.x, maxXAndY.x); + targetY = Mathf.Clamp(targetY, minXAndY.y, maxXAndY.y); + + // Set the camera's position to the target position with the same z component. + transform.position = new Vector3(targetX, targetY, transform.position.z); + } + } +} diff --git a/Assets/Standard Assets/2D/Scripts/CameraFollow.cs.meta b/Assets/Standard Assets/2D/Scripts/CameraFollow.cs.meta new file mode 100644 index 00000000..c594c476 --- /dev/null +++ b/Assets/Standard Assets/2D/Scripts/CameraFollow.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: a9dfad760b6e9455593192a6d869f7ed +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + 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+ float h = CrossPlatformInputManager.GetAxis("Horizontal"); + // Pass all parameters to the character control script. + m_Character.Move(h, crouch, m_Jump); + m_Jump = false; + } + } +} diff --git a/Assets/Standard Assets/2D/Scripts/Platformer2DUserControl.cs.meta b/Assets/Standard Assets/2D/Scripts/Platformer2DUserControl.cs.meta new file mode 100644 index 00000000..27474095 --- /dev/null +++ b/Assets/Standard Assets/2D/Scripts/Platformer2DUserControl.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: c3d7b34a3bb2d4e4b926e7e729d3d410 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/2D/Scripts/PlatformerCharacter2D.cs b/Assets/Standard Assets/2D/Scripts/PlatformerCharacter2D.cs new file mode 100644 index 00000000..1e1faa66 --- /dev/null +++ b/Assets/Standard Assets/2D/Scripts/PlatformerCharacter2D.cs @@ -0,0 +1,114 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets._2D +{ + public class PlatformerCharacter2D : MonoBehaviour + { + [SerializeField] private float m_MaxSpeed = 10f; // The fastest the player can travel in the x axis. + [SerializeField] private float m_JumpForce = 400f; // Amount of force added when the player jumps. + [Range(0, 1)] [SerializeField] private float m_CrouchSpeed = .36f; // Amount of maxSpeed applied to crouching movement. 1 = 100% + [SerializeField] private bool m_AirControl = false; // Whether or not a player can steer while jumping; + [SerializeField] private LayerMask m_WhatIsGround; // A mask determining what is ground to the character + + private Transform m_GroundCheck; // A position marking where to check if the player is grounded. + const float k_GroundedRadius = .2f; // Radius of the overlap circle to determine if grounded + private bool m_Grounded; // Whether or not the player is grounded. + private Transform m_CeilingCheck; // A position marking where to check for ceilings + const float k_CeilingRadius = .01f; // Radius of the overlap circle to determine if the player can stand up + private Animator m_Anim; // Reference to the player's animator component. + private Rigidbody2D m_Rigidbody2D; + private bool m_FacingRight = true; // For determining which way the player is currently facing. + + private void Awake() + { + // Setting up references. + m_GroundCheck = transform.Find("GroundCheck"); + m_CeilingCheck = transform.Find("CeilingCheck"); + m_Anim = GetComponent(); + m_Rigidbody2D = GetComponent(); + } + + + private void FixedUpdate() + { + m_Grounded = false; + + // The player is grounded if a circlecast to the groundcheck position hits anything designated as ground + // This can be done using layers instead but Sample Assets will not overwrite your project settings. + Collider2D[] colliders = Physics2D.OverlapCircleAll(m_GroundCheck.position, k_GroundedRadius, m_WhatIsGround); + for (int i = 0; i < colliders.Length; i++) + { + if (colliders[i].gameObject != gameObject) + m_Grounded = true; + } + m_Anim.SetBool("Ground", m_Grounded); + + // Set the vertical animation + m_Anim.SetFloat("vSpeed", m_Rigidbody2D.velocity.y); + } + + + public void Move(float move, bool crouch, bool jump) + { + // If crouching, check to see if the character can stand up + if (!crouch && m_Anim.GetBool("Crouch")) + { + // If the character has a ceiling preventing them from standing up, keep them crouching + if (Physics2D.OverlapCircle(m_CeilingCheck.position, k_CeilingRadius, m_WhatIsGround)) + { + crouch = true; + } + } + + // Set whether or not the character is crouching in the animator + m_Anim.SetBool("Crouch", crouch); + + //only control the player if grounded or airControl is turned on + if (m_Grounded || m_AirControl) + { + // Reduce the speed if crouching by the crouchSpeed multiplier + move = (crouch ? move*m_CrouchSpeed : move); + + // The Speed animator parameter is set to the absolute value of the horizontal input. + m_Anim.SetFloat("Speed", Mathf.Abs(move)); + + // Move the character + m_Rigidbody2D.velocity = new Vector2(move*m_MaxSpeed, m_Rigidbody2D.velocity.y); + + // If the input is moving the player right and the player is facing left... + if (move > 0 && !m_FacingRight) + { + // ... flip the player. + Flip(); + } + // Otherwise if the input is moving the player left and the player is facing right... + else if (move < 0 && m_FacingRight) + { + // ... flip the player. + Flip(); + } + } + // If the player should jump... + if (m_Grounded && jump && m_Anim.GetBool("Ground")) + { + // Add a vertical force to the player. + m_Grounded = false; + m_Anim.SetBool("Ground", false); + m_Rigidbody2D.AddForce(new Vector2(0f, m_JumpForce)); + } + } + + + private void Flip() + { + // Switch the way the player is labelled as facing. + m_FacingRight = !m_FacingRight; + + // Multiply the player's x local scale by -1. + Vector3 theScale = transform.localScale; + theScale.x *= -1; + transform.localScale = theScale; + } + } +} diff --git a/Assets/Standard Assets/2D/Scripts/PlatformerCharacter2D.cs.meta b/Assets/Standard Assets/2D/Scripts/PlatformerCharacter2D.cs.meta new file mode 100644 index 00000000..5dd33b1a --- /dev/null +++ b/Assets/Standard Assets/2D/Scripts/PlatformerCharacter2D.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: d08f91df3bd212f429df17f53ce2f364 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/2D/Scripts/Restarter.cs b/Assets/Standard Assets/2D/Scripts/Restarter.cs new file mode 100644 index 00000000..52cfe456 --- /dev/null +++ b/Assets/Standard Assets/2D/Scripts/Restarter.cs @@ -0,0 +1,17 @@ +using System; +using UnityEngine; +using UnityEngine.SceneManagement; + +namespace UnityStandardAssets._2D +{ + public class Restarter : MonoBehaviour + { + private void OnTriggerEnter2D(Collider2D other) + { + if (other.tag == "Player") + { + 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+++ b/Assets/Standard Assets/Cameras/CameraGuidelines.txt @@ -0,0 +1,33 @@ + +In the Camera Prefabs folder are a few Camera Rigs, explained below. + +To use them, simply drop one into your scene, and set the target field on the root of the camera rig. + +If your player is tagged "Player", you don't even have to assign the target, as by default the cameras will automatically target the first object they find tagged "Player". You can uncheck this option if you don't want it. + +After adding one to your scene, you will also probably want to delete the default "Main Camera" that was in your scene already, since the camera rigs contain their own cameras. + +The "Free Look" camera is designed to follow a target's position, while allowing the user to rotate the angle of the camera with the mouse (or a touch gesture). + +The "Multipurpose" camera is designed to follow a target's position and rotation (or direction of movement) and is useful for many game situations. + +With the "Free Look" and "Multipurpose" camera, the rig is designed so the root object of the rig should always move towards the target's position. The camera offset is specified by the height (the Y value) of the "Pivot" object, and the forward offset of the final "Camera" object. + +A typical set up for this would be to have the Y positional value of the Pivot set to 2 (for 2 meters above the target), and the Z positional value of the Camera set to -6 (for 6 meters behind the pivot). + +If you wanted to adjust the camera to be to one side of the target (eg, for a closer over-shoulder third person view), you should adjust the X position value of the Pivot object. + +Camera Rig <- position will move towards target. + Pivot <- adjust Y position for height, X position for horizontal offset + Camera <- adjust Z position for distance away from target + + +Both the "Free Look" and the "Multipurpose" camera also use the ProtectCameraFromWallClip script, which is intended to stop the camera from passing through items of scenery, as can happen if a character or vehicle targeted by the camera is backed up against a wall. + +The ProtectCameraFromWallClip script examines the distance between the Pivot and the Camera, and attempts to preserve this where possible, but draws the camera in closer to the pivot when colliders are detected. For this reason, if you're using the wall clip script, you can't modify the local offset of the Camera at runtime, because it's being set every frame by the clip protection script. + +The "CCTV Camera" is a little different, being a single GameObject with no hierarchy. Since it doesn't move to follow a target (it only rotates), it doesn't need the wall clip script. Assigning the target works exactly the same as the other Cameras however, and it will also auto target any object tagged "player" unless told otherwise. + +The CCTV camera uses the "LookAtTarget" script, which provides functionality above and beyond Unity's basic "Transform.LookAt" function. It works in local space relative to the object's parent, and allows constraints on the look angle which work relative to the object's starting rotation. Possible uses could be: A view out of the side window of a moving car, A turret which should aim at a target from a moving spaceship, or - as it's used in this case - a CCTV camera which can be placed anywhere and can pan towards a target. + + diff --git a/Assets/Standard Assets/Cameras/CameraGuidelines.txt.meta b/Assets/Standard Assets/Cameras/CameraGuidelines.txt.meta new file mode 100644 index 00000000..818ec1b5 --- /dev/null +++ b/Assets/Standard Assets/Cameras/CameraGuidelines.txt.meta @@ -0,0 +1,5 @@ +fileFormatVersion: 2 +guid: 86f4276d9602ff547968823666aa5699 +TextScriptImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Prefabs.meta b/Assets/Standard Assets/Cameras/Prefabs.meta new file mode 100644 index 00000000..ad547507 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Prefabs.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: a869b219648fd6c47a3c134f3520ccff +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git 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diff --git a/Assets/Standard Assets/Cameras/Scripts/AbstractTargetFollower.cs b/Assets/Standard Assets/Cameras/Scripts/AbstractTargetFollower.cs new file mode 100644 index 00000000..092bbb28 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/AbstractTargetFollower.cs @@ -0,0 +1,104 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Cameras +{ + public abstract class AbstractTargetFollower : MonoBehaviour + { + public enum UpdateType // The available methods of updating are: + { + FixedUpdate, // Update in FixedUpdate (for tracking rigidbodies). + LateUpdate, // Update in LateUpdate. (for tracking objects that are moved in Update) + ManualUpdate, // user must call to update camera + } + + [SerializeField] protected Transform m_Target; // The target object to follow + [SerializeField] private bool m_AutoTargetPlayer = true; // Whether the rig should automatically target the player. + [SerializeField] private UpdateType m_UpdateType; // stores the selected update type + + protected Rigidbody targetRigidbody; + + + protected virtual void Start() + { + // if auto targeting is used, find the object tagged "Player" + // any class inheriting from this should call base.Start() to perform this action! + if (m_AutoTargetPlayer) + { + FindAndTargetPlayer(); + } + if (m_Target == null) return; + targetRigidbody = m_Target.GetComponent(); + } + + + private void FixedUpdate() + { + // we update from here if updatetype is set to Fixed, or in auto mode, + // if the target has a rigidbody, and isn't kinematic. + if (m_AutoTargetPlayer && (m_Target == null || !m_Target.gameObject.activeSelf)) + { + FindAndTargetPlayer(); + } + if (m_UpdateType == UpdateType.FixedUpdate) + { + FollowTarget(Time.deltaTime); + } + } + + + private void LateUpdate() + { + // we update from here if updatetype is set to Late, or in auto mode, + // if the target does not have a rigidbody, or - does have a rigidbody but is set to kinematic. + if (m_AutoTargetPlayer && (m_Target == null || !m_Target.gameObject.activeSelf)) + { + FindAndTargetPlayer(); + } + if (m_UpdateType == UpdateType.LateUpdate) + { + FollowTarget(Time.deltaTime); + } + } + + + public void ManualUpdate() + { + // we update from here if updatetype is set to Late, or in auto mode, + // if the target does not have a rigidbody, or - does have a rigidbody but is set to kinematic. + if (m_AutoTargetPlayer && (m_Target == null || !m_Target.gameObject.activeSelf)) + { + FindAndTargetPlayer(); + } + if (m_UpdateType == UpdateType.ManualUpdate) + { + FollowTarget(Time.deltaTime); + } + } + + protected abstract void FollowTarget(float deltaTime); + + + public void FindAndTargetPlayer() + { + // auto target an object tagged player, if no target has been assigned + var targetObj = GameObject.FindGameObjectWithTag("Player"); + if (targetObj) + { + SetTarget(targetObj.transform); + } + } + + + public virtual void SetTarget(Transform newTransform) + { + m_Target = newTransform; + } + + + public Transform Target + { + get { return m_Target; } + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/AbstractTargetFollower.cs.meta b/Assets/Standard Assets/Cameras/Scripts/AbstractTargetFollower.cs.meta new file mode 100644 index 00000000..da819d75 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/AbstractTargetFollower.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 89a534d869bfccd49bebf7cb6fb244b6 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Scripts/AutoCam.cs b/Assets/Standard Assets/Cameras/Scripts/AutoCam.cs new file mode 100644 index 00000000..906ae0f5 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/AutoCam.cs @@ -0,0 +1,107 @@ +using System; +using UnityEngine; +#if UNITY_EDITOR + +#endif + +namespace UnityStandardAssets.Cameras +{ + [ExecuteInEditMode] + public class AutoCam : PivotBasedCameraRig + { + [SerializeField] private float m_MoveSpeed = 3; // How fast the rig will move to keep up with target's position + [SerializeField] private float m_TurnSpeed = 1; // How fast the rig will turn to keep up with target's rotation + [SerializeField] private float m_RollSpeed = 0.2f;// How fast the rig will roll (around Z axis) to match target's roll. + [SerializeField] private bool m_FollowVelocity = false;// Whether the rig will rotate in the direction of the target's velocity. + [SerializeField] private bool m_FollowTilt = true; // Whether the rig will tilt (around X axis) with the target. + [SerializeField] private float m_SpinTurnLimit = 90;// The threshold beyond which the camera stops following the target's rotation. (used in situations where a car spins out, for example) + [SerializeField] private float m_TargetVelocityLowerLimit = 4f;// the minimum velocity above which the camera turns towards the object's velocity. Below this we use the object's forward direction. + [SerializeField] private float m_SmoothTurnTime = 0.2f; // the smoothing for the camera's rotation + + private float m_LastFlatAngle; // The relative angle of the target and the rig from the previous frame. + private float m_CurrentTurnAmount; // How much to turn the camera + private float m_TurnSpeedVelocityChange; // The change in the turn speed velocity + private Vector3 m_RollUp = Vector3.up;// The roll of the camera around the z axis ( generally this will always just be up ) + + + protected override void FollowTarget(float deltaTime) + { + // if no target, or no time passed then we quit early, as there is nothing to do + if (!(deltaTime > 0) || m_Target == null) + { + return; + } + + // initialise some vars, we'll be modifying these in a moment + var targetForward = m_Target.forward; + var targetUp = m_Target.up; + + if (m_FollowVelocity && Application.isPlaying) + { + // in follow velocity mode, the camera's rotation is aligned towards the object's velocity direction + // but only if the object is traveling faster than a given threshold. + + if (targetRigidbody.velocity.magnitude > m_TargetVelocityLowerLimit) + { + // velocity is high enough, so we'll use the target's velocty + targetForward = targetRigidbody.velocity.normalized; + targetUp = Vector3.up; + } + else + { + targetUp = Vector3.up; + } + m_CurrentTurnAmount = Mathf.SmoothDamp(m_CurrentTurnAmount, 1, ref m_TurnSpeedVelocityChange, m_SmoothTurnTime); + } + else + { + // we're in 'follow rotation' mode, where the camera rig's rotation follows the object's rotation. + + // This section allows the camera to stop following the target's rotation when the target is spinning too fast. + // eg when a car has been knocked into a spin. The camera will resume following the rotation + // of the target when the target's angular velocity slows below the threshold. + var currentFlatAngle = Mathf.Atan2(targetForward.x, targetForward.z)*Mathf.Rad2Deg; + if (m_SpinTurnLimit > 0) + { + var targetSpinSpeed = Mathf.Abs(Mathf.DeltaAngle(m_LastFlatAngle, currentFlatAngle))/deltaTime; + var desiredTurnAmount = Mathf.InverseLerp(m_SpinTurnLimit, m_SpinTurnLimit*0.75f, targetSpinSpeed); + var turnReactSpeed = (m_CurrentTurnAmount > desiredTurnAmount ? .1f : 1f); + if (Application.isPlaying) + { + m_CurrentTurnAmount = Mathf.SmoothDamp(m_CurrentTurnAmount, desiredTurnAmount, + ref m_TurnSpeedVelocityChange, turnReactSpeed); + } + else + { + // for editor mode, smoothdamp won't work because it uses deltaTime internally + m_CurrentTurnAmount = desiredTurnAmount; + } + } + else + { + m_CurrentTurnAmount = 1; + } + m_LastFlatAngle = currentFlatAngle; + } + + // camera position moves towards target position: + transform.position = Vector3.Lerp(transform.position, m_Target.position, deltaTime*m_MoveSpeed); + + // camera's rotation is split into two parts, which can have independend speed settings: + // rotating towards the target's forward direction (which encompasses its 'yaw' and 'pitch') + if (!m_FollowTilt) + { + targetForward.y = 0; + if (targetForward.sqrMagnitude < float.Epsilon) + { + targetForward = transform.forward; + } + } + var rollRotation = Quaternion.LookRotation(targetForward, m_RollUp); + + // and aligning with the target object's up direction (i.e. its 'roll') + m_RollUp = m_RollSpeed > 0 ? Vector3.Slerp(m_RollUp, targetUp, m_RollSpeed*deltaTime) : Vector3.up; + transform.rotation = Quaternion.Lerp(transform.rotation, rollRotation, m_TurnSpeed*m_CurrentTurnAmount*deltaTime); + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/AutoCam.cs.meta b/Assets/Standard Assets/Cameras/Scripts/AutoCam.cs.meta new file mode 100644 index 00000000..77830cf1 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/AutoCam.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: a8d3968294210ba4a9d2bb96dfa74a16 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Scripts/FreeLookCam.cs b/Assets/Standard Assets/Cameras/Scripts/FreeLookCam.cs new file mode 100644 index 00000000..cf3485c5 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/FreeLookCam.cs @@ -0,0 +1,115 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput; + +namespace UnityStandardAssets.Cameras +{ + public class FreeLookCam : PivotBasedCameraRig + { + // This script is designed to be placed on the root object of a camera rig, + // comprising 3 gameobjects, each parented to the next: + + // Camera Rig + // Pivot + // Camera + + [SerializeField] private float m_MoveSpeed = 1f; // How fast the rig will move to keep up with the target's position. + [Range(0f, 10f)] [SerializeField] private float m_TurnSpeed = 1.5f; // How fast the rig will rotate from user input. + [SerializeField] private float m_TurnSmoothing = 0.0f; // How much smoothing to apply to the turn input, to reduce mouse-turn jerkiness + [SerializeField] private float m_TiltMax = 75f; // The maximum value of the x axis rotation of the pivot. + [SerializeField] private float m_TiltMin = 45f; // The minimum value of the x axis rotation of the pivot. + [SerializeField] private bool m_LockCursor = false; // Whether the cursor should be hidden and locked. + [SerializeField] private bool m_VerticalAutoReturn = false; // set wether or not the vertical axis should auto return + + private float m_LookAngle; // The rig's y axis rotation. + private float m_TiltAngle; // The pivot's x axis rotation. + private const float k_LookDistance = 100f; // How far in front of the pivot the character's look target is. + private Vector3 m_PivotEulers; + private Quaternion m_PivotTargetRot; + private Quaternion m_TransformTargetRot; + + protected override void Awake() + { + base.Awake(); + // Lock or unlock the cursor. + Cursor.lockState = m_LockCursor ? CursorLockMode.Locked : CursorLockMode.None; + Cursor.visible = !m_LockCursor; + m_PivotEulers = m_Pivot.rotation.eulerAngles; + + m_PivotTargetRot = m_Pivot.transform.localRotation; + m_TransformTargetRot = transform.localRotation; + } + + + protected void Update() + { + HandleRotationMovement(); + if (m_LockCursor && Input.GetMouseButtonUp(0)) + { + Cursor.lockState = m_LockCursor ? CursorLockMode.Locked : CursorLockMode.None; + Cursor.visible = !m_LockCursor; + } + } + + + private void OnDisable() + { + Cursor.lockState = CursorLockMode.None; + Cursor.visible = true; + } + + + protected override void FollowTarget(float deltaTime) + { + if (m_Target == null) return; + // Move the rig towards target position. + transform.position = Vector3.Lerp(transform.position, m_Target.position, deltaTime*m_MoveSpeed); + } + + + private void HandleRotationMovement() + { + if(Time.timeScale < float.Epsilon) + return; + + // Read the user input + var x = CrossPlatformInputManager.GetAxis("Mouse X"); + var y = CrossPlatformInputManager.GetAxis("Mouse Y"); + + // Adjust the look angle by an amount proportional to the turn speed and horizontal input. + m_LookAngle += x*m_TurnSpeed; + + // Rotate the rig (the root object) around Y axis only: + m_TransformTargetRot = Quaternion.Euler(0f, m_LookAngle, 0f); + + if (m_VerticalAutoReturn) + { + // For tilt input, we need to behave differently depending on whether we're using mouse or touch input: + // on mobile, vertical input is directly mapped to tilt value, so it springs back automatically when the look input is released + // we have to test whether above or below zero because we want to auto-return to zero even if min and max are not symmetrical. + m_TiltAngle = y > 0 ? Mathf.Lerp(0, -m_TiltMin, y) : Mathf.Lerp(0, m_TiltMax, -y); + } + else + { + // on platforms with a mouse, we adjust the current angle based on Y mouse input and turn speed + m_TiltAngle -= y*m_TurnSpeed; + // and make sure the new value is within the tilt range + m_TiltAngle = Mathf.Clamp(m_TiltAngle, -m_TiltMin, m_TiltMax); + } + + // Tilt input around X is applied to the pivot (the child of this object) + m_PivotTargetRot = Quaternion.Euler(m_TiltAngle, m_PivotEulers.y , m_PivotEulers.z); + + if (m_TurnSmoothing > 0) + { + m_Pivot.localRotation = Quaternion.Slerp(m_Pivot.localRotation, m_PivotTargetRot, m_TurnSmoothing * Time.deltaTime); + transform.localRotation = Quaternion.Slerp(transform.localRotation, m_TransformTargetRot, m_TurnSmoothing * Time.deltaTime); + } + else + { + m_Pivot.localRotation = m_PivotTargetRot; + transform.localRotation = m_TransformTargetRot; + } + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/FreeLookCam.cs.meta b/Assets/Standard Assets/Cameras/Scripts/FreeLookCam.cs.meta new file mode 100644 index 00000000..9b51a269 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/FreeLookCam.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: e44af8091779fcb40801d5b284353dbe +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Scripts/HandHeldCam.cs b/Assets/Standard Assets/Cameras/Scripts/HandHeldCam.cs new file mode 100644 index 00000000..837cf5c7 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/HandHeldCam.cs @@ -0,0 +1,33 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Cameras +{ + public class HandHeldCam : LookatTarget + { + [SerializeField] private float m_SwaySpeed = .5f; + [SerializeField] private float m_BaseSwayAmount = .5f; + [SerializeField] private float m_TrackingSwayAmount = .5f; + [Range(-1, 1)] [SerializeField] private float m_TrackingBias = 0; + + + protected override void FollowTarget(float deltaTime) + { + base.FollowTarget(deltaTime); + + float bx = (Mathf.PerlinNoise(0, Time.time*m_SwaySpeed) - 0.5f); + float by = (Mathf.PerlinNoise(0, (Time.time*m_SwaySpeed) + 100)) - 0.5f; + + bx *= m_BaseSwayAmount; + by *= m_BaseSwayAmount; + + float tx = (Mathf.PerlinNoise(0, Time.time*m_SwaySpeed) - 0.5f) + m_TrackingBias; + float ty = ((Mathf.PerlinNoise(0, (Time.time*m_SwaySpeed) + 100)) - 0.5f) + m_TrackingBias; + + tx *= -m_TrackingSwayAmount*m_FollowVelocity.x; + ty *= m_TrackingSwayAmount*m_FollowVelocity.y; + + transform.Rotate(bx + tx, by + ty, 0); + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/HandHeldCam.cs.meta b/Assets/Standard Assets/Cameras/Scripts/HandHeldCam.cs.meta new file mode 100644 index 00000000..7b64b3b4 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/HandHeldCam.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: d947636a9390f6a46a121124154e6e3f +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Scripts/LookatTarget.cs b/Assets/Standard Assets/Cameras/Scripts/LookatTarget.cs new file mode 100644 index 00000000..a33b3a6f --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/LookatTarget.cs @@ -0,0 +1,66 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Cameras +{ + public class LookatTarget : AbstractTargetFollower + { + // A simple script to make one object look at another, + // but with optional constraints which operate relative to + // this gameobject's initial rotation. + + // Only rotates around local X and Y. + + // Works in local coordinates, so if this object is parented + // to another moving gameobject, its local constraints will + // operate correctly + // (Think: looking out the side window of a car, or a gun turret + // on a moving spaceship with a limited angular range) + + // to have no constraints on an axis, set the rotationRange greater than 360. + + [SerializeField] private Vector2 m_RotationRange; + [SerializeField] private float m_FollowSpeed = 1; + + private Vector3 m_FollowAngles; + private Quaternion m_OriginalRotation; + + protected Vector3 m_FollowVelocity; + + + // Use this for initialization + protected override void Start() + { + base.Start(); + m_OriginalRotation = transform.localRotation; + } + + + protected override void FollowTarget(float deltaTime) + { + // we make initial calculations from the original local rotation + transform.localRotation = m_OriginalRotation; + + // tackle rotation around Y first + Vector3 localTarget = transform.InverseTransformPoint(m_Target.position); + float yAngle = Mathf.Atan2(localTarget.x, localTarget.z)*Mathf.Rad2Deg; + + yAngle = Mathf.Clamp(yAngle, -m_RotationRange.y*0.5f, m_RotationRange.y*0.5f); + transform.localRotation = m_OriginalRotation*Quaternion.Euler(0, yAngle, 0); + + // then recalculate new local target position for rotation around X + localTarget = transform.InverseTransformPoint(m_Target.position); + float xAngle = Mathf.Atan2(localTarget.y, localTarget.z)*Mathf.Rad2Deg; + xAngle = Mathf.Clamp(xAngle, -m_RotationRange.x*0.5f, m_RotationRange.x*0.5f); + var targetAngles = new Vector3(m_FollowAngles.x + Mathf.DeltaAngle(m_FollowAngles.x, xAngle), + m_FollowAngles.y + Mathf.DeltaAngle(m_FollowAngles.y, yAngle)); + + // smoothly interpolate the current angles to the target angles + m_FollowAngles = Vector3.SmoothDamp(m_FollowAngles, targetAngles, ref m_FollowVelocity, m_FollowSpeed); + + + // and update the gameobject itself + transform.localRotation = m_OriginalRotation*Quaternion.Euler(-m_FollowAngles.x, m_FollowAngles.y, 0); + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/LookatTarget.cs.meta b/Assets/Standard Assets/Cameras/Scripts/LookatTarget.cs.meta new file mode 100644 index 00000000..a2010957 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/LookatTarget.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: f2ec2b96de5640e42a622fc3064f1c80 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Scripts/PivotBasedCameraRig.cs b/Assets/Standard Assets/Cameras/Scripts/PivotBasedCameraRig.cs new file mode 100644 index 00000000..cc76a6a7 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/PivotBasedCameraRig.cs @@ -0,0 +1,28 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets.Cameras +{ + public abstract class PivotBasedCameraRig : AbstractTargetFollower + { + // This script is designed to be placed on the root object of a camera rig, + // comprising 3 gameobjects, each parented to the next: + + // Camera Rig + // Pivot + // Camera + + protected Transform m_Cam; // the transform of the camera + protected Transform m_Pivot; // the point at which the camera pivots around + protected Vector3 m_LastTargetPosition; + + + protected virtual void Awake() + { + // find the camera in the object hierarchy + m_Cam = GetComponentInChildren().transform; + m_Pivot = m_Cam.parent; + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/PivotBasedCameraRig.cs.meta b/Assets/Standard Assets/Cameras/Scripts/PivotBasedCameraRig.cs.meta new file mode 100644 index 00000000..701f56f8 --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/PivotBasedCameraRig.cs.meta @@ -0,0 +1,11 @@ +fileFormatVersion: 2 +guid: 58cb183e16853564e9ed457f8a296db1 +labels: +- Done +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Scripts/ProtectCameraFromWallClip.cs b/Assets/Standard Assets/Cameras/Scripts/ProtectCameraFromWallClip.cs new file mode 100644 index 00000000..03129f8c --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/ProtectCameraFromWallClip.cs @@ -0,0 +1,124 @@ +using System; +using System.Collections; +using UnityEngine; + +namespace UnityStandardAssets.Cameras +{ + public class ProtectCameraFromWallClip : MonoBehaviour + { + public float clipMoveTime = 0.05f; // time taken to move when avoiding cliping (low value = fast, which it should be) + public float returnTime = 0.4f; // time taken to move back towards desired position, when not clipping (typically should be a higher value than clipMoveTime) + public float sphereCastRadius = 0.1f; // the radius of the sphere used to test for object between camera and target + public bool visualiseInEditor; // toggle for visualising the algorithm through lines for the raycast in the editor + public float closestDistance = 0.5f; // the closest distance the camera can be from the target + public bool protecting { get; private set; } // used for determining if there is an object between the target and the camera + public string dontClipTag = "Player"; // don't clip against objects with this tag (useful for not clipping against the targeted object) + + private Transform m_Cam; // the transform of the camera + private Transform m_Pivot; // the point at which the camera pivots around + private float m_OriginalDist; // the original distance to the camera before any modification are made + private float m_MoveVelocity; // the velocity at which the camera moved + private float m_CurrentDist; // the current distance from the camera to the target + private Ray m_Ray = new Ray(); // the ray used in the lateupdate for casting between the camera and the target + private RaycastHit[] m_Hits; // the hits between the camera and the target + private RayHitComparer m_RayHitComparer; // variable to compare raycast hit distances + + + private void Start() + { + // find the camera in the object hierarchy + m_Cam = GetComponentInChildren().transform; + m_Pivot = m_Cam.parent; + m_OriginalDist = m_Cam.localPosition.magnitude; + m_CurrentDist = m_OriginalDist; + + // create a new RayHitComparer + m_RayHitComparer = new RayHitComparer(); + } + + + private void LateUpdate() + { + // initially set the target distance + float targetDist = m_OriginalDist; + + m_Ray.origin = m_Pivot.position + m_Pivot.forward*sphereCastRadius; + m_Ray.direction = -m_Pivot.forward; + + // initial check to see if start of spherecast intersects anything + var cols = Physics.OverlapSphere(m_Ray.origin, sphereCastRadius); + + bool initialIntersect = false; + bool hitSomething = false; + + // loop through all the collisions to check if something we care about + for (int i = 0; i < cols.Length; i++) + { + if ((!cols[i].isTrigger) && + !(cols[i].attachedRigidbody != null && cols[i].attachedRigidbody.CompareTag(dontClipTag))) + { + initialIntersect = true; + break; + } + } + + // if there is a collision + if (initialIntersect) + { + m_Ray.origin += m_Pivot.forward*sphereCastRadius; + + // do a raycast and gather all the intersections + m_Hits = Physics.RaycastAll(m_Ray, m_OriginalDist - sphereCastRadius); + } + else + { + // if there was no collision do a sphere cast to see if there were any other collisions + m_Hits = Physics.SphereCastAll(m_Ray, sphereCastRadius, m_OriginalDist + sphereCastRadius); + } + + // sort the collisions by distance + Array.Sort(m_Hits, m_RayHitComparer); + + // set the variable used for storing the closest to be as far as possible + float nearest = Mathf.Infinity; + + // loop through all the collisions + for (int i = 0; i < m_Hits.Length; i++) + { + // only deal with the collision if it was closer than the previous one, not a trigger, and not attached to a rigidbody tagged with the dontClipTag + if (m_Hits[i].distance < nearest && (!m_Hits[i].collider.isTrigger) && + !(m_Hits[i].collider.attachedRigidbody != null && + m_Hits[i].collider.attachedRigidbody.CompareTag(dontClipTag))) + { + // change the nearest collision to latest + nearest = m_Hits[i].distance; + targetDist = -m_Pivot.InverseTransformPoint(m_Hits[i].point).z; + hitSomething = true; + } + } + + // visualise the cam clip effect in the editor + if (hitSomething) + { + Debug.DrawRay(m_Ray.origin, -m_Pivot.forward*(targetDist + sphereCastRadius), Color.red); + } + + // hit something so move the camera to a better position + protecting = hitSomething; + m_CurrentDist = Mathf.SmoothDamp(m_CurrentDist, targetDist, ref m_MoveVelocity, + m_CurrentDist > targetDist ? clipMoveTime : returnTime); + m_CurrentDist = Mathf.Clamp(m_CurrentDist, closestDistance, m_OriginalDist); + m_Cam.localPosition = -Vector3.forward*m_CurrentDist; + } + + + // comparer for check distances in ray cast hits + public class RayHitComparer : IComparer + { + public int Compare(object x, object y) + { + return ((RaycastHit) x).distance.CompareTo(((RaycastHit) y).distance); + } + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/ProtectCameraFromWallClip.cs.meta b/Assets/Standard Assets/Cameras/Scripts/ProtectCameraFromWallClip.cs.meta new file mode 100644 index 00000000..99ac1cdf --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/ProtectCameraFromWallClip.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 94b04ec3bda6b7747aa53936ef3b0ae2 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Cameras/Scripts/TargetFieldOfView.cs b/Assets/Standard Assets/Cameras/Scripts/TargetFieldOfView.cs new file mode 100644 index 00000000..a5aedefd --- /dev/null +++ b/Assets/Standard Assets/Cameras/Scripts/TargetFieldOfView.cs @@ -0,0 +1,79 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets.Cameras +{ + public class TargetFieldOfView : AbstractTargetFollower + { + // This script is primarily designed to be used with the "LookAtTarget" script to enable a + // CCTV style camera looking at a target to also adjust its field of view (zoom) to fit the + // target (so that it zooms in as the target becomes further away). + // When used with a follow cam, it will automatically use the same target. + + [SerializeField] private float m_FovAdjustTime = 1; // the time taken to adjust the current FOV to the desired target FOV amount. + [SerializeField] private float m_ZoomAmountMultiplier = 2; // a multiplier for the FOV amount. 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m_FovAdjustVelocity, m_FovAdjustTime); + } + + + public override void SetTarget(Transform newTransform) + { + base.SetTarget(newTransform); + m_BoundSize = MaxBoundsExtent(newTransform, m_IncludeEffectsInSize); + } + + + public static float MaxBoundsExtent(Transform obj, bool includeEffects) + { + // get the maximum bounds extent of object, including all child renderers, + // but excluding particles and trails, for FOV zooming effect. + + var renderers = obj.GetComponentsInChildren(); + + Bounds bounds = new Bounds(); + bool initBounds = false; + foreach (Renderer r in renderers) + { + if (!((r is TrailRenderer) || (r is ParticleSystemRenderer))) + { + if (!initBounds) + { + initBounds = true; + bounds = r.bounds; + } + else + { + bounds.Encapsulate(r.bounds); + } + } + } + float max = Mathf.Max(bounds.extents.x, bounds.extents.y, bounds.extents.z); + return max; + } + } +} diff --git a/Assets/Standard Assets/Cameras/Scripts/TargetFieldOfView.cs.meta b/Assets/Standard 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There's usually no need to create your own from the separate scripts provided. Just drop the prefab into your scene and you're good to go. + + +The simplest way to get started with the First Person Character is to follow these steps: + +1) Start with a suitable scene. There ought to be enough flat ground to walk around on. + +2) Place the "FirstPersonCharacter" prefab in the scene. + +3) If present, delete the "Main Camera" that exists in new scenes by default. The First Person Character prefab contains its own camera, so you don't need the default camera, or any of the camera rigs to use it. + +The first-person character is made up of a few components acting together. The FirstPersonCharacter script provides the functionality of moving, strafing and jumping. The SimpleMouseRotator provides the functionality of turning the body of the character left and right, and another copy of the same script on the "FirstPersonCamera" controls the looking-up-and-down effect. + +There is also an optional "Head Bob" script which provides a head bobbing effect and optionally also plays footstep sounds in sync with the head bobbing. This script can be disabled or removed if required. + +There are a number of simple adjustable settings on each component allowing you to change the movement speed, jump power, head bob style, and more. For more detail about each setting, see the comments in each script. + +The Character script also requires references to "zero friction" and "max friction" physics materials. 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1f)] private float m_RunstepLenghten; + [SerializeField] private float m_JumpSpeed; + [SerializeField] private float m_StickToGroundForce; + [SerializeField] private float m_GravityMultiplier; + [SerializeField] private MouseLook m_MouseLook; + [SerializeField] private bool m_UseFovKick; + [SerializeField] private FOVKick m_FovKick = new FOVKick(); + [SerializeField] private bool m_UseHeadBob; + [SerializeField] private CurveControlledBob m_HeadBob = new CurveControlledBob(); + [SerializeField] private LerpControlledBob m_JumpBob = new LerpControlledBob(); + [SerializeField] private float m_StepInterval; + [SerializeField] private AudioClip[] m_FootstepSounds; // an array of footstep sounds that will be randomly selected from. + [SerializeField] private AudioClip m_JumpSound; // the sound played when character leaves the ground. + [SerializeField] private AudioClip m_LandSound; // the sound played when character touches back on ground. + + private Camera m_Camera; + private bool m_Jump; + private float m_YRotation; + private Vector2 m_Input; + private Vector3 m_MoveDir = Vector3.zero; + private CharacterController m_CharacterController; + private CollisionFlags m_CollisionFlags; + private bool m_PreviouslyGrounded; + private Vector3 m_OriginalCameraPosition; + private float m_StepCycle; + private float m_NextStep; + private bool m_Jumping; + private AudioSource m_AudioSource; + + // Use this for initialization + private void Start() + { + m_CharacterController = GetComponent(); + m_Camera = Camera.main; + m_OriginalCameraPosition = m_Camera.transform.localPosition; + m_FovKick.Setup(m_Camera); + m_HeadBob.Setup(m_Camera, m_StepInterval); + m_StepCycle = 0f; + m_NextStep = m_StepCycle/2f; + m_Jumping = false; + m_AudioSource = GetComponent(); + m_MouseLook.Init(transform , m_Camera.transform); + } + + + // Update is called once per frame + private void Update() + { + RotateView(); + // the jump state needs to read here to make sure it is not missed + if (!m_Jump) + { + m_Jump = CrossPlatformInputManager.GetButtonDown("Jump"); + } + + if (!m_PreviouslyGrounded && m_CharacterController.isGrounded) + { + StartCoroutine(m_JumpBob.DoBobCycle()); + PlayLandingSound(); + m_MoveDir.y = 0f; + m_Jumping = false; + } + if (!m_CharacterController.isGrounded && !m_Jumping && m_PreviouslyGrounded) + { + m_MoveDir.y = 0f; + } + + m_PreviouslyGrounded = m_CharacterController.isGrounded; + } + + + private void PlayLandingSound() + { + m_AudioSource.clip = m_LandSound; + m_AudioSource.Play(); + m_NextStep = m_StepCycle + .5f; + } + + + private void FixedUpdate() + { + float speed; + GetInput(out speed); + // always move along the camera forward as it is the direction that it being aimed at + Vector3 desiredMove = transform.forward*m_Input.y + transform.right*m_Input.x; + + // get a normal for the surface that is being touched to move along it + RaycastHit hitInfo; + Physics.SphereCast(transform.position, m_CharacterController.radius, Vector3.down, out hitInfo, + m_CharacterController.height/2f, Physics.AllLayers, QueryTriggerInteraction.Ignore); + desiredMove = Vector3.ProjectOnPlane(desiredMove, hitInfo.normal).normalized; + + m_MoveDir.x = desiredMove.x*speed; + m_MoveDir.z = desiredMove.z*speed; + + + if (m_CharacterController.isGrounded) + { + m_MoveDir.y = -m_StickToGroundForce; + + if (m_Jump) + { + m_MoveDir.y = m_JumpSpeed; + PlayJumpSound(); + m_Jump = false; + m_Jumping = true; + } + } + else + { + m_MoveDir += Physics.gravity*m_GravityMultiplier*Time.fixedDeltaTime; + } + m_CollisionFlags = m_CharacterController.Move(m_MoveDir*Time.fixedDeltaTime); + + ProgressStepCycle(speed); + UpdateCameraPosition(speed); + + m_MouseLook.UpdateCursorLock(); + } + + + private void PlayJumpSound() + { + m_AudioSource.clip = m_JumpSound; + m_AudioSource.Play(); + } + + + private void ProgressStepCycle(float speed) + { + if (m_CharacterController.velocity.sqrMagnitude > 0 && (m_Input.x != 0 || m_Input.y != 0)) + { + m_StepCycle += (m_CharacterController.velocity.magnitude + (speed*(m_IsWalking ? 1f : m_RunstepLenghten)))* + Time.fixedDeltaTime; + } + + if (!(m_StepCycle > m_NextStep)) + { + return; + } + + m_NextStep = m_StepCycle + m_StepInterval; + + PlayFootStepAudio(); + } + + + private void PlayFootStepAudio() + { + if (!m_CharacterController.isGrounded) + { + return; + } + // pick & play a random footstep sound from the array, + // excluding sound at index 0 + int n = Random.Range(1, m_FootstepSounds.Length); + m_AudioSource.clip = m_FootstepSounds[n]; + m_AudioSource.PlayOneShot(m_AudioSource.clip); + // move picked sound to index 0 so it's not picked next time + m_FootstepSounds[n] = m_FootstepSounds[0]; + m_FootstepSounds[0] = m_AudioSource.clip; + } + + + private void UpdateCameraPosition(float speed) + { + Vector3 newCameraPosition; + if (!m_UseHeadBob) + { + return; + } + if (m_CharacterController.velocity.magnitude > 0 && m_CharacterController.isGrounded) + { + m_Camera.transform.localPosition = + m_HeadBob.DoHeadBob(m_CharacterController.velocity.magnitude + + (speed*(m_IsWalking ? 1f : m_RunstepLenghten))); + newCameraPosition = m_Camera.transform.localPosition; + newCameraPosition.y = m_Camera.transform.localPosition.y - m_JumpBob.Offset(); + } + else + { + newCameraPosition = m_Camera.transform.localPosition; + newCameraPosition.y = m_OriginalCameraPosition.y - m_JumpBob.Offset(); + } + m_Camera.transform.localPosition = newCameraPosition; + } + + + private void GetInput(out float speed) + { + // Read input + float horizontal = CrossPlatformInputManager.GetAxis("Horizontal"); + float vertical = CrossPlatformInputManager.GetAxis("Vertical"); + + bool waswalking = m_IsWalking; + +#if !MOBILE_INPUT + // On standalone builds, walk/run speed is modified by a key press. + // keep track of whether or not the character is walking or running + m_IsWalking = !Input.GetKey(KeyCode.LeftShift); +#endif + // set the desired speed to be walking or running + speed = m_IsWalking ? m_WalkSpeed : m_RunSpeed; + m_Input = new Vector2(horizontal, vertical); + + // normalize input if it exceeds 1 in combined length: + if (m_Input.sqrMagnitude > 1) + { + m_Input.Normalize(); + } + + // handle speed change to give an fov kick + // only if the player is going to a run, is running and the fovkick is to be used + if (m_IsWalking != waswalking && m_UseFovKick && m_CharacterController.velocity.sqrMagnitude > 0) + { + StopAllCoroutines(); + StartCoroutine(!m_IsWalking ? m_FovKick.FOVKickUp() : m_FovKick.FOVKickDown()); + } + } + + + private void RotateView() + { + m_MouseLook.LookRotation (transform, m_Camera.transform); + } + + + private void OnControllerColliderHit(ControllerColliderHit hit) + { + Rigidbody body = hit.collider.attachedRigidbody; + //dont move the rigidbody if the character is on top of it + if (m_CollisionFlags == CollisionFlags.Below) + { + return; + } + + if (body == null || body.isKinematic) + { + return; + } + body.AddForceAtPosition(m_CharacterController.velocity*0.1f, hit.point, ForceMode.Impulse); + } + } +} diff --git a/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/FirstPersonController.cs.meta b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/FirstPersonController.cs.meta new file mode 100644 index 00000000..437171c5 --- /dev/null +++ b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/FirstPersonController.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 05ec5cf00ca181d45a42ba1870e148c3 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/HeadBob.cs b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/HeadBob.cs new file mode 100644 index 00000000..06ddecc5 --- /dev/null +++ b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/HeadBob.cs @@ -0,0 +1,55 @@ +using System; +using UnityEngine; +using UnityStandardAssets.Utility; + +namespace UnityStandardAssets.Characters.FirstPerson +{ + public class HeadBob : MonoBehaviour + { + public Camera Camera; + public CurveControlledBob motionBob = new CurveControlledBob(); + public LerpControlledBob jumpAndLandingBob = new LerpControlledBob(); + public RigidbodyFirstPersonController rigidbodyFirstPersonController; + public float StrideInterval; + [Range(0f, 1f)] public float RunningStrideLengthen; + + // private CameraRefocus m_CameraRefocus; + private bool m_PreviouslyGrounded; + private Vector3 m_OriginalCameraPosition; + + + private void Start() + { + motionBob.Setup(Camera, StrideInterval); + m_OriginalCameraPosition = Camera.transform.localPosition; + // m_CameraRefocus = new CameraRefocus(Camera, transform.root.transform, Camera.transform.localPosition); + } + + + private void Update() + { + // m_CameraRefocus.GetFocusPoint(); + Vector3 newCameraPosition; + if (rigidbodyFirstPersonController.Velocity.magnitude > 0 && rigidbodyFirstPersonController.Grounded) + { + Camera.transform.localPosition = motionBob.DoHeadBob(rigidbodyFirstPersonController.Velocity.magnitude*(rigidbodyFirstPersonController.Running ? RunningStrideLengthen : 1f)); + newCameraPosition = Camera.transform.localPosition; + newCameraPosition.y = Camera.transform.localPosition.y - jumpAndLandingBob.Offset(); + } + else + { + newCameraPosition = Camera.transform.localPosition; + newCameraPosition.y = m_OriginalCameraPosition.y - jumpAndLandingBob.Offset(); + } + Camera.transform.localPosition = newCameraPosition; + + if (!m_PreviouslyGrounded && rigidbodyFirstPersonController.Grounded) + { + StartCoroutine(jumpAndLandingBob.DoBobCycle()); + } + + m_PreviouslyGrounded = rigidbodyFirstPersonController.Grounded; + // m_CameraRefocus.SetFocusPoint(); + } + } +} diff --git a/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/HeadBob.cs.meta b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/HeadBob.cs.meta new file mode 100644 index 00000000..4cff284c --- /dev/null +++ b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/HeadBob.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 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private Quaternion m_CameraTargetRot; + private bool m_cursorIsLocked = true; + + public void Init(Transform character, Transform camera) + { + m_CharacterTargetRot = character.localRotation; + m_CameraTargetRot = camera.localRotation; + } + + + public void LookRotation(Transform character, Transform camera) + { + float yRot = CrossPlatformInputManager.GetAxis("Mouse X") * XSensitivity; + float xRot = CrossPlatformInputManager.GetAxis("Mouse Y") * YSensitivity; + + m_CharacterTargetRot *= Quaternion.Euler (0f, yRot, 0f); + m_CameraTargetRot *= Quaternion.Euler (-xRot, 0f, 0f); + + if(clampVerticalRotation) + m_CameraTargetRot = ClampRotationAroundXAxis (m_CameraTargetRot); + + if(smooth) + { + character.localRotation = Quaternion.Slerp (character.localRotation, m_CharacterTargetRot, + smoothTime * Time.deltaTime); + camera.localRotation = Quaternion.Slerp (camera.localRotation, m_CameraTargetRot, + smoothTime * Time.deltaTime); + } + else + { + character.localRotation = m_CharacterTargetRot; + camera.localRotation = m_CameraTargetRot; + } + + UpdateCursorLock(); + } + + public void SetCursorLock(bool value) + { + lockCursor = value; + if(!lockCursor) + {//we force unlock the cursor if the user disable the cursor locking helper + Cursor.lockState = CursorLockMode.None; + Cursor.visible = true; + } + } + + public void UpdateCursorLock() + { + //if the user set "lockCursor" we check & properly lock the cursos + if (lockCursor) + InternalLockUpdate(); + } + + private void InternalLockUpdate() + { + if(Input.GetKeyUp(KeyCode.Escape)) + { + m_cursorIsLocked = false; + } + else if(Input.GetMouseButtonUp(0)) + { + m_cursorIsLocked = true; + } + + if (m_cursorIsLocked) + { + Cursor.lockState = CursorLockMode.Locked; + Cursor.visible = false; + } + else if (!m_cursorIsLocked) + { + Cursor.lockState = CursorLockMode.None; + Cursor.visible = true; + } + } + + Quaternion ClampRotationAroundXAxis(Quaternion q) + { + q.x /= q.w; + q.y /= q.w; + q.z /= q.w; + q.w = 1.0f; + + float angleX = 2.0f * Mathf.Rad2Deg * Mathf.Atan (q.x); + + angleX = Mathf.Clamp (angleX, MinimumX, MaximumX); + + q.x = Mathf.Tan (0.5f * Mathf.Deg2Rad * angleX); + + return q; + } + + } +} diff --git a/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/MouseLook.cs.meta b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/MouseLook.cs.meta new file mode 100644 index 00000000..2e6a76f5 --- /dev/null +++ b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/MouseLook.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 37e60a97f2c87ae41b6cdc1055d78cb9 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/RigidbodyFirstPersonController.cs b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/RigidbodyFirstPersonController.cs new file mode 100644 index 00000000..9caa5ef1 --- /dev/null +++ b/Assets/Standard Assets/Characters/FirstPersonCharacter/Scripts/RigidbodyFirstPersonController.cs @@ -0,0 +1,265 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput; + +namespace UnityStandardAssets.Characters.FirstPerson +{ + [RequireComponent(typeof (Rigidbody))] + [RequireComponent(typeof (CapsuleCollider))] + public class RigidbodyFirstPersonController : MonoBehaviour + { + [Serializable] + public class MovementSettings + { + public float ForwardSpeed = 8.0f; // Speed when walking forward + public float BackwardSpeed = 4.0f; // Speed when walking backwards + public float StrafeSpeed = 4.0f; // Speed when walking sideways + public float RunMultiplier = 2.0f; // Speed when sprinting + public KeyCode RunKey = KeyCode.LeftShift; + public float JumpForce = 30f; + public AnimationCurve SlopeCurveModifier = new AnimationCurve(new Keyframe(-90.0f, 1.0f), new Keyframe(0.0f, 1.0f), new Keyframe(90.0f, 0.0f)); + [HideInInspector] public float CurrentTargetSpeed = 8f; + +#if !MOBILE_INPUT + private bool m_Running; +#endif + + public void UpdateDesiredTargetSpeed(Vector2 input) + { + if (input == Vector2.zero) return; + if (input.x > 0 || input.x < 0) + { + //strafe + CurrentTargetSpeed = StrafeSpeed; + } + if (input.y < 0) + { + //backwards + CurrentTargetSpeed = BackwardSpeed; + } + if (input.y > 0) + { + //forwards + //handled last as if strafing and moving forward at the same time forwards speed should take precedence + CurrentTargetSpeed = ForwardSpeed; + } +#if !MOBILE_INPUT + if (Input.GetKey(RunKey)) + { + CurrentTargetSpeed *= RunMultiplier; + m_Running = true; + } + else + { + m_Running = false; + } +#endif + } + +#if !MOBILE_INPUT + public bool Running + { + get { return m_Running; } + } +#endif + } + + + [Serializable] + public class AdvancedSettings + { + public float groundCheckDistance = 0.01f; // distance for checking if the controller is grounded ( 0.01f seems to work best for this ) + public float stickToGroundHelperDistance = 0.5f; // stops the character + public float slowDownRate = 20f; // rate at which the controller comes to a stop when there is no input + public bool airControl; // can the user control the direction that is being moved in the air + [Tooltip("set it to 0.1 or more if you get stuck in wall")] + public float shellOffset; //reduce the radius by that ratio to avoid getting stuck in wall (a value of 0.1f is nice) + } + + + public Camera cam; + public MovementSettings movementSettings = new MovementSettings(); + public MouseLook mouseLook = new MouseLook(); + public AdvancedSettings advancedSettings = new AdvancedSettings(); + + + private Rigidbody m_RigidBody; + private CapsuleCollider m_Capsule; + private float m_YRotation; + private Vector3 m_GroundContactNormal; + private bool m_Jump, m_PreviouslyGrounded, m_Jumping, m_IsGrounded; + + + public Vector3 Velocity + { + get { return m_RigidBody.velocity; } + } + + public bool Grounded + { + get { return m_IsGrounded; } + } + + public bool Jumping + { + get { return m_Jumping; } + } + + public bool Running + { + get + { + #if !MOBILE_INPUT + return movementSettings.Running; +#else + return false; +#endif + } + } + + + private void Start() + { + m_RigidBody = GetComponent(); + m_Capsule = GetComponent(); + mouseLook.Init (transform, cam.transform); + } + + + private void Update() + { + RotateView(); + + if (CrossPlatformInputManager.GetButtonDown("Jump") && !m_Jump) + { + m_Jump = true; + } + } + + + private void FixedUpdate() + { + GroundCheck(); + Vector2 input = GetInput(); + + if ((Mathf.Abs(input.x) > float.Epsilon || Mathf.Abs(input.y) > float.Epsilon) && (advancedSettings.airControl || m_IsGrounded)) + { + // always move along the camera forward as it is the direction that it being aimed at + Vector3 desiredMove = cam.transform.forward*input.y + cam.transform.right*input.x; + desiredMove = Vector3.ProjectOnPlane(desiredMove, m_GroundContactNormal).normalized; + + desiredMove.x = desiredMove.x*movementSettings.CurrentTargetSpeed; + desiredMove.z = desiredMove.z*movementSettings.CurrentTargetSpeed; + desiredMove.y = desiredMove.y*movementSettings.CurrentTargetSpeed; + if (m_RigidBody.velocity.sqrMagnitude < + (movementSettings.CurrentTargetSpeed*movementSettings.CurrentTargetSpeed)) + { + m_RigidBody.AddForce(desiredMove*SlopeMultiplier(), ForceMode.Impulse); + } + } + + if (m_IsGrounded) + { + m_RigidBody.drag = 5f; + + if (m_Jump) + { + m_RigidBody.drag = 0f; + m_RigidBody.velocity = new Vector3(m_RigidBody.velocity.x, 0f, m_RigidBody.velocity.z); + m_RigidBody.AddForce(new Vector3(0f, movementSettings.JumpForce, 0f), ForceMode.Impulse); + m_Jumping = true; + } + + if (!m_Jumping && Mathf.Abs(input.x) < float.Epsilon && Mathf.Abs(input.y) < float.Epsilon && m_RigidBody.velocity.magnitude < 1f) + { + m_RigidBody.Sleep(); + } + } + else + { + m_RigidBody.drag = 0f; + if (m_PreviouslyGrounded && !m_Jumping) + { + StickToGroundHelper(); + } + } + m_Jump = false; + } + + + private float SlopeMultiplier() + { + float angle = Vector3.Angle(m_GroundContactNormal, Vector3.up); + return movementSettings.SlopeCurveModifier.Evaluate(angle); + } + + + private void StickToGroundHelper() + { + RaycastHit hitInfo; + if (Physics.SphereCast(transform.position, m_Capsule.radius * (1.0f - advancedSettings.shellOffset), Vector3.down, out hitInfo, + ((m_Capsule.height/2f) - m_Capsule.radius) + + advancedSettings.stickToGroundHelperDistance, Physics.AllLayers, QueryTriggerInteraction.Ignore)) + { + if (Mathf.Abs(Vector3.Angle(hitInfo.normal, Vector3.up)) < 85f) + { + m_RigidBody.velocity = Vector3.ProjectOnPlane(m_RigidBody.velocity, hitInfo.normal); + } + } + } + + + private Vector2 GetInput() + { + + Vector2 input = new Vector2 + { + x = CrossPlatformInputManager.GetAxis("Horizontal"), + y = CrossPlatformInputManager.GetAxis("Vertical") + }; + movementSettings.UpdateDesiredTargetSpeed(input); + return input; + } + + + private void RotateView() + { + //avoids the mouse looking if the game is effectively paused + if (Mathf.Abs(Time.timeScale) < float.Epsilon) return; + + // get the rotation before it's changed + float oldYRotation = transform.eulerAngles.y; + + mouseLook.LookRotation (transform, cam.transform); + + if (m_IsGrounded || advancedSettings.airControl) + { + // Rotate the rigidbody velocity to match the new direction that the character is looking + Quaternion velRotation = Quaternion.AngleAxis(transform.eulerAngles.y - oldYRotation, Vector3.up); + m_RigidBody.velocity = velRotation*m_RigidBody.velocity; + } + } + + /// sphere cast down just beyond the bottom of the capsule to see if the capsule is colliding round the bottom + private void GroundCheck() + { + m_PreviouslyGrounded = m_IsGrounded; + RaycastHit hitInfo; + if (Physics.SphereCast(transform.position, m_Capsule.radius * (1.0f - advancedSettings.shellOffset), Vector3.down, out hitInfo, + ((m_Capsule.height/2f) - m_Capsule.radius) + advancedSettings.groundCheckDistance, 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Just drop the prefab into your scene and you're good to go. It's designed as a minimal demonstration of using our Cross Platform Input scripts, and to demonstrate the way we've chosen to separate the input from the mechanics of the controller, so that you're free to swap in other input styles or AI controls. + +The ball converts its input to camera-relative motion, so it works fine with any of the camera rigs provided - even the CCTV Camera Rig! + +The simplest way to get started with the rolling ball controller is to: + +1) Start with a suitable scene. There ought to be enough flat ground to roll around on. + +2) Place the "RollerBall" prefab in the scene. + +3) Place a camera rig in the scene, from the Cameras folder. + +4) If present, delete the "Main Camera" that exists in new scenes by default. The camera rigs contain their own camera, so you don't need the default camera. + +There are a number of simple adjustable settings on the Ball allowing you to change the handling and jump power. 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.0344099998, y: .100612827, z: .0802073926} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightInnerBrow + position: {x: .0120626874, y: .118765265, z: .0934668258} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightIOuterBrow + position: {x: .0550400019, y: .114822827, z: .061777398} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightLipUpper + position: {x: .0145013221, y: -.00510717137, z: .094617404} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightNostril + position: {x: .0178999994, y: .0263089053, z: .0908706188} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightShoulder + position: {x: .0382860154, y: .221621141, z: -.017063085} + rotation: {x: .156615213, y: .987296224, z: -.0141431456, w: -.0227564517} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightArm + position: {x: -.100501455, y: -2.49955224e-06, z: -5.15574072e-08} + rotation: {x: .128958732, y: .988591135, z: -.0591316372, w: .0506025925} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightForeArm + position: {x: .253428251, y: .00601135287, z: -.0167045239} + rotation: {x: .173002034, y: .0184975266, z: -.0264111329, w: .984393537} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHand + position: {x: .245373696, y: .0216417722, z: .00555046508} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex1 + position: {x: .0747694969, y: -.00124305359, z: .0343444981} + rotation: {x: -.00425036438, y: .162121609, z: -.0406839401, w: .985922575} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex2 + position: {x: .0370584019, y: .00072612107, z: .0145388944} + rotation: {x: -.0775998086, y: .0223485287, z: .0409148932, w: .995893955} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex3 + position: {x: .0252250377, y: -.00496646529, z: .0110121462} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle1 + position: {x: .0756476447, y: .00479140272, z: .0118531818} + rotation: {x: -.00183081278, y: .0143531328, z: -.0478143916, w: .998751462} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle2 + position: {x: .0438090637, y: .000194188149, z: .00645493623} + rotation: {x: -.01889815, y: -.0441117585, z: .0829459056, w: .995397985} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle3 + position: {x: .0330724716, y: -.00754753686, z: .00168984616} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky1 + position: {x: .0668033436, y: -.00199410878, z: -.0307561457} + rotation: {x: -.0619647875, y: -.25861457, z: -.0167126823, w: .963846266} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky2 + position: {x: .0285308417, y: -.001397143, z: -.0116237961} + rotation: {x: .029886473, y: .000801108778, z: -.0616784878, w: .997648239} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky3 + position: {x: .0214268602, y: -.000553508929, z: -.00851660781} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing1 + position: {x: .0705984756, y: .00245709647, z: -.00982145779} + rotation: {x: -.0148130022, y: -.115992621, z: -.0297175236, w: .992694914} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing2 + position: {x: .0428871848, y: -.00137538207, z: -.00494585792} + rotation: {x: .0208193418, y: -.0215571187, z: .0755800083, w: .99668926} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing3 + position: {x: .0295006037, y: -.00769293541, z: -.00462225592} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb1 + position: {x: .0146849155, y: -.0111049423, z: .0258580949} + rotation: {x: -.120005637, y: .0336783491, z: .148804903, w: .980979919} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb2 + position: {x: .0163739994, y: -.00528999977, z: .0234913602} + rotation: {x: -.0260625705, y: -.0966919959, z: -.00360832806, w: .994966567} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb3 + position: {x: .0254599992, y: -.00763999997, z: .0208330005} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {fileID: 9000000, guid: e8914d097ece7cc48a83d5fccd4098c0, + type: 3} + animationType: 3 + 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position: {x: -0, y: -.022869369, z: .0100954091} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: TongueTip + position: {x: -0, y: -.000409444125, z: .0282272995} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftCheek + position: {x: -.0542440265, y: .0337019488, z: .0594304018} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftEye + position: {x: -.0208482333, y: .0825027004, z: .0554274321} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftEyelidLower + position: {x: -.0356189571, y: .0650736615, z: .076234743} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftEyelidUpper + position: {x: -.0344068967, y: .10060814, z: .0802053064} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftInnerBrow + position: {x: -.0120626912, y: .118765265, z: .0934668258} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftIOuterBrow + position: {x: -.0550398715, y: .114825293, z: .061777398} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftLipUpper + position: {x: -.0145013221, y: -.00511181122, z: .094618842} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftNostril + position: {x: -.0178999994, y: .0263128281, z: .0908674002} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightCheek + position: {x: .0542399958, y: .033702828, z: .0594273992} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightEye + position: {x: .020849999, y: .082502827, z: .0554273985} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightEyelidLower + position: {x: .0356200002, y: .065072827, z: .0762374029} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightEyelidUpper + position: {x: .0344099998, y: .100612827, z: .0802073926} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightInnerBrow + position: {x: .0120626874, y: .118765265, z: .0934668258} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightIOuterBrow + position: {x: .0550400019, y: .114822827, z: .061777398} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightLipUpper + position: {x: .0145013221, y: -.00510717137, z: .094617404} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightNostril + position: {x: .0178999994, y: .0263089053, z: .0908706188} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightShoulder + position: {x: .0383285098, y: .192176744, z: -.017063085} + rotation: {x: .290413886, y: .956010222, z: .0322408788, w: -.02578477} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightArm + position: {x: -.0835755169, y: .0360957012, z: -5.15574072e-08} + rotation: {x: .263129145, y: .953624487, z: -.146085501, w: .00475239567} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightForeArm + position: {x: .253428251, y: .00601135287, z: -.0167045239} + rotation: {x: -.0153278718, y: .0147472881, z: -.0201126598, w: .999571443} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHand + position: {x: .245373696, y: .0216417722, z: .00555046508} + rotation: {x: .000613642507, y: .036897447, z: -.0569219254, w: .9976964} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex1 + position: {x: .0747694969, y: -.00124305359, z: .0343444981} + rotation: {x: -.00211892044, y: .0802574381, z: .0175381862, w: .996617615} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex2 + position: {x: .0370584019, y: .00072612107, z: .0145388944} + rotation: {x: -.00332621601, y: .0159315318, z: .060632892, w: .998027444} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex3 + position: {x: .0252250377, y: -.00496646529, z: .0110121462} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle1 + position: {x: .0756476447, y: .00479140272, z: .0118531818} + rotation: {x: -.000768873433, y: .0333210826, z: .020907538, w: .999225736} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle2 + position: {x: .0438090637, y: .000194188149, z: .00645493623} + rotation: {x: -.00413046591, y: -.0335116945, z: .0761208013, w: .996526778} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle3 + position: {x: .0330724716, y: -.00754753686, z: .00168984616} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky1 + position: {x: .0668033436, y: -.00199410878, z: -.0307561457} + rotation: {x: .0031761073, y: -.192005888, z: .0451137684, w: .98035115} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky2 + position: {x: .0285308417, y: -.001397143, z: -.0116237961} + rotation: {x: -.00225326815, y: -.00959618483, z: -.0107575748, w: .999893546} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky3 + position: {x: .0214268602, y: -.000553508929, z: -.00851660781} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing1 + position: {x: .0705984756, y: .00245709647, z: -.00982145779} + rotation: {x: .000710848777, y: -.0543420911, z: .0349445045, w: .997910559} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing2 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lODScreenPercentages: [] + globalScale: 0.01 + meshCompression: 0 + addColliders: 0 + importBlendShapes: 0 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 1 + optimizeMeshForGPU: 1 + keepQuads: 0 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + useFileScale: 0 + tangentSpace: + normalSmoothAngle: 60 + normalImportMode: 0 + tangentImportMode: 4 + importAnimation: 1 + copyAvatar: 0 + humanDescription: + human: + - boneName: Hips + humanName: Hips + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: LeftUpLeg + humanName: LeftUpperLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: RightUpLeg + humanName: RightUpperLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + 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z: .0802073926} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightInnerBrow + position: {x: .0120626874, y: .118765265, z: .0934668258} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightIOuterBrow + position: {x: .0550400019, y: .114822827, z: .061777398} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightLipUpper + position: {x: .0145013221, y: -.00510717137, z: .094617404} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightNostril + position: {x: .0178999994, y: .0263089053, z: .0908706188} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightShoulder + position: {x: .0382860154, y: .221621141, z: -.017063085} + rotation: {x: .141828939, y: .986314952, z: -.0280099791, w: -.0792641193} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightArm + position: {x: -.100501455, y: -2.49664549e-06, z: -5.22836601e-08} + rotation: {x: .111637808, y: .986949325, z: -.0212962627, w: .114081413} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightForeArm + position: {x: .253428251, y: .00601135287, z: -.0167045239} + rotation: {x: .0631985143, y: .018642433, z: -.015235032, w: .997710526} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHand + position: {x: .245373696, y: .0216417722, z: .00555046508} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex1 + position: {x: .0747694969, y: -.00124305359, z: .0343444981} + rotation: {x: .0501321293, y: .106331095, z: -.0250961073, w: .992749035} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex2 + position: {x: .0370584019, y: .00072612107, z: .0145388944} + rotation: {x: -.122100979, y: .0261854436, z: .0384845696, w: .991425633} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex3 + position: {x: .0252250377, y: -.00496646529, z: .0110121462} + rotation: {x: .020532662, y: -.0777138621, z: -.0820816681, w: .993378878} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftHandIndex17 + position: {x: .019119978, y: .000846308249, z: .00398164755} + rotation: {x: -.00472124433, y: -.101354174, z: -.0462910533, w: .993761659} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle1 + position: {x: .0756476447, y: .00479140272, z: .0118531818} + rotation: {x: -.0268788524, y: -.00530444877, z: -.0332211144, w: .999072492} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle2 + position: {x: .0438090637, y: .000194188149, z: .00645493623} + rotation: {x: -.0398189314, y: -.0437413193, z: .0988601372, w: .993341804} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle3 + position: {x: .0330724716, y: -.00754753686, z: .00168984616} + rotation: {x: .00109003088, y: -.00868621655, z: -.0601307005, w: .998152137} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftHandMiddle17 + position: {x: .0200548954, y: -.000547108881, z: .000442590448} + rotation: {x: -.000701564946, y: -.0125020025, z: -.0560236648, w: .998350918} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky1 + position: {x: .0668033436, y: -.00199410855, z: -.0307561457} + rotation: {x: -.111875884, y: -.258728623, z: .008804827, w: .959409058} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky2 + position: {x: .0285308417, y: -.001397143, z: -.0116237961} + rotation: {x: .0333822668, y: .00105798536, z: -.0586918108, w: .997717321} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky3 + position: {x: .0214268602, y: -.000553508929, z: -.00851660781} + rotation: {x: -.0126830824, y: .0591105223, z: -.0357504971, w: .99753046} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftHandPinky17 + position: {x: .016975116, y: .00161137758, z: -.00335797085} + rotation: {x: .000580511638, y: .0944183916, z: -.00612070598, w: .995513618} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing1 + position: {x: .0705984756, y: .00245709647, z: -.00982145779} + rotation: {x: .0182051547, y: -.133755058, z: -.008971164, w: .990806639} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing2 + position: {x: .0428871848, y: -.00137538207, z: -.00494585838} + rotation: {x: .0220806412, y: -.02169968, z: .0796146914, w: .996344924} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing3 + position: {x: .0295006037, y: -.00769293541, z: -.00462225592} + rotation: {x: -.00186249381, y: .0181122273, z: -.0420316532, w: .998950422} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftHandRing17 + position: {x: .0206709336, y: -.00200043293, z: -.00177803368} + rotation: {x: .00240248861, y: .0378382765, z: -.063320443, w: .997272789} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb1 + position: {x: .0146849155, y: -.0111049423, z: .0258580949} + rotation: {x: -.0592598654, y: .0142422384, z: .0330153108, w: .997594833} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb2 + position: {x: .0163739994, y: -.00528999977, z: .0234913602} + rotation: {x: -.0260627531, y: -.0966902673, z: -.00360747217, w: .994966745} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb3 + position: {x: .0254599992, y: -.00763999997, z: .0208330005} + rotation: {x: .0054546264, y: -.000443699653, z: -.00682877563, w: .999961793} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: LeftHandThumb17 + position: {x: .0318690389, y: -.00529994583, z: .0258005001} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {fileID: 9000000, guid: e8914d097ece7cc48a83d5fccd4098c0, + type: 3} + animationType: 3 + additionalBone: 0 + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Animation/HumanoidRunTurnSharp.fbx b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Animation/HumanoidRunTurnSharp.fbx new file mode 100644 index 00000000..943fd1bc Binary files /dev/null and b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Animation/HumanoidRunTurnSharp.fbx differ diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Animation/HumanoidRunTurnSharp.fbx.meta b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Animation/HumanoidRunTurnSharp.fbx.meta new file mode 100644 index 00000000..0042b10c --- /dev/null +++ b/Assets/Standard 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importBlendShapes: 0 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 1 + optimizeMeshForGPU: 1 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + useFileScale: 0 + tangentSpace: + normalSmoothAngle: 60 + splitTangentsAcrossUV: 1 + normalImportMode: 0 + tangentImportMode: 1 + importAnimation: 1 + copyAvatar: 0 + humanDescription: + human: + - boneName: Hips + humanName: Hips + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: LeftUpLeg + humanName: LeftUpperLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: RightUpLeg + humanName: RightUpperLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: LeftLeg + humanName: LeftLowerLeg + limit: + min: {x: 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.0550400019, y: .114822827, z: .061777398} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightLipUpper + position: {x: .0145013221, y: -.00510717137, z: .094617404} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightNostril + position: {x: .0178999994, y: .0263089053, z: .0908706188} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightShoulder + position: {x: .0382860154, y: .221621141, z: -.017063085} + rotation: {x: .156615227, y: .987296224, z: -.0141432397, w: -.022756584} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightArm + position: {x: -.100501455, y: -2.49955224e-06, z: -5.15574072e-08} + rotation: {x: .128958672, y: .988591135, z: -.0591317825, w: .0506032445} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightForeArm + position: {x: .253428251, y: .00601135287, z: -.0167045239} + rotation: {x: .173002318, y: .0184977558, z: -.0264102723, w: .984393537} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHand + position: {x: .245373696, y: .0216417722, z: .00555046508} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex1 + position: {x: .0747694969, y: -.00124305359, z: .0343444981} + rotation: {x: -.00423200894, y: .162119269, z: -.0406824313, w: .985923171} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex2 + position: {x: .0370584019, y: .00072612107, z: .0145388944} + rotation: {x: -.0775835961, y: .0223498475, z: .040921364, w: .995894969} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandIndex3 + position: {x: .0252250377, y: -.00496646529, z: .0110121462} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle1 + position: {x: .0756476447, y: .00479140272, z: .0118531818} + rotation: {x: -.00177398103, y: .0143492613, z: -.047807496, w: .998751998} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle2 + position: {x: .0438090637, y: .000194188149, z: .00645493623} + rotation: {x: -.0188719332, y: -.0441113934, z: .082947962, w: .995398283} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandMiddle3 + position: {x: .0330724716, y: -.00754753686, z: .00168984616} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky1 + position: {x: .0668033436, y: -.00199410878, z: -.0307561457} + rotation: {x: -.0620294139, y: -.258612514, z: -.016704157, w: .963842809} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky2 + position: {x: .0285308417, y: -.001397143, z: -.0116237961} + rotation: {x: .0298576318, y: .000797908462, z: -.0616652891, w: .997649908} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandPinky3 + position: {x: .0214268602, y: -.000553508929, z: -.00851660781} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing1 + position: {x: .0705984756, y: .00245709647, z: -.00982145779} + rotation: {x: -.0147603918, y: -.11599648, z: -.0297171939, w: .992695272} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing2 + position: {x: .0428871848, y: -.00137538207, z: -.00494585792} + rotation: {x: .0207646266, y: -.0215577111, z: .0755871385, w: .996689916} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandRing3 + position: {x: .0295006037, y: -.00769293541, z: -.00462225592} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb1 + position: {x: .0146849155, y: -.0111049423, z: .0258580949} + rotation: {x: -.119986929, y: .0336791351, z: .148827791, w: .980978668} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb2 + position: {x: .0163739994, y: -.00528999977, z: .0234913602} + rotation: {x: -.0260633472, y: -.0966907069, z: -.00360694295, w: .994966686} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + - name: RightHandThumb3 + position: {x: .0254599992, y: -.00763999997, z: .0208330005} + rotation: {x: 0, y: 0, z: 0, w: 1} + scale: {x: 1, y: 1, z: 1} + transformModified: 1 + armTwist: .5 + foreArmTwist: .5 + upperLegTwist: .5 + legTwist: .5 + armStretch: .0500000007 + legStretch: .0500000007 + feetSpacing: 0 + rootMotionBoneName: + lastHumanDescriptionAvatarSource: {fileID: 9000000, guid: e8914d097ece7cc48a83d5fccd4098c0, + type: 3} + animationType: 3 + additionalBone: 0 + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Animation/HumanoidWalk.fbx b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Animation/HumanoidWalk.fbx new file mode 100644 index 00000000..7f7a2c5b Binary files /dev/null and b/Assets/Standard 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first: + name: _ReflectColor + second: {r: 1, g: 1, b: 1, a: .5} diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Materials/EthanWhite.mat.meta b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Materials/EthanWhite.mat.meta new file mode 100644 index 00000000..0cd60e55 --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Materials/EthanWhite.mat.meta @@ -0,0 +1,5 @@ +fileFormatVersion: 2 +guid: f62b52b2d4b721742a0bc5c6b4db468d +NativeFormatImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Models.meta b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Models.meta new file mode 100644 index 00000000..130b444e --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Models.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: aef224e1951a8274684081643c7fa672 +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard 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char_ethan_LeftArm + 100016: char_ethan_LeftBlink + 100018: char_ethan_LeftBrow + 100020: char_ethan_LeftCorner + 100022: char_ethan_LeftEye + 100024: char_ethan_LeftFoot + 100026: char_ethan_LeftForeArm + 100028: char_ethan_LeftHand + 100030: char_ethan_LeftHandIndex1 + 100032: char_ethan_LeftHandIndex2 + 100034: char_ethan_LeftHandIndex3 + 100036: char_ethan_LeftHandIndex4 + 100038: char_ethan_LeftHandMiddle1 + 100040: char_ethan_LeftHandMiddle2 + 100042: char_ethan_LeftHandMiddle3 + 100044: char_ethan_LeftHandMiddle4 + 100046: char_ethan_LeftHandPinky1 + 100048: char_ethan_LeftHandPinky2 + 100050: char_ethan_LeftHandPinky3 + 100052: char_ethan_LeftHandPinky4 + 100054: char_ethan_LeftHandRing1 + 100056: char_ethan_LeftHandRing2 + 100058: char_ethan_LeftHandRing3 + 100060: char_ethan_LeftHandRing4 + 100062: char_ethan_LeftHandThumb1 + 100064: char_ethan_LeftHandThumb2 + 100066: char_ethan_LeftHandThumb3 + 100068: char_ethan_LeftHandThumb4 + 100070: char_ethan_LeftLeg + 100072: char_ethan_LeftLowerLip + 100074: char_ethan_LeftShoulder + 100076: char_ethan_LeftToe1 + 100078: char_ethan_LeftToe2 + 100080: char_ethan_LeftUpLeg + 100082: char_ethan_LeftUpperLip + 100084: char_ethan_LowerLip + 100086: char_ethan_Neck + 100088: char_ethan_RightArm + 100090: char_ethan_RightBlink + 100092: char_ethan_RightBrow + 100094: char_ethan_RightCorner + 100096: char_ethan_RightEye + 100098: char_ethan_RightFoot + 100100: char_ethan_RightForeArm + 100102: char_ethan_RightHand + 100104: char_ethan_RightHandIndex1 + 100106: char_ethan_RightHandIndex2 + 100108: char_ethan_RightHandIndex3 + 100110: char_ethan_RightHandIndex4 + 100112: char_ethan_RightHandMiddle1 + 100114: char_ethan_RightHandMiddle2 + 100116: char_ethan_RightHandMiddle3 + 100118: char_ethan_RightHandMiddle4 + 100120: char_ethan_RightHandPinky1 + 100122: char_ethan_RightHandPinky2 + 100124: char_ethan_RightHandPinky3 + 100126: char_ethan_RightHandPinky4 + 100128: char_ethan_RightHandRing1 + 100130: char_ethan_RightHandRing2 + 100132: char_ethan_RightHandRing3 + 100134: char_ethan_RightHandRing4 + 100136: char_ethan_RightHandThumb1 + 100138: char_ethan_RightHandThumb2 + 100140: char_ethan_RightHandThumb3 + 100142: char_ethan_RightHandThumb4 + 100144: char_ethan_RightLeg + 100146: char_ethan_RightLowerLip + 100148: char_ethan_RightShoulder + 100150: char_ethan_RightToe1 + 100152: char_ethan_RightToe2 + 100154: char_ethan_RightUpLeg + 100156: char_ethan_RightUpperLip + 100158: char_ethan_skeleton + 100160: char_ethan_Spine + 100162: char_ethan_Spine1 + 100164: char_ethan_Spine2 + 100166: char_ethan_UpperLip + 100168: //RootNode + 100170: EthanBody + 100172: EthanGlasses + 100174: EthanHead + 100176: EthanHead1 + 100178: EthanHips + 100180: EthanJaw + 100182: EthanLeftArm + 100184: EthanLeftBlink + 100186: EthanLeftBrow + 100188: EthanLeftCorner + 100190: EthanLeftEye + 100192: EthanLeftFoot + 100194: EthanLeftForeArm + 100196: EthanLeftHand + 100198: EthanLeftHandIndex1 + 100200: EthanLeftHandIndex2 + 100202: EthanLeftHandIndex3 + 100204: EthanLeftHandIndex4 + 100206: EthanLeftHandMiddle1 + 100208: EthanLeftHandMiddle2 + 100210: EthanLeftHandMiddle3 + 100212: EthanLeftHandMiddle4 + 100214: EthanLeftHandPinky1 + 100216: EthanLeftHandPinky2 + 100218: EthanLeftHandPinky3 + 100220: EthanLeftHandPinky4 + 100222: EthanLeftHandRing1 + 100224: EthanLeftHandRing2 + 100226: EthanLeftHandRing3 + 100228: EthanLeftHandRing4 + 100230: EthanLeftHandThumb1 + 100232: EthanLeftHandThumb2 + 100234: EthanLeftHandThumb3 + 100236: EthanLeftHandThumb4 + 100238: EthanLeftLeg + 100240: EthanLeftLowerLip + 100242: EthanLeftShoulder + 100244: EthanLeftToe1 + 100246: EthanLeftToe2 + 100248: EthanLeftUpLeg + 100250: EthanLeftUpperLip + 100252: EthanLowerLip + 100254: EthanNeck + 100256: EthanRightArm + 100258: EthanRightBlink + 100260: EthanRightBrow + 100262: EthanRightCorner + 100264: EthanRightEye + 100266: EthanRightFoot + 100268: EthanRightForeArm + 100270: EthanRightHand + 100272: EthanRightHandIndex1 + 100274: EthanRightHandIndex2 + 100276: EthanRightHandIndex3 + 100278: EthanRightHandIndex4 + 100280: EthanRightHandMiddle1 + 100282: EthanRightHandMiddle2 + 100284: EthanRightHandMiddle3 + 100286: EthanRightHandMiddle4 + 100288: EthanRightHandPinky1 + 100290: EthanRightHandPinky2 + 100292: EthanRightHandPinky3 + 100294: EthanRightHandPinky4 + 100296: EthanRightHandRing1 + 100298: EthanRightHandRing2 + 100300: EthanRightHandRing3 + 100302: EthanRightHandRing4 + 100304: EthanRightHandThumb1 + 100306: EthanRightHandThumb2 + 100308: EthanRightHandThumb3 + 100310: EthanRightHandThumb4 + 100312: EthanRightLeg + 100314: EthanRightLowerLip + 100316: EthanRightShoulder + 100318: EthanRightToe1 + 100320: EthanRightToe2 + 100322: EthanRightUpLeg + 100324: EthanRightUpperLip + 100326: EthanSkeleton + 100328: EthanSpine + 100330: EthanSpine1 + 100332: EthanSpine2 + 100334: EthanUpperLip + 100336: EthanBody1 + 100338: EthanSkeleton1 + 400000: char_cyberKid_Badge + 400002: 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char_ethan_LeftHandThumb1 + 400064: char_ethan_LeftHandThumb2 + 400066: char_ethan_LeftHandThumb3 + 400068: char_ethan_LeftHandThumb4 + 400070: char_ethan_LeftLeg + 400072: char_ethan_LeftLowerLip + 400074: char_ethan_LeftShoulder + 400076: char_ethan_LeftToe1 + 400078: char_ethan_LeftToe2 + 400080: char_ethan_LeftUpLeg + 400082: char_ethan_LeftUpperLip + 400084: char_ethan_LowerLip + 400086: char_ethan_Neck + 400088: char_ethan_RightArm + 400090: char_ethan_RightBlink + 400092: char_ethan_RightBrow + 400094: char_ethan_RightCorner + 400096: char_ethan_RightEye + 400098: char_ethan_RightFoot + 400100: char_ethan_RightForeArm + 400102: char_ethan_RightHand + 400104: char_ethan_RightHandIndex1 + 400106: char_ethan_RightHandIndex2 + 400108: char_ethan_RightHandIndex3 + 400110: char_ethan_RightHandIndex4 + 400112: char_ethan_RightHandMiddle1 + 400114: char_ethan_RightHandMiddle2 + 400116: char_ethan_RightHandMiddle3 + 400118: char_ethan_RightHandMiddle4 + 400120: char_ethan_RightHandPinky1 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EthanRightBrow + 400262: EthanRightCorner + 400264: EthanRightEye + 400266: EthanRightFoot + 400268: EthanRightForeArm + 400270: EthanRightHand + 400272: EthanRightHandIndex1 + 400274: EthanRightHandIndex2 + 400276: EthanRightHandIndex3 + 400278: EthanRightHandIndex4 + 400280: EthanRightHandMiddle1 + 400282: EthanRightHandMiddle2 + 400284: EthanRightHandMiddle3 + 400286: EthanRightHandMiddle4 + 400288: EthanRightHandPinky1 + 400290: EthanRightHandPinky2 + 400292: EthanRightHandPinky3 + 400294: EthanRightHandPinky4 + 400296: EthanRightHandRing1 + 400298: EthanRightHandRing2 + 400300: EthanRightHandRing3 + 400302: EthanRightHandRing4 + 400304: EthanRightHandThumb1 + 400306: EthanRightHandThumb2 + 400308: EthanRightHandThumb3 + 400310: EthanRightHandThumb4 + 400312: EthanRightLeg + 400314: EthanRightLowerLip + 400316: EthanRightShoulder + 400318: EthanRightToe1 + 400320: EthanRightToe2 + 400322: EthanRightUpLeg + 400324: EthanRightUpperLip + 400326: EthanSkeleton + 400328: EthanSpine + 400330: EthanSpine1 + 400332: EthanSpine2 + 400334: EthanUpperLip + 400336: EthanBody1 + 400338: EthanSkeleton1 + 4300000: char_ethan_glasses + 4300002: char_ethan_body + 4300004: EthanGlasses + 4300006: EthanBody + 4300008: EthanBody1 + 7400000: Take 001 + 9500000: //RootNode + 13700000: char_ethan_body + 13700002: char_ethan_glasses + 13700004: EthanBody + 13700006: EthanGlasses + 13700008: EthanBody1 + materials: + importMaterials: 1 + materialName: 1 + materialSearch: 2 + animations: + legacyGenerateAnimations: 4 + bakeSimulation: 0 + resampleCurves: 1 + optimizeGameObjects: 0 + motionNodeName: + animationImportErrors: + animationImportWarnings: + animationRetargetingWarnings: + animationDoRetargetingWarnings: 0 + animationCompression: 3 + animationRotationError: 0.5 + animationPositionError: 0.5 + animationScaleError: 0.5 + animationWrapMode: 0 + extraExposedTransformPaths: [] + clipAnimations: [] + isReadable: 1 + meshes: + lODScreenPercentages: [] + globalScale: 0.01 + meshCompression: 0 + addColliders: 0 + importBlendShapes: 1 + swapUVChannels: 0 + generateSecondaryUV: 0 + useFileUnits: 0 + optimizeMeshForGPU: 1 + keepQuads: 0 + weldVertices: 1 + secondaryUVAngleDistortion: 8 + secondaryUVAreaDistortion: 15.000001 + secondaryUVHardAngle: 88 + secondaryUVPackMargin: 4 + useFileScale: 0 + tangentSpace: + normalSmoothAngle: 60 + normalImportMode: 0 + tangentImportMode: 4 + importAnimation: 1 + copyAvatar: 0 + humanDescription: + serializedVersion: 2 + human: + - boneName: EthanHips + humanName: Hips + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightUpLeg + humanName: RightUpperLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightLeg + humanName: RightLowerLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightFoot + humanName: RightFoot + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightToe1 + humanName: RightToes + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanSpine1 + humanName: Spine + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanSpine2 + humanName: Chest + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightShoulder + humanName: RightShoulder + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightArm + humanName: RightUpperArm + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightForeArm + humanName: RightLowerArm + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightHand + humanName: RightHand + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanHead + humanName: Head + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanJaw + humanName: Jaw + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanRightEye + humanName: RightEye + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanLeftEye + humanName: LeftEye + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanLeftShoulder + humanName: LeftShoulder + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanLeftArm + humanName: LeftUpperArm + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanLeftForeArm + humanName: LeftLowerArm + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanLeftHand + humanName: LeftHand + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanLeftUpLeg + humanName: LeftUpperLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 0 + - boneName: EthanLeftLeg + humanName: LeftLowerLeg + limit: + min: {x: 0, y: 0, z: 0} + max: {x: 0, y: 0, z: 0} + value: {x: 0, y: 0, z: 0} + length: 0 + modified: 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agent { get; private set; } // the navmesh agent required for the path finding + public ThirdPersonCharacter character { get; private set; } // the character we are controlling + public Transform target; // target to aim for + + + private void Start() + { + // get the components on the object we need ( should not be null due to require component so no need to check ) + agent = GetComponentInChildren(); + character = GetComponent(); + + agent.updateRotation = false; + agent.updatePosition = true; + } + + + private void Update() + { + if (target != null) + agent.SetDestination(target.position); + + if (agent.remainingDistance > agent.stoppingDistance) + character.Move(agent.desiredVelocity, false, false); + else + character.Move(Vector3.zero, false, false); + } + + + public void SetTarget(Transform target) + { + this.target = target; + } + } +} diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/AICharacterControl.cs.meta b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/AICharacterControl.cs.meta new file mode 100644 index 00000000..caf66f61 --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/AICharacterControl.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 8c5335f0882fe4d478883cc8c58ce906 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonCharacter.cs b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonCharacter.cs new file mode 100644 index 00000000..5362b470 --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonCharacter.cs @@ -0,0 +1,225 @@ +using UnityEngine; + +namespace UnityStandardAssets.Characters.ThirdPerson +{ + [RequireComponent(typeof(Rigidbody))] + [RequireComponent(typeof(CapsuleCollider))] + [RequireComponent(typeof(Animator))] + public class ThirdPersonCharacter : MonoBehaviour + { + [SerializeField] float m_MovingTurnSpeed = 360; + [SerializeField] float m_StationaryTurnSpeed = 180; + [SerializeField] float m_JumpPower = 12f; + [Range(1f, 4f)][SerializeField] float m_GravityMultiplier = 2f; + [SerializeField] float m_RunCycleLegOffset = 0.2f; //specific to the character in sample assets, will need to be modified to work with others + [SerializeField] float m_MoveSpeedMultiplier = 1f; + [SerializeField] float m_AnimSpeedMultiplier = 1f; + [SerializeField] float m_GroundCheckDistance = 0.1f; + + Rigidbody m_Rigidbody; + Animator m_Animator; + bool m_IsGrounded; + float m_OrigGroundCheckDistance; + const float k_Half = 0.5f; + float m_TurnAmount; + float m_ForwardAmount; + Vector3 m_GroundNormal; + float m_CapsuleHeight; + Vector3 m_CapsuleCenter; + CapsuleCollider m_Capsule; + bool m_Crouching; + + + void Start() + { + m_Animator = GetComponent(); + m_Rigidbody = GetComponent(); + m_Capsule = GetComponent(); + m_CapsuleHeight = m_Capsule.height; + m_CapsuleCenter = m_Capsule.center; + + m_Rigidbody.constraints = RigidbodyConstraints.FreezeRotationX | RigidbodyConstraints.FreezeRotationY | RigidbodyConstraints.FreezeRotationZ; + m_OrigGroundCheckDistance = m_GroundCheckDistance; + } + + + public void Move(Vector3 move, bool crouch, bool jump) + { + + // convert the world relative moveInput vector into a local-relative + // turn amount and forward amount required to head in the desired + // direction. + if (move.magnitude > 1f) move.Normalize(); + move = transform.InverseTransformDirection(move); + CheckGroundStatus(); + move = Vector3.ProjectOnPlane(move, m_GroundNormal); + m_TurnAmount = Mathf.Atan2(move.x, move.z); + m_ForwardAmount = move.z; + + ApplyExtraTurnRotation(); + + // control and velocity handling is different when grounded and airborne: + if (m_IsGrounded) + { + HandleGroundedMovement(crouch, jump); + } + else + { + HandleAirborneMovement(); + } + + ScaleCapsuleForCrouching(crouch); + PreventStandingInLowHeadroom(); + + // send input and other state parameters to the animator + UpdateAnimator(move); + } + + + void ScaleCapsuleForCrouching(bool crouch) + { + if (m_IsGrounded && crouch) + { + if (m_Crouching) return; + m_Capsule.height = m_Capsule.height / 2f; + m_Capsule.center = m_Capsule.center / 2f; + m_Crouching = true; + } + else + { + Ray crouchRay = new Ray(m_Rigidbody.position + Vector3.up * m_Capsule.radius * k_Half, Vector3.up); + float crouchRayLength = m_CapsuleHeight - m_Capsule.radius * k_Half; + if (Physics.SphereCast(crouchRay, m_Capsule.radius * k_Half, crouchRayLength, Physics.AllLayers, QueryTriggerInteraction.Ignore)) + { + m_Crouching = true; + return; + } + m_Capsule.height = m_CapsuleHeight; + m_Capsule.center = m_CapsuleCenter; + m_Crouching = false; + } + } + + void PreventStandingInLowHeadroom() + { + // prevent standing up in crouch-only zones + if (!m_Crouching) + { + Ray crouchRay = new Ray(m_Rigidbody.position + Vector3.up * m_Capsule.radius * k_Half, Vector3.up); + float crouchRayLength = m_CapsuleHeight - m_Capsule.radius * k_Half; + if (Physics.SphereCast(crouchRay, m_Capsule.radius * k_Half, crouchRayLength, Physics.AllLayers, QueryTriggerInteraction.Ignore)) + { + m_Crouching = true; + } + } + } + + + void UpdateAnimator(Vector3 move) + { + // update the animator parameters + m_Animator.SetFloat("Forward", m_ForwardAmount, 0.1f, Time.deltaTime); + m_Animator.SetFloat("Turn", m_TurnAmount, 0.1f, Time.deltaTime); + m_Animator.SetBool("Crouch", m_Crouching); + m_Animator.SetBool("OnGround", m_IsGrounded); + if (!m_IsGrounded) + { + m_Animator.SetFloat("Jump", m_Rigidbody.velocity.y); + } + + // calculate which leg is behind, so as to leave that leg trailing in the jump animation + // (This code is reliant on the specific run cycle offset in our animations, + // and assumes one leg passes the other at the normalized clip times of 0.0 and 0.5) + float runCycle = + Mathf.Repeat( + m_Animator.GetCurrentAnimatorStateInfo(0).normalizedTime + m_RunCycleLegOffset, 1); + float jumpLeg = (runCycle < k_Half ? 1 : -1) * m_ForwardAmount; + if (m_IsGrounded) + { + m_Animator.SetFloat("JumpLeg", jumpLeg); + } + + // the anim speed multiplier allows the overall speed of walking/running to be tweaked in the inspector, + // which affects the movement speed because of the root motion. + if (m_IsGrounded && move.magnitude > 0) + { + m_Animator.speed = m_AnimSpeedMultiplier; + } + else + { + // don't use that while airborne + m_Animator.speed = 1; + } + } + + + void HandleAirborneMovement() + { + // apply extra gravity from multiplier: + Vector3 extraGravityForce = (Physics.gravity * m_GravityMultiplier) - Physics.gravity; + m_Rigidbody.AddForce(extraGravityForce); + + m_GroundCheckDistance = m_Rigidbody.velocity.y < 0 ? m_OrigGroundCheckDistance : 0.01f; + } + + + void HandleGroundedMovement(bool crouch, bool jump) + { + // check whether conditions are right to allow a jump: + if (jump && !crouch && m_Animator.GetCurrentAnimatorStateInfo(0).IsName("Grounded")) + { + // jump! + m_Rigidbody.velocity = new Vector3(m_Rigidbody.velocity.x, m_JumpPower, m_Rigidbody.velocity.z); + m_IsGrounded = false; + m_Animator.applyRootMotion = false; + m_GroundCheckDistance = 0.1f; + } + } + + void ApplyExtraTurnRotation() + { + // help the character turn faster (this is in addition to root rotation in the animation) + float turnSpeed = Mathf.Lerp(m_StationaryTurnSpeed, m_MovingTurnSpeed, m_ForwardAmount); + transform.Rotate(0, m_TurnAmount * turnSpeed * Time.deltaTime, 0); + } + + + public void OnAnimatorMove() + { + // we implement this function to override the default root motion. + // this allows us to modify the positional speed before it's applied. + if (m_IsGrounded && Time.deltaTime > 0) + { + Vector3 v = (m_Animator.deltaPosition * m_MoveSpeedMultiplier) / Time.deltaTime; + + // we preserve the existing y part of the current velocity. + v.y = m_Rigidbody.velocity.y; + m_Rigidbody.velocity = v; + } + } + + + void CheckGroundStatus() + { + RaycastHit hitInfo; +#if UNITY_EDITOR + // helper to visualise the ground check ray in the scene view + Debug.DrawLine(transform.position + (Vector3.up * 0.1f), transform.position + (Vector3.up * 0.1f) + (Vector3.down * m_GroundCheckDistance)); +#endif + // 0.1f is a small offset to start the ray from inside the character + // it is also good to note that the transform position in the sample assets is at the base of the character + if (Physics.Raycast(transform.position + (Vector3.up * 0.1f), Vector3.down, out hitInfo, m_GroundCheckDistance)) + { + m_GroundNormal = hitInfo.normal; + m_IsGrounded = true; + m_Animator.applyRootMotion = true; + } + else + { + m_IsGrounded = false; + m_GroundNormal = Vector3.up; + m_Animator.applyRootMotion = false; + } + } + } +} diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonCharacter.cs.meta b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonCharacter.cs.meta new file mode 100644 index 00000000..89c15f70 --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonCharacter.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: ce7a80d520cacc042b5fe14f373d8173 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonUserControl.cs b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonUserControl.cs new file mode 100644 index 00000000..875fffef --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonUserControl.cs @@ -0,0 +1,75 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput; + +namespace UnityStandardAssets.Characters.ThirdPerson +{ + [RequireComponent(typeof (ThirdPersonCharacter))] + public class ThirdPersonUserControl : MonoBehaviour + { + private ThirdPersonCharacter m_Character; // A reference to the ThirdPersonCharacter on the object + private Transform m_Cam; // A reference to the main camera in the scenes transform + private Vector3 m_CamForward; // The current forward direction of the camera + private Vector3 m_Move; + private bool m_Jump; // the world-relative desired move direction, calculated from the camForward and user input. + + + private void Start() + { + // get the transform of the main camera + if (Camera.main != null) + { + m_Cam = Camera.main.transform; + } + else + { + Debug.LogWarning( + "Warning: no main camera found. Third person character needs a Camera tagged \"MainCamera\", for camera-relative controls.", gameObject); + // we use self-relative controls in this case, which probably isn't what the user wants, but hey, we warned them! + } + + // get the third person character ( this should never be null due to require component ) + m_Character = GetComponent(); + } + + + private void Update() + { + if (!m_Jump) + { + m_Jump = CrossPlatformInputManager.GetButtonDown("Jump"); + } + } + + + // Fixed update is called in sync with physics + private void FixedUpdate() + { + // read inputs + float h = CrossPlatformInputManager.GetAxis("Horizontal"); + float v = CrossPlatformInputManager.GetAxis("Vertical"); + bool crouch = Input.GetKey(KeyCode.C); + + // calculate move direction to pass to character + if (m_Cam != null) + { + // calculate camera relative direction to move: + m_CamForward = Vector3.Scale(m_Cam.forward, new Vector3(1, 0, 1)).normalized; + m_Move = v*m_CamForward + h*m_Cam.right; + } + else + { + // we use world-relative directions in the case of no main camera + m_Move = v*Vector3.forward + h*Vector3.right; + } +#if !MOBILE_INPUT + // walk speed multiplier + if (Input.GetKey(KeyCode.LeftShift)) m_Move *= 0.5f; +#endif + + // pass all parameters to the character control script + m_Character.Move(m_Move, crouch, m_Jump); + m_Jump = false; + } + } +} diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonUserControl.cs.meta b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonUserControl.cs.meta new file mode 100644 index 00000000..9972e345 --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/Scripts/ThirdPersonUserControl.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 521b611700410be45810047f0a74e899 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard 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Assets/Characters/ThirdPersonCharacter/ThirdPersonCharacterGuidelines.txt b/Assets/Standard Assets/Characters/ThirdPersonCharacter/ThirdPersonCharacterGuidelines.txt new file mode 100644 index 00000000..40943cda --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/ThirdPersonCharacterGuidelines.txt @@ -0,0 +1,29 @@ +In the ThirdPersonCharacter folder you'll find two ready-made character prefabs, which are used in the ThirdPersonCharacter sample scenes. These prefabs demonstrate how you can use the ThirdPersonCharacters scripts and animations we've included, including an AI-controlled variant which is able to walk towards a specified target, or follow a waypoint-based route. + +The simplest way to get started setting up your own character is to take our ThirdPersonCharacter and replace the art with your own model. To do so, make sure you've imported your own rigged model with a Humanoid avatar, then follow these steps: + +1) Start with a suitable scene. There ought to be enough flat ground to walk around on. + +2) Place the "ThirdPersonCharacter" prefab in the scene. + +3) Unfold the ThirdPersonCharacter hierarchy in the hierarchy window, and delete all child of "ThirdPersonController". + +4) Place your own character model as a child of the ThirdPersonCharacter. + +5) Drop the Avatar of your model (created by model importer, cf documentation) inside the Avatar slot of the Animator component on "ThirdPersonController" + +6) Make sure your character model's position in the inspector is set to zero on X and Z, and that it's Y position is appropriately adjusted so that your character's feet are at the same position as the ThirdPersonCharacter GameObject. (if you find it easier, you could add your character first before deleting Ethan, so that you can use Ethan's feet as a guide for where your character's feet should be) + +7) Hit play, and try controlling your character! + +You'll probably want to add a camera rig so that the camera follows the character as it runs off. See the Camera Rig guidelines for instructions on how to do that. + +The ThirdPersonCharacter script exposes a number of properties which determine the jump power, the amount of control while in air, and various other speed and behaviour modifiers. For more detail about each setting, see the comments in the script. + +The ThirdPersonUserControl script takes input from the "CrossPlatformInput" class included in the sample assets, however if you're not targeting mobile or prefer to use a different system to read input, you can simply use Unity's built-in Input class in place of CrossPlatformInput. For more information, see the CrossPlatformInput guidelines. + +The sample scenes provided works on standalone and also include cross platform touch controls which are set up and ready to publish to mobile. + +The ThirdPersonAIControl component can be added instead of the user control component, allowing the character to be AI controlled. This relies on a NavMeshAgent to pathfind the way to the target. The NavMeshAgent should be a child object of the Character, as demonstrated in the AI Character Prefab provided. If you want to create your own AI characters, you can follow the steps above, but start with the AI prefab we provided. + + diff --git a/Assets/Standard Assets/Characters/ThirdPersonCharacter/ThirdPersonCharacterGuidelines.txt.meta b/Assets/Standard Assets/Characters/ThirdPersonCharacter/ThirdPersonCharacterGuidelines.txt.meta new file mode 100644 index 00000000..29af10a1 --- /dev/null +++ b/Assets/Standard Assets/Characters/ThirdPersonCharacter/ThirdPersonCharacterGuidelines.txt.meta @@ -0,0 +1,5 @@ +fileFormatVersion: 2 +guid: af82a5dcdad0f544c99fd1a84212021d +TextScriptImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput.meta b/Assets/Standard Assets/CrossPlatformInput.meta new file mode 100644 index 00000000..056038c9 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 710bc43f80d178548bd226c252c8e65b +folderAsset: yes +timeCreated: 1436977288 +licenseType: Store +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/CrossPlatformInput/CrossPlatformInputGuidelines.txt b/Assets/Standard Assets/CrossPlatformInput/CrossPlatformInputGuidelines.txt new file mode 100644 index 00000000..461c8df4 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/CrossPlatformInputGuidelines.txt @@ -0,0 +1,32 @@ + +Importing the CrossPlatformInput package adds a menu item to Unity, "CrossPlatformInput", which allows you to enable or disable the CrossPlatformInput in the editor. You must enable the CrossPlatformInput in order to see the control rigs in the editor, and to start using Unity Remote to control your game. + +The CrossPlatformInput sample assets contains two main sections. + +1) The folder of prefabs provide a variety of ready-to-use "MobileControlRigs". Each control rig is suitable for a different purpose, and each implements the touch or tilt-based equivalent of some of the default standalone axes or buttons. These are ready to drop into your scene, and to use them you simply need to read the axes via the CrossPlatformInput class, rather than Unity's regular Input class. + +2) The set of scripts provided are the scripts we used to put together the control rigs prefabs. They provide a simplified way of reading basic mobile input, such as tilt, taps and swipe gestures. They are designed so that various mobile controls can be read in the same way as regular Unity axes and buttons. You can use these scripts to build your own MobileControlRigs. + + + +For example the Car control rig feeds the tilt input of the mobile device to the "Horizontal" axis, and has an accelerator and brake touch button which are fed as a pair into the "Vertical" axis. These are virtual equivalents of the real "Horizontal" and "Vertical" axes defined in Unity's Input Manager. + +Therefore when you read CrossPlatformInput.GetAxis("Horizontal"), you will either get the "real" input value - if your build target is non-mobile, or the value from the mobile control rig - if your build target is set to a mobile platform. + +The CrossPlatformInput scripts and prefabs are provided together as an example of how you can implement a cross-platform control solution in Unity. They also allow us to provide our other sample scenes in a form that can be published as standalone or to mobile targets with no modification. + +To use the CrossPlatformInput, you need to drop a "Mobile Control Rig" into your scene (or create your own), and then make calls to CrossPlatformInput functions, referring to the axes and buttons that the Rig implements. + +When reading input from the CrossPlatformInput class, the values returned will be taken either from Unity's Input Manager settings, or from the mobile-specific controls set up, depending on which build target you have selected. + +The CrossPlatformInput class is designed to be called instead of Unity's own Input class, and so mirrors certain parts of the Input API - specifically the functions relating to Axes and Buttons: + GetAxis, GetAxisRaw + GetButton, GetButtonDown, GetButtonUp + +Notes for coders: +This package sets two compiler define symbols. 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having 1 axisValues) + public string axisName = "Horizontal"; // The name of the axis + public float axisValue = 1; // The axis that the value has + public float responseSpeed = 3; // The speed at which the axis touch button responds + public float returnToCentreSpeed = 3; // The speed at which the button will return to its centre + + AxisTouchButton m_PairedWith; // Which button this one is paired with + CrossPlatformInputManager.VirtualAxis m_Axis; // A reference to the virtual axis as it is in the cross platform input + + void OnEnable() + { + if (!CrossPlatformInputManager.AxisExists(axisName)) + { + // if the axis doesnt exist create a new one in cross platform input + m_Axis = new CrossPlatformInputManager.VirtualAxis(axisName); + CrossPlatformInputManager.RegisterVirtualAxis(m_Axis); + } + else + { + m_Axis = CrossPlatformInputManager.VirtualAxisReference(axisName); + } + FindPairedButton(); + } + + void FindPairedButton() + { + // find the other button witch which this button should be paired + // (it should have the same axisName) + var otherAxisButtons = FindObjectsOfType(typeof(AxisTouchButton)) as AxisTouchButton[]; + + if (otherAxisButtons != null) + { + for (int i = 0; i < otherAxisButtons.Length; i++) + { + if (otherAxisButtons[i].axisName == axisName && otherAxisButtons[i] != this) + { + m_PairedWith = otherAxisButtons[i]; + } + } + } + } + + void OnDisable() + { + // The object is disabled so remove it from the cross platform input system + m_Axis.Remove(); + } + + + public void OnPointerDown(PointerEventData data) + { + if (m_PairedWith == null) + { + FindPairedButton(); + } + // update the axis and record that the button has been pressed this frame + m_Axis.Update(Mathf.MoveTowards(m_Axis.GetValue, axisValue, responseSpeed * Time.deltaTime)); + } + + + public void OnPointerUp(PointerEventData data) + { + m_Axis.Update(Mathf.MoveTowards(m_Axis.GetValue, 0, responseSpeed * Time.deltaTime)); + } + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/AxisTouchButton.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/AxisTouchButton.cs.meta new file mode 100644 index 00000000..241497f0 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/AxisTouchButton.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9ab98b66288df7b4fa182075f2f12bd6 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/ButtonHandler.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/ButtonHandler.cs new file mode 100644 index 00000000..3b48f25b --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/ButtonHandler.cs @@ -0,0 +1,50 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.CrossPlatformInput +{ + public class ButtonHandler : MonoBehaviour + { + + public string Name; + + void OnEnable() + { + + } + + public void SetDownState() + { + CrossPlatformInputManager.SetButtonDown(Name); + } + + + public void SetUpState() + { + CrossPlatformInputManager.SetButtonUp(Name); + } + + + public void SetAxisPositiveState() + { + CrossPlatformInputManager.SetAxisPositive(Name); + } + + + public void SetAxisNeutralState() + { + CrossPlatformInputManager.SetAxisZero(Name); + } + + + public void SetAxisNegativeState() + { + CrossPlatformInputManager.SetAxisNegative(Name); + } + + public void Update() + { + + } + } +} diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/ButtonHandler.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/ButtonHandler.cs.meta new file mode 100644 index 00000000..1aadb06d --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/ButtonHandler.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 85bf3be603548374ca46f521a3aa7fda +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/CrossPlatformInputManager.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/CrossPlatformInputManager.cs new file mode 100644 index 00000000..9d368c8a --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/CrossPlatformInputManager.cs @@ -0,0 +1,318 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput.PlatformSpecific; + +namespace UnityStandardAssets.CrossPlatformInput +{ + public static class CrossPlatformInputManager + { + public enum ActiveInputMethod + { + Hardware, + Touch + } + + + private static VirtualInput activeInput; + + private static VirtualInput s_TouchInput; + private static VirtualInput s_HardwareInput; + + + static CrossPlatformInputManager() + { + s_TouchInput = new MobileInput(); + s_HardwareInput = new StandaloneInput(); +#if MOBILE_INPUT + activeInput = s_TouchInput; +#else + activeInput = s_HardwareInput; +#endif + } + + public static void SwitchActiveInputMethod(ActiveInputMethod activeInputMethod) + { + switch (activeInputMethod) + { + case ActiveInputMethod.Hardware: + activeInput = s_HardwareInput; + break; + + case ActiveInputMethod.Touch: + activeInput = s_TouchInput; + break; + } + } + + public static bool AxisExists(string name) + { + return activeInput.AxisExists(name); + } + + public static bool ButtonExists(string name) + { + return activeInput.ButtonExists(name); + } + + public static void RegisterVirtualAxis(VirtualAxis axis) + { + activeInput.RegisterVirtualAxis(axis); + } + + + public static void RegisterVirtualButton(VirtualButton button) + { + activeInput.RegisterVirtualButton(button); + } + + + public static void UnRegisterVirtualAxis(string name) + { + if (name == null) + { + throw new ArgumentNullException("name"); + } + activeInput.UnRegisterVirtualAxis(name); + } + + + public static void UnRegisterVirtualButton(string name) + { + activeInput.UnRegisterVirtualButton(name); + } + + + // returns a reference to a named virtual axis if it exists otherwise null + public static VirtualAxis VirtualAxisReference(string name) + { + return activeInput.VirtualAxisReference(name); + } + + + // returns the platform appropriate axis for the given name + public static float GetAxis(string name) + { + return GetAxis(name, false); + } + + + public static float GetAxisRaw(string name) + { + return GetAxis(name, true); + } + + + // private function handles both types of axis (raw and not raw) + private static float GetAxis(string name, bool raw) + { + return activeInput.GetAxis(name, raw); + } + + + // -- Button handling -- + public static bool GetButton(string name) + { + return activeInput.GetButton(name); + } + + + public static bool GetButtonDown(string name) + { + return activeInput.GetButtonDown(name); + } + + + public static bool GetButtonUp(string name) + { + return activeInput.GetButtonUp(name); + } + + + public static void SetButtonDown(string name) + { + activeInput.SetButtonDown(name); + } + + + public static void SetButtonUp(string name) + { + activeInput.SetButtonUp(name); + } + + + public static void SetAxisPositive(string name) + { + activeInput.SetAxisPositive(name); + } + + + public static void SetAxisNegative(string name) + { + activeInput.SetAxisNegative(name); + } + + + public static void SetAxisZero(string name) + { + activeInput.SetAxisZero(name); + } + + + public static void SetAxis(string name, float value) + { + activeInput.SetAxis(name, value); + } + + + public static Vector3 mousePosition + { + get { return activeInput.MousePosition(); } + } + + + public static void SetVirtualMousePositionX(float f) + { + activeInput.SetVirtualMousePositionX(f); + } + + + public static void SetVirtualMousePositionY(float f) + { + activeInput.SetVirtualMousePositionY(f); + } + + + public static void SetVirtualMousePositionZ(float f) + { + activeInput.SetVirtualMousePositionZ(f); + } + + + // virtual axis and button classes - applies to mobile input + // Can be mapped to touch joysticks, tilt, gyro, etc, depending on desired implementation. + // Could also be implemented by other input devices - kinect, electronic sensors, etc + public class VirtualAxis + { + public string name { get; private set; } + private float m_Value; + public bool matchWithInputManager { get; private set; } + + + public VirtualAxis(string name) + : this(name, true) + { + } + + + public VirtualAxis(string name, bool matchToInputSettings) + { + this.name = name; + matchWithInputManager = matchToInputSettings; + } + + + // removes an axes from the cross platform input system + public void Remove() + { + UnRegisterVirtualAxis(name); + } + + + // a controller gameobject (eg. a virtual thumbstick) should update this class + public void Update(float value) + { + m_Value = value; + } + + + public float GetValue + { + get { return m_Value; } + } + + + public float GetValueRaw + { + get { return m_Value; } + } + } + + // a controller gameobject (eg. a virtual GUI button) should call the + // 'pressed' function of this class. Other objects can then read the + // Get/Down/Up state of this button. + public class VirtualButton + { + public string name { get; private set; } + public bool matchWithInputManager { get; private set; } + + private int m_LastPressedFrame = -5; + private int m_ReleasedFrame = -5; + private bool m_Pressed; + + + public VirtualButton(string name) + : this(name, true) + { + } + + + public VirtualButton(string name, bool matchToInputSettings) + { + this.name = name; + matchWithInputManager = matchToInputSettings; + } + + + // A controller gameobject should call this function when the button is pressed down + public void Pressed() + { + if (m_Pressed) + { + return; + } + m_Pressed = true; + m_LastPressedFrame = Time.frameCount; + } + + + // A controller gameobject should call this function when the button is released + public void Released() + { + m_Pressed = false; + m_ReleasedFrame = Time.frameCount; + } + + + // the controller gameobject should call Remove when the button is destroyed or disabled + public void Remove() + { + UnRegisterVirtualButton(name); + } + + + // these are the states of the button which can be read via the cross platform input system + public bool GetButton + { + get { return m_Pressed; } + } + + + public bool GetButtonDown + { + get + { + return m_LastPressedFrame - Time.frameCount == -1; + } + } + + + public bool GetButtonUp + { + get + { + return (m_ReleasedFrame == Time.frameCount - 1); + } + } + } + } +} diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/CrossPlatformInputManager.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/CrossPlatformInputManager.cs.meta new file mode 100644 index 00000000..ea900aa2 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/CrossPlatformInputManager.cs.meta @@ -0,0 +1,11 @@ +fileFormatVersion: 2 +guid: 6ac1ce5a5adfd9f46adbf5b6f752a47c +labels: +- Done +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: -1010 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/InputAxisScrollbar.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/InputAxisScrollbar.cs new file mode 100644 index 00000000..c524fc25 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/InputAxisScrollbar.cs @@ -0,0 +1,17 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.CrossPlatformInput +{ + public class InputAxisScrollbar : MonoBehaviour + { + public string axis; + + void Update() { } + + public void HandleInput(float value) + { + CrossPlatformInputManager.SetAxis(axis, (value*2f) - 1f); + } + } +} diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/InputAxisScrollbar.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/InputAxisScrollbar.cs.meta new file mode 100644 index 00000000..956782c7 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/InputAxisScrollbar.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 7d3269566d48b8447bb48d2259e28f8b +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/Joystick.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/Joystick.cs new file mode 100644 index 00000000..b01f5ef8 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/Joystick.cs @@ -0,0 +1,118 @@ +using System; +using UnityEngine; +using UnityEngine.EventSystems; + +namespace UnityStandardAssets.CrossPlatformInput +{ + public class Joystick : MonoBehaviour, IPointerDownHandler, IPointerUpHandler, IDragHandler + { + public enum AxisOption + { + // Options for which axes to use + Both, // Use both + OnlyHorizontal, // Only horizontal + OnlyVertical // Only vertical + } + + public int MovementRange = 100; + public AxisOption axesToUse = AxisOption.Both; // The options for the axes that the still will use + public string horizontalAxisName = "Horizontal"; // The name given to the horizontal axis for the cross platform input + public string verticalAxisName = "Vertical"; // The name given to the vertical axis for the cross platform input + + Vector3 m_StartPos; + bool m_UseX; // Toggle for using the x axis + bool m_UseY; // Toggle for using the Y axis + CrossPlatformInputManager.VirtualAxis m_HorizontalVirtualAxis; // Reference to the joystick in the cross platform input + CrossPlatformInputManager.VirtualAxis m_VerticalVirtualAxis; // Reference to the joystick in the cross platform input + + void OnEnable() + { + CreateVirtualAxes(); + } + + void Start() + { + m_StartPos = transform.position; + } + + void UpdateVirtualAxes(Vector3 value) + { + var delta = m_StartPos - value; + delta.y = -delta.y; + delta /= MovementRange; + if (m_UseX) + { + m_HorizontalVirtualAxis.Update(-delta.x); + } + + if (m_UseY) + { + m_VerticalVirtualAxis.Update(delta.y); + } + } + + void CreateVirtualAxes() + { + // set axes to use + m_UseX = (axesToUse == AxisOption.Both || axesToUse == AxisOption.OnlyHorizontal); + m_UseY = (axesToUse == AxisOption.Both || axesToUse == AxisOption.OnlyVertical); + + // create new axes based on axes to use + if (m_UseX) + { + m_HorizontalVirtualAxis = new CrossPlatformInputManager.VirtualAxis(horizontalAxisName); + CrossPlatformInputManager.RegisterVirtualAxis(m_HorizontalVirtualAxis); + } + if (m_UseY) + { + m_VerticalVirtualAxis = new CrossPlatformInputManager.VirtualAxis(verticalAxisName); + CrossPlatformInputManager.RegisterVirtualAxis(m_VerticalVirtualAxis); + } + } + + + public void OnDrag(PointerEventData data) + { + Vector3 newPos = Vector3.zero; + + if (m_UseX) + { + int delta = (int)(data.position.x - m_StartPos.x); + delta = Mathf.Clamp(delta, - MovementRange, MovementRange); + newPos.x = delta; + } + + if (m_UseY) + { + int delta = (int)(data.position.y - m_StartPos.y); + delta = Mathf.Clamp(delta, -MovementRange, MovementRange); + newPos.y = delta; + } + transform.position = new Vector3(m_StartPos.x + newPos.x, m_StartPos.y + newPos.y, m_StartPos.z + newPos.z); + UpdateVirtualAxes(transform.position); + } + + + public void OnPointerUp(PointerEventData data) + { + transform.position = m_StartPos; + UpdateVirtualAxes(m_StartPos); + } + + + public void OnPointerDown(PointerEventData data) { } + + void OnDisable() + { + // remove the joysticks from the cross platform input + if (m_UseX) + { + m_HorizontalVirtualAxis.Remove(); + } + if (m_UseY) + { + m_VerticalVirtualAxis.Remove(); + } + } + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/Joystick.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/Joystick.cs.meta new file mode 100644 index 00000000..aaac7672 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/Joystick.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 00c3c865782347f41b6358d9fba14b48 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/MobileControlRig.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/MobileControlRig.cs new file mode 100644 index 00000000..638a0c2e --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/MobileControlRig.cs @@ -0,0 +1,102 @@ +using System; +#if UNITY_EDITOR +using UnityEditor; +#endif +using UnityEngine; + + +namespace UnityStandardAssets.CrossPlatformInput +{ + [ExecuteInEditMode] + public class MobileControlRig : MonoBehaviour +#if UNITY_EDITOR + , UnityEditor.Build.IActiveBuildTargetChanged +#endif + { + // this script enables or disables the child objects of a control rig + // depending on whether the USE_MOBILE_INPUT define is declared. + + // This define is set or unset by a menu item that is included with + // the Cross Platform Input package. + + +#if !UNITY_EDITOR + void OnEnable() + { + CheckEnableControlRig(); + } +#else + public int callbackOrder + { + get + { + return 1; + } + } +#endif + + private void Start() + { +#if UNITY_EDITOR + if (Application.isPlaying) //if in the editor, need to check if we are playing, as start is also called just after exiting play +#endif + { + UnityEngine.EventSystems.EventSystem system = GameObject.FindObjectOfType(); + + if (system == null) + {//the scene have no event system, spawn one + GameObject o = new GameObject("EventSystem"); + + o.AddComponent(); + o.AddComponent(); + } + } + } + +#if UNITY_EDITOR + + private void OnEnable() + { + EditorApplication.update += Update; + } + + + private void OnDisable() + { + EditorApplication.update -= Update; + } + + + private void Update() + { + CheckEnableControlRig(); + } +#endif + + + private void CheckEnableControlRig() + { +#if MOBILE_INPUT + EnableControlRig(true); +#else + EnableControlRig(false); +#endif + } + + + private void EnableControlRig(bool enabled) + { + foreach (Transform t in transform) + { + t.gameObject.SetActive(enabled); + } + } + +#if UNITY_EDITOR + public void OnActiveBuildTargetChanged(BuildTarget previousTarget, BuildTarget newTarget) + { + CheckEnableControlRig(); + } +#endif + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/MobileControlRig.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/MobileControlRig.cs.meta new file mode 100644 index 00000000..0ee49e89 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/MobileControlRig.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 71398ce7fbc3a5b4fa50b50bd54317a7 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific.meta new file mode 100644 index 00000000..0d6520ab --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 0bc72db1e9dcb9647818df5a07871127 +folderAsset: yes +timeCreated: 1436977288 +licenseType: Store +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/MobileInput.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/MobileInput.cs new file mode 100644 index 00000000..0416715e --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/MobileInput.cs @@ -0,0 +1,133 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.CrossPlatformInput.PlatformSpecific +{ + public class MobileInput : VirtualInput + { + private void AddButton(string name) + { + // we have not registered this button yet so add it, happens in the constructor + CrossPlatformInputManager.RegisterVirtualButton(new CrossPlatformInputManager.VirtualButton(name)); + } + + + private void AddAxes(string name) + { + // we have not registered this button yet so add it, happens in the constructor + CrossPlatformInputManager.RegisterVirtualAxis(new CrossPlatformInputManager.VirtualAxis(name)); + } + + + public override float GetAxis(string name, bool raw) + { + if (!m_VirtualAxes.ContainsKey(name)) + { + AddAxes(name); + } + return m_VirtualAxes[name].GetValue; + } + + + public override void SetButtonDown(string name) + { + if (!m_VirtualButtons.ContainsKey(name)) + { + AddButton(name); + } + m_VirtualButtons[name].Pressed(); + } + + + public override void SetButtonUp(string name) + { + if (!m_VirtualButtons.ContainsKey(name)) + { + AddButton(name); + } + m_VirtualButtons[name].Released(); + } + + + public override void SetAxisPositive(string name) + { + if (!m_VirtualAxes.ContainsKey(name)) + { + AddAxes(name); + } + m_VirtualAxes[name].Update(1f); + } + + + public override void SetAxisNegative(string name) + { + if (!m_VirtualAxes.ContainsKey(name)) + { + AddAxes(name); + } + m_VirtualAxes[name].Update(-1f); + } + + + public override void SetAxisZero(string name) + { + if (!m_VirtualAxes.ContainsKey(name)) + { + AddAxes(name); + } + m_VirtualAxes[name].Update(0f); + } + + + public override void SetAxis(string name, float value) + { + if (!m_VirtualAxes.ContainsKey(name)) + { + AddAxes(name); + } + m_VirtualAxes[name].Update(value); + } + + + public override bool GetButtonDown(string name) + { + if (m_VirtualButtons.ContainsKey(name)) + { + return m_VirtualButtons[name].GetButtonDown; + } + + AddButton(name); + return m_VirtualButtons[name].GetButtonDown; + } + + + public override bool GetButtonUp(string name) + { + if (m_VirtualButtons.ContainsKey(name)) + { + return m_VirtualButtons[name].GetButtonUp; + } + + AddButton(name); + return m_VirtualButtons[name].GetButtonUp; + } + + + public override bool GetButton(string name) + { + if (m_VirtualButtons.ContainsKey(name)) + { + return m_VirtualButtons[name].GetButton; + } + + AddButton(name); + return m_VirtualButtons[name].GetButton; + } + + + public override Vector3 MousePosition() + { + return virtualMousePosition; + } + } +} diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/MobileInput.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/MobileInput.cs.meta new file mode 100644 index 00000000..e0ffb749 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/MobileInput.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9703d53e47195aa4190acd11369ccd1b +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/StandaloneInput.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/StandaloneInput.cs new file mode 100644 index 00000000..374a1f5d --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/StandaloneInput.cs @@ -0,0 +1,79 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.CrossPlatformInput.PlatformSpecific +{ + public class StandaloneInput : VirtualInput + { + public override float GetAxis(string name, bool raw) + { + return raw ? Input.GetAxisRaw(name) : Input.GetAxis(name); + } + + + public override bool GetButton(string name) + { + return Input.GetButton(name); + } + + + public override bool GetButtonDown(string name) + { + return Input.GetButtonDown(name); + } + + + public override bool GetButtonUp(string name) + { + return Input.GetButtonUp(name); + } + + + public override void SetButtonDown(string name) + { + throw new Exception( + " This is not possible to be called for standalone input. Please check your platform and code where this is called"); + } + + + public override void SetButtonUp(string name) + { + throw new Exception( + " This is not possible to be called for standalone input. Please check your platform and code where this is called"); + } + + + public override void SetAxisPositive(string name) + { + throw new Exception( + " This is not possible to be called for standalone input. Please check your platform and code where this is called"); + } + + + public override void SetAxisNegative(string name) + { + throw new Exception( + " This is not possible to be called for standalone input. Please check your platform and code where this is called"); + } + + + public override void SetAxisZero(string name) + { + throw new Exception( + " This is not possible to be called for standalone input. Please check your platform and code where this is called"); + } + + + public override void SetAxis(string name, float value) + { + throw new Exception( + " This is not possible to be called for standalone input. Please check your platform and code where this is called"); + } + + + public override Vector3 MousePosition() + { + return Input.mousePosition; + } + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/StandaloneInput.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/StandaloneInput.cs.meta new file mode 100644 index 00000000..d4c99a61 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/PlatformSpecific/StandaloneInput.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9961032f4f02c4f41997c3ea399d2f22 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/TiltInput.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/TiltInput.cs new file mode 100644 index 00000000..658fddd8 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/TiltInput.cs @@ -0,0 +1,145 @@ +using System; +using UnityEngine; +#if UNITY_EDITOR +using UnityEditor; +#endif + +namespace UnityStandardAssets.CrossPlatformInput +{ + // helps with managing tilt input on mobile devices + public class TiltInput : MonoBehaviour + { + // options for the various orientations + public enum AxisOptions + { + ForwardAxis, + SidewaysAxis, + } + + + [Serializable] + public class AxisMapping + { + public enum MappingType + { + NamedAxis, + MousePositionX, + MousePositionY, + MousePositionZ + }; + + + public MappingType type; + public string axisName; + } + + + public AxisMapping mapping; + public AxisOptions tiltAroundAxis = AxisOptions.ForwardAxis; + public float fullTiltAngle = 25; + public float centreAngleOffset = 0; + + + private CrossPlatformInputManager.VirtualAxis m_SteerAxis; + + + private void OnEnable() + { + if (mapping.type == AxisMapping.MappingType.NamedAxis) + { + m_SteerAxis = new CrossPlatformInputManager.VirtualAxis(mapping.axisName); + CrossPlatformInputManager.RegisterVirtualAxis(m_SteerAxis); + } + } + + + private void Update() + { + float angle = 0; + if (Input.acceleration != Vector3.zero) + { + switch (tiltAroundAxis) + { + case AxisOptions.ForwardAxis: + angle = Mathf.Atan2(Input.acceleration.x, -Input.acceleration.y)*Mathf.Rad2Deg + + centreAngleOffset; + break; + case AxisOptions.SidewaysAxis: + angle = Mathf.Atan2(Input.acceleration.z, -Input.acceleration.y)*Mathf.Rad2Deg + + centreAngleOffset; + break; + } + } + + float axisValue = Mathf.InverseLerp(-fullTiltAngle, fullTiltAngle, angle)*2 - 1; + switch (mapping.type) + { + case AxisMapping.MappingType.NamedAxis: + m_SteerAxis.Update(axisValue); + break; + case AxisMapping.MappingType.MousePositionX: + CrossPlatformInputManager.SetVirtualMousePositionX(axisValue*Screen.width); + break; + case AxisMapping.MappingType.MousePositionY: + CrossPlatformInputManager.SetVirtualMousePositionY(axisValue*Screen.width); + break; + case AxisMapping.MappingType.MousePositionZ: + CrossPlatformInputManager.SetVirtualMousePositionZ(axisValue*Screen.width); + break; + } + } + + + private void OnDisable() + { + m_SteerAxis.Remove(); + } + } +} + + +namespace UnityStandardAssets.CrossPlatformInput.Inspector +{ +#if UNITY_EDITOR + [CustomPropertyDrawer(typeof (TiltInput.AxisMapping))] + public class TiltInputAxisStylePropertyDrawer : PropertyDrawer + { + public override void OnGUI(Rect position, SerializedProperty property, GUIContent label) + { + EditorGUI.BeginProperty(position, label, property); + + float x = position.x; + float y = position.y; + float inspectorWidth = position.width; + + // Don't make child fields be indented + var indent = EditorGUI.indentLevel; + EditorGUI.indentLevel = 0; + + var props = new[] {"type", "axisName"}; + var widths = new[] {.4f, .6f}; + if (property.FindPropertyRelative("type").enumValueIndex > 0) + { + // hide name if not a named axis + props = new[] {"type"}; + widths = new[] {1f}; + } + const float lineHeight = 18; + for (int n = 0; n < props.Length; ++n) + { + float w = widths[n]*inspectorWidth; + + // Calculate rects + Rect rect = new Rect(x, y, w, lineHeight); + x += w; + + EditorGUI.PropertyField(rect, property.FindPropertyRelative(props[n]), GUIContent.none); + } + + // Set indent back to what it was + EditorGUI.indentLevel = indent; + EditorGUI.EndProperty(); + } + } +#endif +} diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/TiltInput.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/TiltInput.cs.meta new file mode 100644 index 00000000..93f79bf1 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/TiltInput.cs.meta @@ -0,0 +1,13 @@ +fileFormatVersion: 2 +guid: 5c2d84226fbbaf94e9c1451f1c39b06a +labels: +- Not +- Fully +- Implemented +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: -1001 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/TouchPad.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/TouchPad.cs new file mode 100644 index 00000000..4012331e --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/TouchPad.cs @@ -0,0 +1,156 @@ +using System; +using UnityEngine; +using UnityEngine.EventSystems; +using UnityEngine.UI; + +namespace UnityStandardAssets.CrossPlatformInput +{ + [RequireComponent(typeof(Image))] + public class TouchPad : MonoBehaviour, IPointerDownHandler, IPointerUpHandler + { + // Options for which axes to use + public enum AxisOption + { + Both, // Use both + OnlyHorizontal, // Only horizontal + OnlyVertical // Only vertical + } + + + public enum ControlStyle + { + Absolute, // operates from teh center of the image + Relative, // operates from the center of the initial touch + Swipe, // swipe to touch touch no maintained center + } + + + public AxisOption axesToUse = AxisOption.Both; // The options for the axes that the still will use + public ControlStyle controlStyle = ControlStyle.Absolute; // control style to use + public string horizontalAxisName = "Horizontal"; // The name given to the horizontal axis for the cross platform input + public string verticalAxisName = "Vertical"; // The name given to the vertical axis for the cross platform input + public float Xsensitivity = 1f; + public float Ysensitivity = 1f; + + Vector3 m_StartPos; + Vector2 m_PreviousDelta; + Vector3 m_JoytickOutput; + bool m_UseX; // Toggle for using the x axis + bool m_UseY; // Toggle for using the Y axis + CrossPlatformInputManager.VirtualAxis m_HorizontalVirtualAxis; // Reference to the joystick in the cross platform input + CrossPlatformInputManager.VirtualAxis m_VerticalVirtualAxis; // Reference to the joystick in the cross platform input + bool m_Dragging; + int m_Id = -1; + Vector2 m_PreviousTouchPos; // swipe style control touch + + +#if !UNITY_EDITOR + private Vector3 m_Center; + private Image m_Image; +#else + Vector3 m_PreviousMouse; +#endif + + void OnEnable() + { + CreateVirtualAxes(); + } + + void Start() + { +#if !UNITY_EDITOR + m_Image = GetComponent(); + m_Center = m_Image.transform.position; +#endif + } + + void CreateVirtualAxes() + { + // set axes to use + m_UseX = (axesToUse == AxisOption.Both || axesToUse == AxisOption.OnlyHorizontal); + m_UseY = (axesToUse == AxisOption.Both || axesToUse == AxisOption.OnlyVertical); + + // create new axes based on axes to use + if (m_UseX) + { + m_HorizontalVirtualAxis = new CrossPlatformInputManager.VirtualAxis(horizontalAxisName); + CrossPlatformInputManager.RegisterVirtualAxis(m_HorizontalVirtualAxis); + } + if (m_UseY) + { + m_VerticalVirtualAxis = new CrossPlatformInputManager.VirtualAxis(verticalAxisName); + CrossPlatformInputManager.RegisterVirtualAxis(m_VerticalVirtualAxis); + } + } + + void UpdateVirtualAxes(Vector3 value) + { + value = value.normalized; + if (m_UseX) + { + m_HorizontalVirtualAxis.Update(value.x); + } + + if (m_UseY) + { + m_VerticalVirtualAxis.Update(value.y); + } + } + + + public void OnPointerDown(PointerEventData data) + { + m_Dragging = true; + m_Id = data.pointerId; +#if !UNITY_EDITOR + if (controlStyle != ControlStyle.Absolute ) + m_Center = data.position; +#endif + } + + void Update() + { + if (!m_Dragging) + { + return; + } + if (Input.touchCount >= m_Id + 1 && m_Id != -1) + { +#if !UNITY_EDITOR + + if (controlStyle == ControlStyle.Swipe) + { + m_Center = m_PreviousTouchPos; + m_PreviousTouchPos = Input.touches[m_Id].position; + } + Vector2 pointerDelta = new Vector2(Input.touches[m_Id].position.x - m_Center.x , Input.touches[m_Id].position.y - m_Center.y).normalized; + pointerDelta.x *= Xsensitivity; + pointerDelta.y *= Ysensitivity; +#else + Vector2 pointerDelta; + pointerDelta.x = Input.mousePosition.x - m_PreviousMouse.x; + pointerDelta.y = Input.mousePosition.y - m_PreviousMouse.y; + m_PreviousMouse = new Vector3(Input.mousePosition.x, Input.mousePosition.y, 0f); +#endif + UpdateVirtualAxes(new Vector3(pointerDelta.x, pointerDelta.y, 0)); + } + } + + + public void OnPointerUp(PointerEventData data) + { + m_Dragging = false; + m_Id = -1; + UpdateVirtualAxes(Vector3.zero); + } + + void OnDisable() + { + if (CrossPlatformInputManager.AxisExists(horizontalAxisName)) + CrossPlatformInputManager.UnRegisterVirtualAxis(horizontalAxisName); + + if (CrossPlatformInputManager.AxisExists(verticalAxisName)) + CrossPlatformInputManager.UnRegisterVirtualAxis(verticalAxisName); + } + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/TouchPad.cs.meta b/Assets/Standard Assets/CrossPlatformInput/Scripts/TouchPad.cs.meta new file mode 100644 index 00000000..0b176aa6 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/TouchPad.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 1caf40fc8bebb6b43b2550c05ca791d6 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Scripts/VirtualInput.cs b/Assets/Standard Assets/CrossPlatformInput/Scripts/VirtualInput.cs new file mode 100644 index 00000000..5ffec5a4 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Scripts/VirtualInput.cs @@ -0,0 +1,134 @@ +using System; +using System.Collections.Generic; +using UnityEngine; + + +namespace UnityStandardAssets.CrossPlatformInput +{ + public abstract class VirtualInput + { + public Vector3 virtualMousePosition { get; private set; } + + + protected Dictionary m_VirtualAxes = + new Dictionary(); + // Dictionary to store the name relating to the virtual axes + protected Dictionary m_VirtualButtons = + new Dictionary(); + protected List m_AlwaysUseVirtual = new List(); + // list of the axis and button names that have been flagged to always use a virtual axis or button + + + public bool AxisExists(string name) + { + return m_VirtualAxes.ContainsKey(name); + } + + public bool ButtonExists(string name) + { + return m_VirtualButtons.ContainsKey(name); + } + + + public void RegisterVirtualAxis(CrossPlatformInputManager.VirtualAxis axis) + { + // check if we already have an axis with that name and log and error if we do + if (m_VirtualAxes.ContainsKey(axis.name)) + { + Debug.LogError("There is already a virtual axis named " + axis.name + " registered."); + } + else + { + // add any new axes + m_VirtualAxes.Add(axis.name, axis); + + // if we dont want to match with the input manager setting then revert to always using virtual + if (!axis.matchWithInputManager) + { + m_AlwaysUseVirtual.Add(axis.name); + } + } + } + + + public void RegisterVirtualButton(CrossPlatformInputManager.VirtualButton button) + { + // check if already have a buttin with that name and log an error if we do + if (m_VirtualButtons.ContainsKey(button.name)) + { + Debug.LogError("There is already a virtual button named " + button.name + " registered."); + } + else + { + // add any new buttons + m_VirtualButtons.Add(button.name, button); + + // if we dont want to match to the input manager then always use a virtual axis + if (!button.matchWithInputManager) + { + m_AlwaysUseVirtual.Add(button.name); + } + } + } + + + public void UnRegisterVirtualAxis(string name) + { + // if we have an axis with that name then remove it from our dictionary of registered axes + if (m_VirtualAxes.ContainsKey(name)) + { + m_VirtualAxes.Remove(name); + } + } + + + public void UnRegisterVirtualButton(string name) + { + // if we have a button with this name then remove it from our dictionary of registered buttons + if (m_VirtualButtons.ContainsKey(name)) + { + m_VirtualButtons.Remove(name); + } + } + + + // returns a reference to a named virtual axis if it exists otherwise null + public CrossPlatformInputManager.VirtualAxis VirtualAxisReference(string name) + { + return m_VirtualAxes.ContainsKey(name) ? 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lightmap: 0 + rGBM: 0 + compressionQuality: 50 + spriteMode: 1 + spriteExtrude: 1 + spriteMeshType: 1 + alignment: 0 + spritePivot: {x: .5, y: .5} + spriteBorder: {x: 0, y: 0, z: 0, w: 0} + spritePixelsToUnits: 100 + alphaIsTransparency: 1 + textureType: 8 + buildTargetSettings: [] + spriteSheet: + sprites: [] + spritePackingTag: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/CrossPlatformInput/Sprites/TouchpadSprite.png b/Assets/Standard Assets/CrossPlatformInput/Sprites/TouchpadSprite.png new file mode 100644 index 00000000..9b86e30d Binary files /dev/null and b/Assets/Standard Assets/CrossPlatformInput/Sprites/TouchpadSprite.png differ diff --git a/Assets/Standard Assets/CrossPlatformInput/Sprites/TouchpadSprite.png.meta b/Assets/Standard Assets/CrossPlatformInput/Sprites/TouchpadSprite.png.meta new file mode 100644 index 00000000..fc51dbc2 --- /dev/null +++ b/Assets/Standard Assets/CrossPlatformInput/Sprites/TouchpadSprite.png.meta @@ -0,0 +1,53 @@ 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buildTargetSettings: [] + spriteSheet: + sprites: [] + spritePackingTag: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Editor.meta b/Assets/Standard Assets/Editor.meta new file mode 100644 index 00000000..f37ba4de --- /dev/null +++ b/Assets/Standard Assets/Editor.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 8f7308500f322e644817ccfc3e0a17a5 +folderAsset: yes +timeCreated: 1436977287 +licenseType: Store +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Editor/CrossPlatformInput.meta b/Assets/Standard Assets/Editor/CrossPlatformInput.meta new file mode 100644 index 00000000..af54611b --- /dev/null +++ b/Assets/Standard Assets/Editor/CrossPlatformInput.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 696c0e7b8c74e1442acbf15c2df9e72d +folderAsset: yes +timeCreated: 1436977288 +licenseType: Store +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Editor/CrossPlatformInput/CrossPlatformInputInitialize.cs b/Assets/Standard Assets/Editor/CrossPlatformInput/CrossPlatformInputInitialize.cs new file mode 100644 index 00000000..4db684cf --- /dev/null +++ b/Assets/Standard Assets/Editor/CrossPlatformInput/CrossPlatformInputInitialize.cs @@ -0,0 +1,138 @@ +using System; +using System.Collections.Generic; +using UnityEditor; + +namespace UnityStandardAssets.CrossPlatformInput.Inspector +{ + [InitializeOnLoad] + public class CrossPlatformInitialize + { + // Custom compiler defines: + // + // CROSS_PLATFORM_INPUT : denotes that cross platform input package exists, so that other packages can use their CrossPlatformInput functions. + // EDITOR_MOBILE_INPUT : denotes that mobile input should be used in editor, if a mobile build target is selected. (i.e. using Unity Remote app). + // MOBILE_INPUT : denotes that mobile input should be used right now! + + static CrossPlatformInitialize() + { + var defines = GetDefinesList(buildTargetGroups[0]); + if (!defines.Contains("CROSS_PLATFORM_INPUT")) + { + SetEnabled("CROSS_PLATFORM_INPUT", true, false); + SetEnabled("MOBILE_INPUT", true, true); + } + } + + + [MenuItem("Mobile Input/Enable")] + private static void Enable() + { + SetEnabled("MOBILE_INPUT", true, true); + switch (EditorUserBuildSettings.activeBuildTarget) + { + case BuildTarget.Android: + case BuildTarget.iOS: + case BuildTarget.PSM: + case BuildTarget.Tizen: + case BuildTarget.WSAPlayer: + EditorUtility.DisplayDialog("Mobile Input", + "You have enabled Mobile Input. You'll need to use the Unity Remote app on a connected device to control your game in the Editor.", + "OK"); + break; + + default: + EditorUtility.DisplayDialog("Mobile Input", + "You have enabled Mobile Input, but you have a non-mobile build target selected in your build settings. The mobile control rigs won't be active or visible on-screen until you switch the build target to a mobile platform.", + "OK"); + break; + } + } + + + [MenuItem("Mobile Input/Enable", true)] + private static bool EnableValidate() + { + var defines = GetDefinesList(mobileBuildTargetGroups[0]); + return !defines.Contains("MOBILE_INPUT"); + } + + + [MenuItem("Mobile Input/Disable")] + private static void Disable() + { + SetEnabled("MOBILE_INPUT", false, true); + switch (EditorUserBuildSettings.activeBuildTarget) + { + case BuildTarget.Android: + case BuildTarget.iOS: + EditorUtility.DisplayDialog("Mobile Input", + "You have disabled Mobile Input. Mobile control rigs won't be visible, and the Cross Platform Input functions will always return standalone controls.", + "OK"); + break; + } + } + + + [MenuItem("Mobile Input/Disable", true)] + private static bool DisableValidate() + { + var defines = GetDefinesList(mobileBuildTargetGroups[0]); + return defines.Contains("MOBILE_INPUT"); + } + + + private static BuildTargetGroup[] buildTargetGroups = new BuildTargetGroup[] + { + BuildTargetGroup.Standalone, + BuildTargetGroup.Android, + BuildTargetGroup.iOS + }; + + private static BuildTargetGroup[] mobileBuildTargetGroups = new BuildTargetGroup[] + { + BuildTargetGroup.Android, + BuildTargetGroup.iOS, + BuildTargetGroup.PSM, + BuildTargetGroup.SamsungTV, + BuildTargetGroup.Tizen, + BuildTargetGroup.WSA + }; + + + private static void SetEnabled(string defineName, bool enable, bool mobile) + { + //Debug.Log("setting "+defineName+" to "+enable); + foreach (var group in mobile ? mobileBuildTargetGroups : buildTargetGroups) + { + var defines = GetDefinesList(group); + if (enable) + { + if (defines.Contains(defineName)) + { + return; + } + defines.Add(defineName); + } + else + { + if (!defines.Contains(defineName)) + { + return; + } + while (defines.Contains(defineName)) + { + defines.Remove(defineName); + } + } + string definesString = string.Join(";", defines.ToArray()); + PlayerSettings.SetScriptingDefineSymbolsForGroup(group, definesString); + } + } + + + private static List GetDefinesList(BuildTargetGroup group) + { + return new List(PlayerSettings.GetScriptingDefineSymbolsForGroup(group).Split(';')); + } + } +} diff --git a/Assets/Standard Assets/Editor/CrossPlatformInput/CrossPlatformInputInitialize.cs.meta b/Assets/Standard Assets/Editor/CrossPlatformInput/CrossPlatformInputInitialize.cs.meta new file mode 100644 index 00000000..56f7e861 --- /dev/null +++ b/Assets/Standard Assets/Editor/CrossPlatformInput/CrossPlatformInputInitialize.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: db7667203062c644ea1877077e30ebd6 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Editor/Water.meta b/Assets/Standard Assets/Editor/Water.meta new file mode 100644 index 00000000..a5b563da --- /dev/null +++ b/Assets/Standard Assets/Editor/Water.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 498e1d885dcf89b43ba3396ada0c7e7e +folderAsset: yes +timeCreated: 1430834358 +licenseType: Store +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Editor/Water/Water4.meta b/Assets/Standard Assets/Editor/Water/Water4.meta new file mode 100644 index 00000000..76512201 --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 66207ff69de6b4d73a445036c3a195f6 +DefaultImporter: + userData: diff --git a/Assets/Standard Assets/Editor/Water/Water4/GerstnerDisplaceEditor.cs b/Assets/Standard Assets/Editor/Water/Water4/GerstnerDisplaceEditor.cs new file mode 100644 index 00000000..50b0bd2c --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/GerstnerDisplaceEditor.cs @@ -0,0 +1,108 @@ +using UnityEngine; +using System; +using UnityEditor; + + +namespace UnityStandardAssets.Water +{ + [CustomEditor(typeof(GerstnerDisplace))] + public class GerstnerDisplaceEditor : Editor + { + private SerializedObject serObj; + + public void OnEnable() + { + serObj = new SerializedObject(target); + } + + public override void OnInspectorGUI() + { + serObj.Update(); + + GameObject go = ((GerstnerDisplace)serObj.targetObject).gameObject; + WaterBase wb = (WaterBase)go.GetComponent(typeof(WaterBase)); + Material sharedWaterMaterial = wb.sharedMaterial; + + GUILayout.Label("Animates vertices using up 4 generated waves", EditorStyles.miniBoldLabel); + + if (sharedWaterMaterial) + { + Vector4 amplitude = WaterEditorUtility.GetMaterialVector("_GAmplitude", sharedWaterMaterial); + Vector4 frequency = WaterEditorUtility.GetMaterialVector("_GFrequency", sharedWaterMaterial); + Vector4 steepness = WaterEditorUtility.GetMaterialVector("_GSteepness", sharedWaterMaterial); + Vector4 speed = WaterEditorUtility.GetMaterialVector("_GSpeed", sharedWaterMaterial); + Vector4 directionAB = WaterEditorUtility.GetMaterialVector("_GDirectionAB", sharedWaterMaterial); + Vector4 directionCD = WaterEditorUtility.GetMaterialVector("_GDirectionCD", sharedWaterMaterial); + + amplitude = EditorGUILayout.Vector4Field("Amplitude (Height offset)", amplitude); + frequency = EditorGUILayout.Vector4Field("Frequency (Tiling)", frequency); + steepness = EditorGUILayout.Vector4Field("Steepness", steepness); + speed = EditorGUILayout.Vector4Field("Speed", speed); + directionAB = EditorGUILayout.Vector4Field("Direction scale (Wave 1 (X,Y) and 2 (Z,W))", directionAB); + directionCD = EditorGUILayout.Vector4Field("Direction scale (Wave 3 (X,Y) and 4 (Z,W))", directionCD); + + if (GUI.changed) + { + WaterEditorUtility.SetMaterialVector("_GAmplitude", amplitude, sharedWaterMaterial); + WaterEditorUtility.SetMaterialVector("_GFrequency", frequency, sharedWaterMaterial); + WaterEditorUtility.SetMaterialVector("_GSteepness", steepness, sharedWaterMaterial); + WaterEditorUtility.SetMaterialVector("_GSpeed", speed, sharedWaterMaterial); + WaterEditorUtility.SetMaterialVector("_GDirectionAB", directionAB, sharedWaterMaterial); + WaterEditorUtility.SetMaterialVector("_GDirectionCD", directionCD, sharedWaterMaterial); + } + + /* + + Vector4 animationTiling = WaterEditorUtility.GetMaterialVector("_AnimationTiling", sharedWaterMaterial); + Vector4 animationDirection = WaterEditorUtility.GetMaterialVector("_AnimationDirection", sharedWaterMaterial); + + float firstTilingU = animationTiling.x*100.0F; + float firstTilingV = animationTiling.y*100.0F; + float firstDirectionU = animationDirection.x; + float firstDirectionV = animationDirection.y; + + float secondTilingU = animationTiling.z*100.0F; + float secondTilingV = animationTiling.w*100.0F; + float secondDirectionU = animationDirection.z; + float secondDirectionV = animationDirection.w; + + + EditorGUILayout.BeginHorizontal (); + firstTilingU = EditorGUILayout.FloatField("First Tiling U", firstTilingU); + firstTilingV = EditorGUILayout.FloatField("First Tiling V", firstTilingV); + EditorGUILayout.EndHorizontal (); + EditorGUILayout.BeginHorizontal (); + secondTilingU = EditorGUILayout.FloatField("Second Tiling U", secondTilingU); + secondTilingV = EditorGUILayout.FloatField("Second Tiling V", secondTilingV); + EditorGUILayout.EndHorizontal (); + + EditorGUILayout.BeginHorizontal (); + firstDirectionU = EditorGUILayout.FloatField("1st Animation U", firstDirectionU); + firstDirectionV = EditorGUILayout.FloatField("1st Animation V", firstDirectionV); + EditorGUILayout.EndHorizontal (); + EditorGUILayout.BeginHorizontal (); + secondDirectionU = EditorGUILayout.FloatField("2nd Animation U", secondDirectionU); + secondDirectionV = EditorGUILayout.FloatField("2nd Animation V", secondDirectionV); + EditorGUILayout.EndHorizontal (); + + animationDirection = new Vector4(firstDirectionU,firstDirectionV, secondDirectionU,secondDirectionV); + animationTiling = new Vector4(firstTilingU/100.0F,firstTilingV/100.0F, secondTilingU/100.0F,secondTilingV/100.0F); + + WaterEditorUtility.SetMaterialVector("_AnimationTiling", animationTiling, sharedWaterMaterial); + WaterEditorUtility.SetMaterialVector("_AnimationDirection", animationDirection, sharedWaterMaterial); + + EditorGUILayout.Separator (); + + GUILayout.Label ("Displacement Strength", EditorStyles.boldLabel); + + float heightDisplacement = WaterEditorUtility.GetMaterialFloat("_HeightDisplacement", sharedWaterMaterial); + + heightDisplacement = EditorGUILayout.Slider("Height", heightDisplacement, 0.0F, 5.0F); + WaterEditorUtility.SetMaterialFloat("_HeightDisplacement", heightDisplacement, sharedWaterMaterial); + */ + } + + serObj.ApplyModifiedProperties(); + } + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/Editor/Water/Water4/GerstnerDisplaceEditor.cs.meta b/Assets/Standard Assets/Editor/Water/Water4/GerstnerDisplaceEditor.cs.meta new file mode 100644 index 00000000..fc485c34 --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/GerstnerDisplaceEditor.cs.meta @@ -0,0 +1,7 @@ +fileFormatVersion: 2 +guid: 1dfa22e5547fb4a4585ba225887d89dd +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} diff --git a/Assets/Standard Assets/Editor/Water/Water4/PlanarReflectionEditor.cs b/Assets/Standard Assets/Editor/Water/Water4/PlanarReflectionEditor.cs new file mode 100644 index 00000000..e7e3720d --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/PlanarReflectionEditor.cs @@ -0,0 +1,65 @@ +using UnityEngine; +using UnityEditor; + + +namespace UnityStandardAssets.Water +{ + [CustomEditor(typeof(PlanarReflection))] + public class PlanarReflectionEditor : Editor + { + private SerializedObject serObj; + + //private SerializedProperty wavesFrequency; + + // reflection + private SerializedProperty reflectionMask; + private SerializedProperty reflectSkybox; + private SerializedProperty clearColor; + + bool showKidsWithReflectionHint = false; + + public void OnEnable() + { + serObj = new SerializedObject(target); + + reflectionMask = serObj.FindProperty("reflectionMask"); + reflectSkybox = serObj.FindProperty("reflectSkybox"); + clearColor = serObj.FindProperty("clearColor"); + } + + public override void OnInspectorGUI() + { + GUILayout.Label("Render planar reflections and use GrabPass for refractions", EditorStyles.miniBoldLabel); + + serObj.Update(); + + EditorGUILayout.PropertyField(reflectionMask, new GUIContent("Reflection layers")); + EditorGUILayout.PropertyField(reflectSkybox, new GUIContent("Use skybox")); + EditorGUILayout.PropertyField(clearColor, new GUIContent("Clear color")); + + showKidsWithReflectionHint = EditorGUILayout.BeginToggleGroup("Show all tiles", showKidsWithReflectionHint); + if (showKidsWithReflectionHint) + { + int i = 0; + foreach (Transform t in ((PlanarReflection)target).transform) + { + if (t.GetComponent()) + { + if (i % 2 == 0) + EditorGUILayout.BeginHorizontal(); + EditorGUILayout.ObjectField(t, typeof(Transform), true); + if (i % 2 == 1) + EditorGUILayout.EndHorizontal(); + i = (i + 1) % 2; + } + } + if (i > 0) + EditorGUILayout.EndHorizontal(); + } + EditorGUILayout.EndToggleGroup(); + + serObj.ApplyModifiedProperties(); + } + + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/Editor/Water/Water4/PlanarReflectionEditor.cs.meta b/Assets/Standard Assets/Editor/Water/Water4/PlanarReflectionEditor.cs.meta new file mode 100644 index 00000000..15c2da5c --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/PlanarReflectionEditor.cs.meta @@ -0,0 +1,7 @@ +fileFormatVersion: 2 +guid: ff3b0e14a61014f50be83e1a18c6d43e +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} diff --git a/Assets/Standard Assets/Editor/Water/Water4/SpecularLightingEditor.cs b/Assets/Standard Assets/Editor/Water/Water4/SpecularLightingEditor.cs new file mode 100644 index 00000000..5a69b03f --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/SpecularLightingEditor.cs @@ -0,0 +1,52 @@ +using UnityEngine; +using UnityEditor; + +namespace UnityStandardAssets.Water +{ + [CustomEditor(typeof(SpecularLighting))] + public class SpecularLightingEditor : Editor + { + private SerializedObject serObj; + private SerializedProperty specularLight; + + public void OnEnable() + { + serObj = new SerializedObject(target); + specularLight = serObj.FindProperty("specularLight"); + } + + public override void OnInspectorGUI() + { + serObj.Update(); + + GameObject go = ((SpecularLighting)serObj.targetObject).gameObject; + WaterBase wb = (WaterBase)go.GetComponent(typeof(WaterBase)); + + if (!wb.sharedMaterial) + return; + + if (wb.sharedMaterial.HasProperty("_WorldLightDir")) + { + GUILayout.Label("Transform casting specular highlights", EditorStyles.miniBoldLabel); + EditorGUILayout.PropertyField(specularLight, new GUIContent("Specular light")); + + if (wb.sharedMaterial.HasProperty("_SpecularColor")) + WaterEditorUtility.SetMaterialColor( + "_SpecularColor", + EditorGUILayout.ColorField("Specular", + WaterEditorUtility.GetMaterialColor("_SpecularColor", wb.sharedMaterial)), + wb.sharedMaterial); + if (wb.sharedMaterial.HasProperty("_Shininess")) + WaterEditorUtility.SetMaterialFloat("_Shininess", EditorGUILayout.Slider( + "Specular power", + WaterEditorUtility.GetMaterialFloat("_Shininess", wb.sharedMaterial), + 0.0F, 500.0F), wb.sharedMaterial); + } + else + GUILayout.Label("The shader doesn't have the needed _WorldLightDir property.", EditorStyles.miniBoldLabel); + + serObj.ApplyModifiedProperties(); + } + + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/Editor/Water/Water4/SpecularLightingEditor.cs.meta b/Assets/Standard Assets/Editor/Water/Water4/SpecularLightingEditor.cs.meta new file mode 100644 index 00000000..3ae4430c --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/SpecularLightingEditor.cs.meta @@ -0,0 +1,7 @@ +fileFormatVersion: 2 +guid: 33f51eb21122c4ca6a199d561065ae30 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} diff --git a/Assets/Standard Assets/Editor/Water/Water4/WaterBaseEditor.cs b/Assets/Standard Assets/Editor/Water/Water4/WaterBaseEditor.cs new file mode 100644 index 00000000..bdda0c9f --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/WaterBaseEditor.cs @@ -0,0 +1,196 @@ +using UnityEngine; +using UnityEditor; + + +namespace UnityStandardAssets.Water +{ + [CustomEditor(typeof(WaterBase))] + public class WaterBaseEditor : Editor + { + public GameObject oceanBase; + private WaterBase waterBase; + private Material oceanMaterial = null; + + private SerializedObject serObj; + private SerializedProperty sharedMaterial; + + + public SerializedProperty waterQuality; + public SerializedProperty edgeBlend; + + public void OnEnable() + { + serObj = new SerializedObject(target); + sharedMaterial = serObj.FindProperty("sharedMaterial"); + waterQuality = serObj.FindProperty("waterQuality"); + edgeBlend = serObj.FindProperty("edgeBlend"); + } + + public override void OnInspectorGUI() + { + serObj.Update(); + + waterBase = (WaterBase)serObj.targetObject; + oceanBase = ((WaterBase)serObj.targetObject).gameObject; + if (!oceanBase) + return; + + GUILayout.Label("This script helps adjusting water material properties", EditorStyles.miniBoldLabel); + + EditorGUILayout.PropertyField(sharedMaterial, new GUIContent("Material")); + oceanMaterial = (Material)sharedMaterial.objectReferenceValue; + + if (!oceanMaterial) + { + sharedMaterial.objectReferenceValue = (Object)WaterEditorUtility.LocateValidWaterMaterial(oceanBase.transform); + serObj.ApplyModifiedProperties(); + oceanMaterial = (Material)sharedMaterial.objectReferenceValue; + if (!oceanMaterial) + return; + } + + EditorGUILayout.Separator(); + + GUILayout.Label("Overall Quality", EditorStyles.boldLabel); + EditorGUILayout.PropertyField(waterQuality, new GUIContent("Quality")); + EditorGUILayout.PropertyField(edgeBlend, new GUIContent("Edge blend?")); + + if (waterQuality.intValue > (int)WaterQuality.Low) + EditorGUILayout.HelpBox("Water features not supported", MessageType.Warning); + if (edgeBlend.boolValue && !SystemInfo.SupportsRenderTextureFormat(RenderTextureFormat.Depth)) + EditorGUILayout.HelpBox("Edge blend not supported", MessageType.Warning); + + EditorGUILayout.Separator(); + + bool hasShore = oceanMaterial.HasProperty("_ShoreTex"); + + GUILayout.Label("Main Colors", EditorStyles.boldLabel); + GUILayout.Label("Alpha values define blending with realtime textures", EditorStyles.miniBoldLabel); + + WaterEditorUtility.SetMaterialColor("_BaseColor", EditorGUILayout.ColorField("Refraction", WaterEditorUtility.GetMaterialColor("_BaseColor", oceanMaterial)), oceanMaterial); + WaterEditorUtility.SetMaterialColor("_ReflectionColor", EditorGUILayout.ColorField("Reflection", WaterEditorUtility.GetMaterialColor("_ReflectionColor", oceanMaterial)), oceanMaterial); + + EditorGUILayout.Separator(); + + GUILayout.Label("Main Textures", EditorStyles.boldLabel); + GUILayout.Label("Used for small waves (bumps), foam and white caps", EditorStyles.miniBoldLabel); + + WaterEditorUtility.SetMaterialTexture("_BumpMap", (Texture)EditorGUILayout.ObjectField("Normals", WaterEditorUtility.GetMaterialTexture("_BumpMap", waterBase.sharedMaterial), typeof(Texture), false), waterBase.sharedMaterial); + if (hasShore) + WaterEditorUtility.SetMaterialTexture("_ShoreTex", (Texture)EditorGUILayout.ObjectField("Shore & Foam", WaterEditorUtility.GetMaterialTexture("_ShoreTex", waterBase.sharedMaterial), typeof(Texture), false), waterBase.sharedMaterial); + + Vector4 animationTiling; + Vector4 animationDirection; + + Vector2 firstTiling; + Vector2 secondTiling; + Vector2 firstDirection; + Vector2 secondDirection; + + animationTiling = WaterEditorUtility.GetMaterialVector("_BumpTiling", oceanMaterial); + animationDirection = WaterEditorUtility.GetMaterialVector("_BumpDirection", oceanMaterial); + + firstTiling = new Vector2(animationTiling.x * 100.0F, animationTiling.y * 100.0F); + secondTiling = new Vector2(animationTiling.z * 100.0F, animationTiling.w * 100.0F); + + firstTiling = EditorGUILayout.Vector2Field("Tiling 1", firstTiling); + secondTiling = EditorGUILayout.Vector2Field("Tiling 2", secondTiling); + + //firstTiling.x = EditorGUILayout.FloatField("1st Tiling U", firstTiling.x); + //firstTiling.y = EditorGUILayout.FloatField("1st Tiling V", firstTiling.y); + //secondTiling.x = EditorGUILayout.FloatField("2nd Tiling U", secondTiling.x); + //secondTiling.y = EditorGUILayout.FloatField("2nd Tiling V", secondTiling.y); + + firstDirection = new Vector2(animationDirection.x, animationDirection.y); + secondDirection = new Vector2(animationDirection.z, animationDirection.w); + + //firstDirection.x = EditorGUILayout.FloatField("1st Animation U", firstDirection.x); + //firstDirection.y = EditorGUILayout.FloatField("1st Animation V", firstDirection.y); + //secondDirection.x = EditorGUILayout.FloatField("2nd Animation U", secondDirection.x); + //secondDirection.y = EditorGUILayout.FloatField("2nd Animation V", secondDirection.y); + + firstDirection = EditorGUILayout.Vector2Field("Direction 1", firstDirection); + secondDirection = EditorGUILayout.Vector2Field("Direction 2", secondDirection); + + animationTiling = new Vector4(firstTiling.x / 100.0F, firstTiling.y / 100.0F, secondTiling.x / 100.0F, secondTiling.y / 100.0F); + animationDirection = new Vector4(firstDirection.x, firstDirection.y, secondDirection.x, secondDirection.y); + + WaterEditorUtility.SetMaterialVector("_BumpTiling", animationTiling, oceanMaterial); + WaterEditorUtility.SetMaterialVector("_BumpDirection", animationDirection, oceanMaterial); + + Vector4 displacementParameter = WaterEditorUtility.GetMaterialVector("_DistortParams", oceanMaterial); + Vector4 fade = WaterEditorUtility.GetMaterialVector("_InvFadeParemeter", oceanMaterial); + + EditorGUILayout.Separator(); + + GUILayout.Label("Normals", EditorStyles.boldLabel); + GUILayout.Label("Displacement for fresnel, specular and reflection/refraction", EditorStyles.miniBoldLabel); + + float gerstnerNormalIntensity = WaterEditorUtility.GetMaterialFloat("_GerstnerIntensity", oceanMaterial); + gerstnerNormalIntensity = EditorGUILayout.Slider("Per Vertex", gerstnerNormalIntensity, -2.5F, 2.5F); + WaterEditorUtility.SetMaterialFloat("_GerstnerIntensity", gerstnerNormalIntensity, oceanMaterial); + + displacementParameter.x = EditorGUILayout.Slider("Per Pixel", displacementParameter.x, -4.0F, 4.0F); + displacementParameter.y = EditorGUILayout.Slider("Distortion", displacementParameter.y, -0.5F, 0.5F); + // fade.z = EditorGUILayout.Slider("Distance fade", fade.z, 0.0f, 0.5f); + + EditorGUILayout.Separator(); + + GUILayout.Label("Fresnel", EditorStyles.boldLabel); + GUILayout.Label("Defines reflection to refraction relation", EditorStyles.miniBoldLabel); + + if (!oceanMaterial.HasProperty("_Fresnel")) + { + if (oceanMaterial.HasProperty("_FresnelScale")) + { + float fresnelScale = EditorGUILayout.Slider("Intensity", WaterEditorUtility.GetMaterialFloat("_FresnelScale", oceanMaterial), 0.1F, 4.0F); + WaterEditorUtility.SetMaterialFloat("_FresnelScale", fresnelScale, oceanMaterial); + } + displacementParameter.z = EditorGUILayout.Slider("Power", displacementParameter.z, 0.1F, 10.0F); + displacementParameter.w = EditorGUILayout.Slider("Bias", displacementParameter.w, -3.0F, 3.0F); + } + else + { + Texture fresnelTex = (Texture)EditorGUILayout.ObjectField( + "Ramp", + (Texture)WaterEditorUtility.GetMaterialTexture("_Fresnel", + oceanMaterial), + typeof(Texture), + false); + WaterEditorUtility.SetMaterialTexture("_Fresnel", fresnelTex, oceanMaterial); + } + + EditorGUILayout.Separator(); + + WaterEditorUtility.SetMaterialVector("_DistortParams", displacementParameter, oceanMaterial); + + if (edgeBlend.boolValue) + { + GUILayout.Label("Fading", EditorStyles.boldLabel); + + fade.x = EditorGUILayout.Slider("Edge fade", fade.x, 0.001f, 3.0f); + if (hasShore) + fade.y = EditorGUILayout.Slider("Shore fade", fade.y, 0.001f, 3.0f); + fade.w = EditorGUILayout.Slider("Extinction fade", fade.w, 0.0f, 2.5f); + + WaterEditorUtility.SetMaterialVector("_InvFadeParemeter", fade, oceanMaterial); + } + EditorGUILayout.Separator(); + + if (oceanMaterial.HasProperty("_Foam")) + { + GUILayout.Label("Foam", EditorStyles.boldLabel); + + Vector4 foam = WaterEditorUtility.GetMaterialVector("_Foam", oceanMaterial); + + foam.x = EditorGUILayout.Slider("Intensity", foam.x, 0.0F, 1.0F); + foam.y = EditorGUILayout.Slider("Cutoff", foam.y, 0.0F, 1.0F); + + WaterEditorUtility.SetMaterialVector("_Foam", foam, oceanMaterial); + } + + serObj.ApplyModifiedProperties(); + } + + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/Editor/Water/Water4/WaterBaseEditor.cs.meta b/Assets/Standard Assets/Editor/Water/Water4/WaterBaseEditor.cs.meta new file mode 100644 index 00000000..c4a7ec1b --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/WaterBaseEditor.cs.meta @@ -0,0 +1,7 @@ +fileFormatVersion: 2 +guid: 9c2c627f6fe3945b39581fc103d32251 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} diff --git a/Assets/Standard Assets/Editor/Water/Water4/WaterEditorUtility.cs b/Assets/Standard Assets/Editor/Water/Water4/WaterEditorUtility.cs new file mode 100644 index 00000000..eff3267a --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/WaterEditorUtility.cs @@ -0,0 +1,75 @@ +using UnityEngine; +using UnityEditor; + +class WaterEditorUtility +{ + // helper functions to retrieve & set material values + + public static float GetMaterialFloat(System.String name, Material mat) { + return mat.GetFloat(name); + } + public static void SetMaterialFloat(System.String name, float f, Material mat) { + mat.SetFloat(name, f); + } + + public static Color GetMaterialColor(System.String name, Material mat) { + return mat.GetColor(name); + } + public static void SetMaterialColor(System.String name, Color color, Material mat) { + mat.SetColor(name, color); + } + public static Vector4 GetMaterialVector(System.String name, Material mat) { + return mat.GetVector(name); + } + public static void SetMaterialVector(System.String name, Vector4 vector, Material mat) { + mat.SetVector(name, vector); + } + public static Texture GetMaterialTexture(System.String theName, Material mat) { + return mat.GetTexture(theName); + } + public static void SetMaterialTexture(System.String theName, Texture parameter, Material mat) { + mat.SetTexture(theName, parameter); + } + + public static Material LocateValidWaterMaterial(Transform parent) + { + if(parent.GetComponent() && parent.GetComponent().sharedMaterial) + return parent.GetComponent().sharedMaterial; + foreach( Transform t in parent) + { + if(t.GetComponent() && t.GetComponent().sharedMaterial) + return t.GetComponent().sharedMaterial; + } + return null; + } + + public static void CurveGui (System.String name, SerializedObject serObj, Color color) + { + AnimationCurve curve = new AnimationCurve(new Keyframe(0, 0.0f, 1.0f, 1.0f), new Keyframe(1, 1.0f, 1.0f, 1.0f)); + curve = EditorGUILayout.CurveField(new GUIContent (name), curve, color, new Rect (0.0f,0.0f,1.0f,1.0f)); + + //if (GUI.changed) { + // AnimationCurveChanged(((WaterBase)serObj.targetObject).sharedMaterial, curve); + //((WaterBase)serObj.targetObject).gameObject.SendMessage ("AnimationCurveChanged", SendMessageOptions.DontRequireReceiver); + //} + } + /* + public static void AnimationCurveChanged(Material sharedMaterial, AnimationCurve fresnelCurve) + { + Debug.Log("AnimationCurveChanged"); + Texture2D fresnel = (Texture2D)sharedMaterial.GetTexture("_Fresnel"); + if(!fresnel) + fresnel = new Texture2D(256,1); + + for (int i = 0; i < 256; i++) + { + float val = Mathf.Clamp01(fresnelCurve.Evaluate((float)i)/255.0f); + Debug.Log(""+(((float)i)/255.0f) +": "+val); + fresnel.SetPixel(i, 0, new Color(val,val,val,val)); + } + fresnel.Apply(); + + sharedMaterial.SetTexture("_Fresnel", fresnel); + + } */ +} diff --git a/Assets/Standard Assets/Editor/Water/Water4/WaterEditorUtility.cs.meta b/Assets/Standard Assets/Editor/Water/Water4/WaterEditorUtility.cs.meta new file mode 100644 index 00000000..f6aa3e0a --- /dev/null +++ b/Assets/Standard Assets/Editor/Water/Water4/WaterEditorUtility.cs.meta @@ -0,0 +1,7 @@ +fileFormatVersion: 2 +guid: f67f2bac30f824d4f8270bb8bb0779df +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} diff --git a/Assets/Standard Assets/Effects/GlassRefraction.meta b/Assets/Standard Assets/Effects/GlassRefraction.meta new file mode 100644 index 00000000..80e75a71 --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 3c788335fe2df44ca9bbf95bc580ce4d +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Materials.meta b/Assets/Standard Assets/Effects/GlassRefraction/Materials.meta new file mode 100644 index 00000000..d2de9cea --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Materials.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: db69b3da6ede2444b92c479f24b48999 +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Materials/GlassRefractive.mat b/Assets/Standard Assets/Effects/GlassRefraction/Materials/GlassRefractive.mat new file mode 100644 index 00000000..87ffd7cc --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Materials/GlassRefractive.mat @@ -0,0 +1,50 @@ +%YAML 1.1 +%TAG !u! tag:unity3d.com,2011: +--- !u!21 &2100000 +Material: + serializedVersion: 3 + m_ObjectHideFlags: 0 + m_PrefabParentObject: {fileID: 0} + m_PrefabInternal: {fileID: 0} + m_Name: GlassRefractive + m_Shader: {fileID: 4800000, guid: 963484209d11fd7f110076aa44295342, type: 3} + m_ShaderKeywords: [] + m_CustomRenderQueue: -1 + m_SavedProperties: + serializedVersion: 2 + m_TexEnvs: + data: + first: + name: _MainTex + second: + m_Texture: {fileID: 2800000, guid: 19555d7d9d114c7f1100f5ab44295342, type: 3} + m_Scale: {x: 1, y: 1} + m_Offset: {x: 0, y: 0} + data: + first: + name: _BumpMap + second: + m_Texture: {fileID: 2800000, guid: 4b8d081e9d114c7f1100f5ab44295342, type: 3} + m_Scale: {x: 1, y: 1} + m_Offset: {x: 0, y: 0} + m_Floats: + data: + first: + name: _Shininess + second: 1 + data: + first: + name: _BumpAmt + second: 128 + m_Colors: + data: + first: + name: _Color + second: {r: .423392087, g: .423392087, b: .423392087, a: 0} + data: + first: + name: _SpecColor + second: {r: .981927693, g: .963855445, b: 1, a: 1} +--- !u!1002 &2100001 +EditorExtensionImpl: + serializedVersion: 6 diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Materials/GlassRefractive.mat.meta b/Assets/Standard Assets/Effects/GlassRefraction/Materials/GlassRefractive.mat.meta new file mode 100644 index 00000000..3e5ce3e2 --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Materials/GlassRefractive.mat.meta @@ -0,0 +1,5 @@ +fileFormatVersion: 2 +guid: 848918a99d11f25f110026ca44295342 +NativeFormatImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Shaders.meta b/Assets/Standard Assets/Effects/GlassRefraction/Shaders.meta new file mode 100644 index 00000000..dac15bbb --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Shaders.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 194c5f733c7534ed790e101791e86518 +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Shaders/GlassStainedBumpDistort.shader b/Assets/Standard Assets/Effects/GlassRefraction/Shaders/GlassStainedBumpDistort.shader new file mode 100644 index 00000000..4795b855 --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Shaders/GlassStainedBumpDistort.shader @@ -0,0 +1,109 @@ +// Per pixel bumped refraction. +// Uses a normal map to distort the image behind, and +// an additional texture to tint the color. + +Shader "FX/Glass/Stained BumpDistort" { +Properties { + _BumpAmt ("Distortion", range (0,128)) = 10 + _MainTex ("Tint Color (RGB)", 2D) = "white" {} + _BumpMap ("Normalmap", 2D) = "bump" {} +} + +Category { + + // We must be transparent, so other objects are drawn before this one. + Tags { "Queue"="Transparent" "RenderType"="Opaque" } + + + SubShader { + + // This pass grabs the screen behind the object into a texture. + // We can access the result in the next pass as _GrabTexture + GrabPass { + Name "BASE" + Tags { "LightMode" = "Always" } + } + + // Main pass: Take the texture grabbed above and use the bumpmap to perturb it + // on to the screen + Pass { + Name "BASE" + Tags { "LightMode" = "Always" } + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#pragma multi_compile_fog +#include "UnityCG.cginc" + +struct appdata_t { + float4 vertex : POSITION; + float2 texcoord: TEXCOORD0; +}; + +struct v2f { + float4 vertex : SV_POSITION; + float4 uvgrab : TEXCOORD0; + float2 uvbump : TEXCOORD1; + float2 uvmain : TEXCOORD2; + UNITY_FOG_COORDS(3) +}; + +float _BumpAmt; +float4 _BumpMap_ST; +float4 _MainTex_ST; + +v2f vert (appdata_t v) +{ + v2f o; + o.vertex = UnityObjectToClipPos(v.vertex); + o.uvgrab = ComputeGrabScreenPos(o.vertex); + o.uvbump = TRANSFORM_TEX( v.texcoord, _BumpMap ); + o.uvmain = TRANSFORM_TEX( v.texcoord, _MainTex ); + UNITY_TRANSFER_FOG(o,o.vertex); + return o; +} + +sampler2D _GrabTexture; +float4 _GrabTexture_TexelSize; +sampler2D _BumpMap; +sampler2D _MainTex; + +half4 frag (v2f i) : SV_Target +{ + #if UNITY_SINGLE_PASS_STEREO + i.uvgrab.xy = TransformStereoScreenSpaceTex(i.uvgrab.xy, i.uvgrab.w); + #endif + + // calculate perturbed coordinates + half2 bump = UnpackNormal(tex2D( _BumpMap, i.uvbump )).rg; // we could optimize this by just reading the x & y without reconstructing the Z + float2 offset = bump * _BumpAmt * _GrabTexture_TexelSize.xy; + #ifdef UNITY_Z_0_FAR_FROM_CLIPSPACE //to handle recent standard asset package on older version of unity (before 5.5) + i.uvgrab.xy = offset * UNITY_Z_0_FAR_FROM_CLIPSPACE(i.uvgrab.z) + i.uvgrab.xy; + #else + i.uvgrab.xy = offset * i.uvgrab.z + i.uvgrab.xy; + #endif + + half4 col = tex2Dproj( _GrabTexture, UNITY_PROJ_COORD(i.uvgrab)); + half4 tint = tex2D(_MainTex, i.uvmain); + col *= tint; + UNITY_APPLY_FOG(i.fogCoord, col); + return col; +} +ENDCG + } + } + + // ------------------------------------------------------------------ + // Fallback for older cards and Unity non-Pro + + SubShader { + Blend DstColor Zero + Pass { + Name "BASE" + SetTexture [_MainTex] { combine texture } + } + } +} + +} diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Shaders/GlassStainedBumpDistort.shader.meta b/Assets/Standard Assets/Effects/GlassRefraction/Shaders/GlassStainedBumpDistort.shader.meta new file mode 100644 index 00000000..5a6ce2ed --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Shaders/GlassStainedBumpDistort.shader.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 963484209d11fd7f110076aa44295342 +ShaderImporter: + defaultTextures: [] + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Textures.meta b/Assets/Standard Assets/Effects/GlassRefraction/Textures.meta new file mode 100644 index 00000000..24a70e31 --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Textures.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 8869f43d702ae4d6d8930649833d6bee +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedAlbedo.tif b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedAlbedo.tif new file mode 100644 index 00000000..39bec774 Binary files /dev/null and b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedAlbedo.tif differ diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedAlbedo.tif.meta b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedAlbedo.tif.meta new file mode 100644 index 00000000..a9e601ec --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedAlbedo.tif.meta @@ -0,0 +1,52 @@ +fileFormatVersion: 2 +guid: 19555d7d9d114c7f1100f5ab44295342 +TextureImporter: + fileIDToRecycleName: {} + serializedVersion: 2 + mipmaps: + mipMapMode: 0 + enableMipMap: 1 + linearTexture: 0 + correctGamma: 0 + fadeOut: 0 + borderMipMap: 0 + mipMapFadeDistanceStart: 2 + mipMapFadeDistanceEnd: 3 + bumpmap: + convertToNormalMap: 0 + externalNormalMap: 0 + heightScale: .25 + normalMapFilter: 0 + isReadable: 0 + grayScaleToAlpha: 0 + generateCubemap: 0 + cubemapConvolution: 0 + cubemapConvolutionSteps: 8 + cubemapConvolutionExponent: 1.5 + seamlessCubemap: 0 + textureFormat: -1 + maxTextureSize: 256 + textureSettings: + filterMode: 2 + aniso: 1 + mipBias: 0 + wrapMode: 0 + nPOTScale: 1 + lightmap: 0 + rGBM: 0 + compressionQuality: 50 + spriteMode: 0 + spriteExtrude: 1 + spriteMeshType: 1 + alignment: 0 + spritePivot: {x: .5, y: .5} + spriteBorder: {x: 0, y: 0, z: 0, w: 0} + spritePixelsToUnits: 100 + alphaIsTransparency: 0 + textureType: 0 + buildTargetSettings: [] + spriteSheet: + sprites: [] + spritePackingTag: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedNormals.tif b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedNormals.tif new file mode 100644 index 00000000..b3508237 Binary files /dev/null and b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedNormals.tif differ diff --git a/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedNormals.tif.meta b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedNormals.tif.meta new file mode 100644 index 00000000..57b7cd32 --- /dev/null +++ b/Assets/Standard Assets/Effects/GlassRefraction/Textures/GlassStainedNormals.tif.meta @@ -0,0 +1,52 @@ +fileFormatVersion: 2 +guid: 4b8d081e9d114c7f1100f5ab44295342 +TextureImporter: + fileIDToRecycleName: {} + serializedVersion: 2 + mipmaps: + mipMapMode: 0 + enableMipMap: 1 + linearTexture: 1 + correctGamma: 0 + fadeOut: 0 + borderMipMap: 0 + mipMapFadeDistanceStart: 2 + mipMapFadeDistanceEnd: 3 + bumpmap: + convertToNormalMap: 1 + externalNormalMap: 1 + heightScale: .117766477 + normalMapFilter: 0 + isReadable: 0 + grayScaleToAlpha: 0 + generateCubemap: 0 + cubemapConvolution: 0 + cubemapConvolutionSteps: 8 + cubemapConvolutionExponent: 1.5 + seamlessCubemap: 0 + textureFormat: -1 + maxTextureSize: 512 + textureSettings: + filterMode: 2 + aniso: 1 + mipBias: 0 + wrapMode: 0 + nPOTScale: 1 + lightmap: 0 + rGBM: 0 + compressionQuality: 50 + spriteMode: 0 + spriteExtrude: 1 + spriteMeshType: 1 + alignment: 0 + spritePivot: {x: .5, y: .5} + spriteBorder: {x: 0, y: 0, z: 0, w: 0} + spritePixelsToUnits: 100 + alphaIsTransparency: 0 + textureType: 1 + buildTargetSettings: [] + spriteSheet: + sprites: [] + spritePackingTag: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects.meta b/Assets/Standard Assets/Effects/ImageEffects.meta new file mode 100644 index 00000000..5b717ba4 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: d6e0c95a128e14227939c51b5d9ad74e +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Readme.txt b/Assets/Standard Assets/Effects/ImageEffects/Readme.txt new file mode 100644 index 00000000..2fbc0e69 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Readme.txt @@ -0,0 +1,3 @@ +The old image effects have been deprecated and moved to the Asset Store: https://www.assetstore.unity3d.com/#!/content/83913 + +We recommend that you now use the new post-processing stack. You'll find it at https://www.unity3d.com/postprocessing diff --git a/Assets/Standard Assets/Effects/ImageEffects/Readme.txt.meta b/Assets/Standard Assets/Effects/ImageEffects/Readme.txt.meta new file mode 100644 index 00000000..55ca3abb --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Readme.txt.meta @@ -0,0 +1,8 @@ +fileFormatVersion: 2 +guid: cb7c1a8482a67664e95e13c16daf3adf +timeCreated: 1487856508 +licenseType: Store +TextScriptImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts.meta new file mode 100644 index 00000000..eb7a0ba8 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 7cdb74135e1836d4c98e4459f759efb1 +folderAsset: yes +timeCreated: 1507412775 +licenseType: Free +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Antialiasing.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Antialiasing.cs new file mode 100644 index 00000000..fdecc11b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Antialiasing.cs @@ -0,0 +1,177 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + public enum AAMode + { + FXAA2 = 0, + FXAA3Console = 1, + FXAA1PresetA = 2, + FXAA1PresetB = 3, + NFAA = 4, + SSAA = 5, + DLAA = 6, + } + + [ExecuteInEditMode] + [RequireComponent(typeof (Camera))] + [AddComponentMenu("Image Effects/Other/Antialiasing")] + public class Antialiasing : PostEffectsBase + { + public AAMode mode = AAMode.FXAA3Console; + + public bool showGeneratedNormals = false; + public float offsetScale = 0.2f; + public float blurRadius = 18.0f; + + public float edgeThresholdMin = 0.05f; + public float edgeThreshold = 0.2f; + public float edgeSharpness = 4.0f; + + public bool dlaaSharp = false; + + public Shader ssaaShader; + private Material ssaa; + public Shader dlaaShader; + private Material dlaa; + public Shader nfaaShader; + private Material nfaa; + public Shader shaderFXAAPreset2; + private Material materialFXAAPreset2; + public Shader shaderFXAAPreset3; + private Material materialFXAAPreset3; + public Shader shaderFXAAII; + private Material materialFXAAII; + public Shader shaderFXAAIII; + private Material materialFXAAIII; + + + public Material CurrentAAMaterial() + { + Material returnValue = null; + + switch (mode) + { + case AAMode.FXAA3Console: + returnValue = materialFXAAIII; + break; + case AAMode.FXAA2: + returnValue = materialFXAAII; + break; + case AAMode.FXAA1PresetA: + returnValue = materialFXAAPreset2; + break; + case AAMode.FXAA1PresetB: + returnValue = materialFXAAPreset3; + break; + case AAMode.NFAA: + returnValue = nfaa; + break; + case AAMode.SSAA: + returnValue = ssaa; + break; + case AAMode.DLAA: + returnValue = dlaa; + break; + default: + returnValue = null; + break; + } + + return returnValue; + } + + + public override bool CheckResources() + { + CheckSupport(false); + + materialFXAAPreset2 = CreateMaterial(shaderFXAAPreset2, materialFXAAPreset2); + materialFXAAPreset3 = CreateMaterial(shaderFXAAPreset3, materialFXAAPreset3); + materialFXAAII = CreateMaterial(shaderFXAAII, materialFXAAII); + materialFXAAIII = CreateMaterial(shaderFXAAIII, materialFXAAIII); + nfaa = CreateMaterial(nfaaShader, nfaa); + ssaa = CreateMaterial(ssaaShader, ssaa); + dlaa = CreateMaterial(dlaaShader, dlaa); + + if (!ssaaShader.isSupported) + { + NotSupported(); + ReportAutoDisable(); + } + + return isSupported; + } + + + public void OnRenderImage(RenderTexture source, RenderTexture destination) + { + if (CheckResources() == false) + { + Graphics.Blit(source, destination); + return; + } + + // ---------------------------------------------------------------- + // FXAA antialiasing modes + + if (mode == AAMode.FXAA3Console && (materialFXAAIII != null)) + { + materialFXAAIII.SetFloat("_EdgeThresholdMin", edgeThresholdMin); + materialFXAAIII.SetFloat("_EdgeThreshold", edgeThreshold); + materialFXAAIII.SetFloat("_EdgeSharpness", edgeSharpness); + + Graphics.Blit(source, destination, materialFXAAIII); + } + else if (mode == AAMode.FXAA1PresetB && (materialFXAAPreset3 != null)) + { + Graphics.Blit(source, destination, materialFXAAPreset3); + } + else if (mode == AAMode.FXAA1PresetA && materialFXAAPreset2 != null) + { + source.anisoLevel = 4; + Graphics.Blit(source, destination, materialFXAAPreset2); + source.anisoLevel = 0; + } + else if (mode == AAMode.FXAA2 && materialFXAAII != null) + { + Graphics.Blit(source, destination, materialFXAAII); + } + else if (mode == AAMode.SSAA && ssaa != null) + { + // ---------------------------------------------------------------- + // SSAA antialiasing + Graphics.Blit(source, destination, ssaa); + } + else if (mode == AAMode.DLAA && dlaa != null) + { + // ---------------------------------------------------------------- + // DLAA antialiasing + + source.anisoLevel = 0; + RenderTexture interim = RenderTexture.GetTemporary(source.width, source.height); + Graphics.Blit(source, interim, dlaa, 0); + Graphics.Blit(interim, destination, dlaa, dlaaSharp ? 2 : 1); + RenderTexture.ReleaseTemporary(interim); + } + else if (mode == AAMode.NFAA && nfaa != null) + { + // ---------------------------------------------------------------- + // nfaa antialiasing + + source.anisoLevel = 0; + + nfaa.SetFloat("_OffsetScale", offsetScale); + nfaa.SetFloat("_BlurRadius", blurRadius); + + Graphics.Blit(source, destination, nfaa, showGeneratedNormals ? 1 : 0); + } + else + { + // none of the AA is supported, fallback to a simple blit + Graphics.Blit(source, destination); + } + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Antialiasing.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Antialiasing.cs.meta new file mode 100644 index 00000000..6284674d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Antialiasing.cs.meta @@ -0,0 +1,16 @@ +fileFormatVersion: 2 +guid: 646b5bc27a658f447b1d929fd5ffbd70 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - ssaaShader: {fileID: 4800000, guid: b3728d1488b02490cbd196c7941bf1f8, type: 3} + - dlaaShader: {fileID: 4800000, guid: 017ca72b9e8a749058d13ebd527e98fa, type: 3} + - nfaaShader: {fileID: 4800000, guid: ce0cb2621f6d84e21a87414e471a3cce, type: 3} + - shaderFXAAPreset2: {fileID: 4800000, guid: 6f1418cffd12146f2a83be795f6fa5a7, type: 3} + - shaderFXAAPreset3: {fileID: 4800000, guid: c182fa94a5a0a4c02870641efcd38cd5, type: 3} + - shaderFXAAII: {fileID: 4800000, guid: cd5b323dcc592457790ff18b528f5e67, type: 3} + - shaderFXAAIII: {fileID: 4800000, guid: c547503fff0e8482ea5793727057041c, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Bloom.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Bloom.cs new file mode 100644 index 00000000..d5fd7a6d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Bloom.cs @@ -0,0 +1,358 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Bloom and Glow/Bloom")] + public class Bloom : PostEffectsBase + { + public enum LensFlareStyle + { + Ghosting = 0, + Anamorphic = 1, + Combined = 2, + } + + public enum TweakMode + { + Basic = 0, + Complex = 1, + } + + public enum HDRBloomMode + { + Auto = 0, + On = 1, + Off = 2, + } + + public enum BloomScreenBlendMode + { + Screen = 0, + Add = 1, + } + + public enum BloomQuality + { + Cheap = 0, + High = 1, + } + + public TweakMode tweakMode = 0; + public BloomScreenBlendMode screenBlendMode = BloomScreenBlendMode.Add; + + public HDRBloomMode hdr = HDRBloomMode.Auto; + private bool doHdr = false; + public float sepBlurSpread = 2.5f; + + public BloomQuality quality = BloomQuality.High; + + public float bloomIntensity = 0.5f; + public float bloomThreshold = 0.5f; + public Color bloomThresholdColor = Color.white; + public int bloomBlurIterations = 2; + + public int hollywoodFlareBlurIterations = 2; + public float flareRotation = 0.0f; + public LensFlareStyle lensflareMode = (LensFlareStyle) 1; + public float hollyStretchWidth = 2.5f; + public float lensflareIntensity = 0.0f; + public float lensflareThreshold = 0.3f; + public float lensFlareSaturation = 0.75f; + public Color flareColorA = new Color (0.4f, 0.4f, 0.8f, 0.75f); + public Color flareColorB = new Color (0.4f, 0.8f, 0.8f, 0.75f); + public Color flareColorC = new Color (0.8f, 0.4f, 0.8f, 0.75f); + public Color flareColorD = new Color (0.8f, 0.4f, 0.0f, 0.75f); + public Texture2D lensFlareVignetteMask; + + public Shader lensFlareShader; + private Material lensFlareMaterial; + + public Shader screenBlendShader; + private Material screenBlend; + + public Shader blurAndFlaresShader; + private Material blurAndFlaresMaterial; + + public Shader brightPassFilterShader; + private Material brightPassFilterMaterial; + + + public override bool CheckResources () + { + CheckSupport (false); + + screenBlend = CheckShaderAndCreateMaterial (screenBlendShader, screenBlend); + lensFlareMaterial = CheckShaderAndCreateMaterial(lensFlareShader,lensFlareMaterial); + blurAndFlaresMaterial = CheckShaderAndCreateMaterial (blurAndFlaresShader, blurAndFlaresMaterial); + brightPassFilterMaterial = CheckShaderAndCreateMaterial(brightPassFilterShader, brightPassFilterMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + public void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources()==false) + { + Graphics.Blit (source, destination); + return; + } + + // screen blend is not supported when HDR is enabled (will cap values) + + doHdr = false; + if (hdr == HDRBloomMode.Auto) + doHdr = source.format == RenderTextureFormat.ARGBHalf && GetComponent().hdr; + else { + doHdr = hdr == HDRBloomMode.On; + } + + doHdr = doHdr && supportHDRTextures; + + BloomScreenBlendMode realBlendMode = screenBlendMode; + if (doHdr) + realBlendMode = BloomScreenBlendMode.Add; + + var rtFormat= (doHdr) ? RenderTextureFormat.ARGBHalf : RenderTextureFormat.Default; + var rtW2= source.width/2; + var rtH2= source.height/2; + var rtW4= source.width/4; + var rtH4= source.height/4; + + float widthOverHeight = (1.0f * source.width) / (1.0f * source.height); + float oneOverBaseSize = 1.0f / 512.0f; + + // downsample + RenderTexture quarterRezColor = RenderTexture.GetTemporary (rtW4, rtH4, 0, rtFormat); + RenderTexture halfRezColorDown = RenderTexture.GetTemporary (rtW2, rtH2, 0, rtFormat); + if (quality > BloomQuality.Cheap) { + Graphics.Blit (source, halfRezColorDown, screenBlend, 2); + RenderTexture rtDown4 = RenderTexture.GetTemporary (rtW4, rtH4, 0, rtFormat); + Graphics.Blit (halfRezColorDown, rtDown4, screenBlend, 2); + Graphics.Blit (rtDown4, quarterRezColor, screenBlend, 6); + RenderTexture.ReleaseTemporary(rtDown4); + } + else { + Graphics.Blit (source, halfRezColorDown); + Graphics.Blit (halfRezColorDown, quarterRezColor, screenBlend, 6); + } + RenderTexture.ReleaseTemporary (halfRezColorDown); + + // cut colors (thresholding) + RenderTexture secondQuarterRezColor = RenderTexture.GetTemporary (rtW4, rtH4, 0, rtFormat); + BrightFilter (bloomThreshold * bloomThresholdColor, quarterRezColor, secondQuarterRezColor); + + // blurring + + if (bloomBlurIterations < 1) bloomBlurIterations = 1; + else if (bloomBlurIterations > 10) bloomBlurIterations = 10; + + for (int iter = 0; iter < bloomBlurIterations; iter++) + { + float spreadForPass = (1.0f + (iter * 0.25f)) * sepBlurSpread; + + // vertical blur + RenderTexture blur4 = RenderTexture.GetTemporary (rtW4, rtH4, 0, rtFormat); + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 (0.0f, spreadForPass * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (secondQuarterRezColor, blur4, blurAndFlaresMaterial, 4); + RenderTexture.ReleaseTemporary(secondQuarterRezColor); + secondQuarterRezColor = blur4; + + // horizontal blur + blur4 = RenderTexture.GetTemporary (rtW4, rtH4, 0, rtFormat); + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 ((spreadForPass / widthOverHeight) * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit (secondQuarterRezColor, blur4, blurAndFlaresMaterial, 4); + RenderTexture.ReleaseTemporary (secondQuarterRezColor); + secondQuarterRezColor = blur4; + + if (quality > BloomQuality.Cheap) + { + if (iter == 0) + { + Graphics.SetRenderTarget(quarterRezColor); + GL.Clear(false, true, Color.black); // Clear to avoid RT restore + Graphics.Blit (secondQuarterRezColor, quarterRezColor); + } + else + { + quarterRezColor.MarkRestoreExpected(); // using max blending, RT restore expected + Graphics.Blit (secondQuarterRezColor, quarterRezColor, screenBlend, 10); + } + } + } + + if (quality > BloomQuality.Cheap) + { + Graphics.SetRenderTarget(secondQuarterRezColor); + GL.Clear(false, true, Color.black); // Clear to avoid RT restore + Graphics.Blit (quarterRezColor, secondQuarterRezColor, screenBlend, 6); + } + + // lens flares: ghosting, anamorphic or both (ghosted anamorphic flares) + + if (lensflareIntensity > Mathf.Epsilon) + { + + RenderTexture rtFlares4 = RenderTexture.GetTemporary (rtW4, rtH4, 0, rtFormat); + + if (lensflareMode == 0) + { + // ghosting only + + BrightFilter (lensflareThreshold, secondQuarterRezColor, rtFlares4); + + if (quality > BloomQuality.Cheap) + { + // smooth a little + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 (0.0f, (1.5f) / (1.0f * quarterRezColor.height), 0.0f, 0.0f)); + Graphics.SetRenderTarget(quarterRezColor); + GL.Clear(false, true, Color.black); // Clear to avoid RT restore + Graphics.Blit (rtFlares4, quarterRezColor, blurAndFlaresMaterial, 4); + + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 ((1.5f) / (1.0f * quarterRezColor.width), 0.0f, 0.0f, 0.0f)); + Graphics.SetRenderTarget(rtFlares4); + GL.Clear(false, true, Color.black); // Clear to avoid RT restore + Graphics.Blit (quarterRezColor, rtFlares4, blurAndFlaresMaterial, 4); + } + + // no ugly edges! + Vignette (0.975f, rtFlares4, rtFlares4); + BlendFlares (rtFlares4, secondQuarterRezColor); + } + else + { + + //Vignette (0.975ff, rtFlares4, rtFlares4); + //DrawBorder(rtFlares4, screenBlend, 8); + + float flareXRot = 1.0f * Mathf.Cos(flareRotation); + float flareyRot = 1.0f * Mathf.Sin(flareRotation); + + float stretchWidth = (hollyStretchWidth * 1.0f / widthOverHeight) * oneOverBaseSize; + + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 (flareXRot, flareyRot, 0.0f, 0.0f)); + blurAndFlaresMaterial.SetVector ("_Threshhold", new Vector4 (lensflareThreshold, 1.0f, 0.0f, 0.0f)); + blurAndFlaresMaterial.SetVector ("_TintColor", new Vector4 (flareColorA.r, flareColorA.g, flareColorA.b, flareColorA.a) * flareColorA.a * lensflareIntensity); + blurAndFlaresMaterial.SetFloat ("_Saturation", lensFlareSaturation); + + // "pre and cut" + quarterRezColor.DiscardContents(); + Graphics.Blit (rtFlares4, quarterRezColor, blurAndFlaresMaterial, 2); + // "post" + rtFlares4.DiscardContents(); + Graphics.Blit (quarterRezColor, rtFlares4, blurAndFlaresMaterial, 3); + + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 (flareXRot * stretchWidth, flareyRot * stretchWidth, 0.0f, 0.0f)); + // stretch 1st + blurAndFlaresMaterial.SetFloat ("_StretchWidth", hollyStretchWidth); + quarterRezColor.DiscardContents(); + Graphics.Blit (rtFlares4, quarterRezColor, blurAndFlaresMaterial, 1); + // stretch 2nd + blurAndFlaresMaterial.SetFloat ("_StretchWidth", hollyStretchWidth * 2.0f); + rtFlares4.DiscardContents(); + Graphics.Blit (quarterRezColor, rtFlares4, blurAndFlaresMaterial, 1); + // stretch 3rd + blurAndFlaresMaterial.SetFloat ("_StretchWidth", hollyStretchWidth * 4.0f); + quarterRezColor.DiscardContents(); + Graphics.Blit (rtFlares4, quarterRezColor, blurAndFlaresMaterial, 1); + + // additional blur passes + for (int iter = 0; iter < hollywoodFlareBlurIterations; iter++) + { + stretchWidth = (hollyStretchWidth * 2.0f / widthOverHeight) * oneOverBaseSize; + + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 (stretchWidth * flareXRot, stretchWidth * flareyRot, 0.0f, 0.0f)); + rtFlares4.DiscardContents(); + Graphics.Blit (quarterRezColor, rtFlares4, blurAndFlaresMaterial, 4); + + blurAndFlaresMaterial.SetVector ("_Offsets", new Vector4 (stretchWidth * flareXRot, stretchWidth * flareyRot, 0.0f, 0.0f)); + quarterRezColor.DiscardContents(); + Graphics.Blit (rtFlares4, quarterRezColor, blurAndFlaresMaterial, 4); + } + + if (lensflareMode == (LensFlareStyle) 1) + // anamorphic lens flares + AddTo (1.0f, quarterRezColor, secondQuarterRezColor); + else + { + // "combined" lens flares + + Vignette (1.0f, quarterRezColor, rtFlares4); + BlendFlares (rtFlares4, quarterRezColor); + AddTo (1.0f, quarterRezColor, secondQuarterRezColor); + } + } + RenderTexture.ReleaseTemporary (rtFlares4); + } + + int blendPass = (int) realBlendMode; + //if (Mathf.Abs(chromaticBloom) < Mathf.Epsilon) + // blendPass += 4; + + screenBlend.SetFloat ("_Intensity", bloomIntensity); + screenBlend.SetTexture ("_ColorBuffer", source); + + if (quality > BloomQuality.Cheap) + { + RenderTexture halfRezColorUp = RenderTexture.GetTemporary (rtW2, rtH2, 0, rtFormat); + Graphics.Blit (secondQuarterRezColor, halfRezColorUp); + Graphics.Blit (halfRezColorUp, destination, screenBlend, blendPass); + RenderTexture.ReleaseTemporary (halfRezColorUp); + } + else + Graphics.Blit (secondQuarterRezColor, destination, screenBlend, blendPass); + + RenderTexture.ReleaseTemporary (quarterRezColor); + RenderTexture.ReleaseTemporary (secondQuarterRezColor); + } + + private void AddTo (float intensity_, RenderTexture from, RenderTexture to) + { + screenBlend.SetFloat ("_Intensity", intensity_); + to.MarkRestoreExpected(); // additive blending, RT restore expected + Graphics.Blit (from, to, screenBlend, 9); + } + + private void BlendFlares (RenderTexture from, RenderTexture to) + { + lensFlareMaterial.SetVector ("colorA", new Vector4 (flareColorA.r, flareColorA.g, flareColorA.b, flareColorA.a) * lensflareIntensity); + lensFlareMaterial.SetVector ("colorB", new Vector4 (flareColorB.r, flareColorB.g, flareColorB.b, flareColorB.a) * lensflareIntensity); + lensFlareMaterial.SetVector ("colorC", new Vector4 (flareColorC.r, flareColorC.g, flareColorC.b, flareColorC.a) * lensflareIntensity); + lensFlareMaterial.SetVector ("colorD", new Vector4 (flareColorD.r, flareColorD.g, flareColorD.b, flareColorD.a) * lensflareIntensity); + to.MarkRestoreExpected(); // additive blending, RT restore expected + Graphics.Blit (from, to, lensFlareMaterial); + } + + private void BrightFilter (float thresh, RenderTexture from, RenderTexture to) + { + brightPassFilterMaterial.SetVector ("_Threshhold", new Vector4 (thresh, thresh, thresh, thresh)); + Graphics.Blit (from, to, brightPassFilterMaterial, 0); + } + + private void BrightFilter (Color threshColor, RenderTexture from, RenderTexture to) + { + brightPassFilterMaterial.SetVector ("_Threshhold", threshColor); + Graphics.Blit (from, to, brightPassFilterMaterial, 1); + } + + private void Vignette (float amount, RenderTexture from, RenderTexture to) + { + if (lensFlareVignetteMask) + { + screenBlend.SetTexture ("_ColorBuffer", lensFlareVignetteMask); + to.MarkRestoreExpected(); // using blending, RT restore expected + Graphics.Blit (from == to ? null : from, to, screenBlend, from == to ? 7 : 3); + } + else if (from != to) + { + Graphics.SetRenderTarget (to); + GL.Clear(false, true, Color.black); // clear destination to avoid RT restore + Graphics.Blit (from, to); + } + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Bloom.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Bloom.cs.meta new file mode 100644 index 00000000..edcd45d5 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Bloom.cs.meta @@ -0,0 +1,17 @@ +fileFormatVersion: 2 +guid: 7fceaeb339b971b429c4cc600acabd13 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - lensFlareVignetteMask: {fileID: 2800000, guid: 95ef4804fe0be4c999ddaa383536cde8, + type: 3} + - lensFlareShader: {fileID: 4800000, guid: 459fe69d2f6d74ddb92f04dbf45a866b, type: 3} + - screenBlendShader: {fileID: 4800000, guid: 7856cbff0a0ca45c787d5431eb805bb0, type: 3} + - blurAndFlaresShader: {fileID: 4800000, guid: be6e39cf196f146d5be72fbefb18ed75, + type: 3} + - brightPassFilterShader: {fileID: 4800000, guid: 0aeaa4cb29f5d4e9c8455f04c8575c8c, + type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomAndFlares.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomAndFlares.cs new file mode 100644 index 00000000..3769c21c --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomAndFlares.cs @@ -0,0 +1,314 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + public enum LensflareStyle34 + { + Ghosting = 0, + Anamorphic = 1, + Combined = 2, + } + + public enum TweakMode34 + { + Basic = 0, + Complex = 1, + } + + public enum HDRBloomMode + { + Auto = 0, + On = 1, + Off = 2, + } + + public enum BloomScreenBlendMode + { + Screen = 0, + Add = 1, + } + + [ExecuteInEditMode] + [RequireComponent(typeof(Camera))] + [AddComponentMenu("Image Effects/Bloom and Glow/BloomAndFlares (3.5, Deprecated)")] + public class BloomAndFlares : PostEffectsBase + { + public TweakMode34 tweakMode = 0; + public BloomScreenBlendMode screenBlendMode = BloomScreenBlendMode.Add; + + public HDRBloomMode hdr = HDRBloomMode.Auto; + private bool doHdr = false; + public float sepBlurSpread = 1.5f; + public float useSrcAlphaAsMask = 0.5f; + + public float bloomIntensity = 1.0f; + public float bloomThreshold = 0.5f; + public int bloomBlurIterations = 2; + + public bool lensflares = false; + public int hollywoodFlareBlurIterations = 2; + public LensflareStyle34 lensflareMode = (LensflareStyle34)1; + public float hollyStretchWidth = 3.5f; + public float lensflareIntensity = 1.0f; + public float lensflareThreshold = 0.3f; + public Color flareColorA = new Color(0.4f, 0.4f, 0.8f, 0.75f); + public Color flareColorB = new Color(0.4f, 0.8f, 0.8f, 0.75f); + public Color flareColorC = new Color(0.8f, 0.4f, 0.8f, 0.75f); + public Color flareColorD = new Color(0.8f, 0.4f, 0.0f, 0.75f); + public Texture2D lensFlareVignetteMask; + + public Shader lensFlareShader; + private Material lensFlareMaterial; + + public Shader vignetteShader; + private Material vignetteMaterial; + + public Shader separableBlurShader; + private Material separableBlurMaterial; + + public Shader addBrightStuffOneOneShader; + private Material addBrightStuffBlendOneOneMaterial; + + public Shader screenBlendShader; + private Material screenBlend; + + public Shader hollywoodFlaresShader; + private Material hollywoodFlaresMaterial; + + public Shader brightPassFilterShader; + private Material brightPassFilterMaterial; + + + public override bool CheckResources() + { + CheckSupport(false); + + screenBlend = CheckShaderAndCreateMaterial(screenBlendShader, screenBlend); + lensFlareMaterial = CheckShaderAndCreateMaterial(lensFlareShader, lensFlareMaterial); + vignetteMaterial = CheckShaderAndCreateMaterial(vignetteShader, vignetteMaterial); + separableBlurMaterial = CheckShaderAndCreateMaterial(separableBlurShader, separableBlurMaterial); + addBrightStuffBlendOneOneMaterial = CheckShaderAndCreateMaterial(addBrightStuffOneOneShader, addBrightStuffBlendOneOneMaterial); + hollywoodFlaresMaterial = CheckShaderAndCreateMaterial(hollywoodFlaresShader, hollywoodFlaresMaterial); + brightPassFilterMaterial = CheckShaderAndCreateMaterial(brightPassFilterShader, brightPassFilterMaterial); + + if (!isSupported) + ReportAutoDisable(); + return isSupported; + } + + void OnRenderImage(RenderTexture source, RenderTexture destination) + { + if (CheckResources() == false) + { + Graphics.Blit(source, destination); + return; + } + + // screen blend is not supported when HDR is enabled (will cap values) + + doHdr = false; + if (hdr == HDRBloomMode.Auto) + doHdr = source.format == RenderTextureFormat.ARGBHalf && GetComponent().hdr; + else + { + doHdr = hdr == HDRBloomMode.On; + } + + doHdr = doHdr && supportHDRTextures; + + BloomScreenBlendMode realBlendMode = screenBlendMode; + if (doHdr) + realBlendMode = BloomScreenBlendMode.Add; + + var rtFormat = (doHdr) ? RenderTextureFormat.ARGBHalf : RenderTextureFormat.Default; + RenderTexture halfRezColor = RenderTexture.GetTemporary(source.width / 2, source.height / 2, 0, rtFormat); + RenderTexture quarterRezColor = RenderTexture.GetTemporary(source.width / 4, source.height / 4, 0, rtFormat); + RenderTexture secondQuarterRezColor = RenderTexture.GetTemporary(source.width / 4, source.height / 4, 0, rtFormat); + RenderTexture thirdQuarterRezColor = RenderTexture.GetTemporary(source.width / 4, source.height / 4, 0, rtFormat); + + float widthOverHeight = (1.0f * source.width) / (1.0f * source.height); + float oneOverBaseSize = 1.0f / 512.0f; + + // downsample + + Graphics.Blit(source, halfRezColor, screenBlend, 2); // <- 2 is stable downsample + Graphics.Blit(halfRezColor, quarterRezColor, screenBlend, 2); // <- 2 is stable downsample + + RenderTexture.ReleaseTemporary(halfRezColor); + + // cut colors (thresholding) + + BrightFilter(bloomThreshold, useSrcAlphaAsMask, quarterRezColor, secondQuarterRezColor); + quarterRezColor.DiscardContents(); + + // blurring + + if (bloomBlurIterations < 1) bloomBlurIterations = 1; + + for (int iter = 0; iter < bloomBlurIterations; iter++) + { + float spreadForPass = (1.0f + (iter * 0.5f)) * sepBlurSpread; + separableBlurMaterial.SetVector("offsets", new Vector4(0.0f, spreadForPass * oneOverBaseSize, 0.0f, 0.0f)); + + RenderTexture src = iter == 0 ? secondQuarterRezColor : quarterRezColor; + Graphics.Blit(src, thirdQuarterRezColor, separableBlurMaterial); + src.DiscardContents(); + + separableBlurMaterial.SetVector("offsets", new Vector4((spreadForPass / widthOverHeight) * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit(thirdQuarterRezColor, quarterRezColor, separableBlurMaterial); + thirdQuarterRezColor.DiscardContents(); + } + + // lens flares: ghosting, anamorphic or a combination + + if (lensflares) + { + + if (lensflareMode == 0) + { + + BrightFilter(lensflareThreshold, 0.0f, quarterRezColor, thirdQuarterRezColor); + quarterRezColor.DiscardContents(); + + // smooth a little, this needs to be resolution dependent + /* + separableBlurMaterial.SetVector ("offsets", Vector4 (0.0ff, (2.0ff) / (1.0ff * quarterRezColor.height), 0.0ff, 0.0ff)); + Graphics.Blit (thirdQuarterRezColor, secondQuarterRezColor, separableBlurMaterial); + separableBlurMaterial.SetVector ("offsets", Vector4 ((2.0ff) / (1.0ff * quarterRezColor.width), 0.0ff, 0.0ff, 0.0ff)); + Graphics.Blit (secondQuarterRezColor, thirdQuarterRezColor, separableBlurMaterial); + */ + // no ugly edges! + + Vignette(0.975f, thirdQuarterRezColor, secondQuarterRezColor); + thirdQuarterRezColor.DiscardContents(); + + BlendFlares(secondQuarterRezColor, quarterRezColor); + secondQuarterRezColor.DiscardContents(); + } + + // (b) hollywood/anamorphic flares? + + else + { + + // thirdQuarter has the brightcut unblurred colors + // quarterRezColor is the blurred, brightcut buffer that will end up as bloom + + hollywoodFlaresMaterial.SetVector("_threshold", new Vector4(lensflareThreshold, 1.0f / (1.0f - lensflareThreshold), 0.0f, 0.0f)); + hollywoodFlaresMaterial.SetVector("tintColor", new Vector4(flareColorA.r, flareColorA.g, flareColorA.b, flareColorA.a) * flareColorA.a * lensflareIntensity); + Graphics.Blit(thirdQuarterRezColor, secondQuarterRezColor, hollywoodFlaresMaterial, 2); + thirdQuarterRezColor.DiscardContents(); + + Graphics.Blit(secondQuarterRezColor, thirdQuarterRezColor, hollywoodFlaresMaterial, 3); + secondQuarterRezColor.DiscardContents(); + + hollywoodFlaresMaterial.SetVector("offsets", new Vector4((sepBlurSpread * 1.0f / widthOverHeight) * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + hollywoodFlaresMaterial.SetFloat("stretchWidth", hollyStretchWidth); + Graphics.Blit(thirdQuarterRezColor, secondQuarterRezColor, hollywoodFlaresMaterial, 1); + thirdQuarterRezColor.DiscardContents(); + + hollywoodFlaresMaterial.SetFloat("stretchWidth", hollyStretchWidth * 2.0f); + Graphics.Blit(secondQuarterRezColor, thirdQuarterRezColor, hollywoodFlaresMaterial, 1); + secondQuarterRezColor.DiscardContents(); + + hollywoodFlaresMaterial.SetFloat("stretchWidth", hollyStretchWidth * 4.0f); + Graphics.Blit(thirdQuarterRezColor, secondQuarterRezColor, hollywoodFlaresMaterial, 1); + thirdQuarterRezColor.DiscardContents(); + + if (lensflareMode == (LensflareStyle34)1) + { + for (int itera = 0; itera < hollywoodFlareBlurIterations; itera++) + { + separableBlurMaterial.SetVector("offsets", new Vector4((hollyStretchWidth * 2.0f / widthOverHeight) * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit(secondQuarterRezColor, thirdQuarterRezColor, separableBlurMaterial); + secondQuarterRezColor.DiscardContents(); + + separableBlurMaterial.SetVector("offsets", new Vector4((hollyStretchWidth * 2.0f / widthOverHeight) * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit(thirdQuarterRezColor, secondQuarterRezColor, separableBlurMaterial); + thirdQuarterRezColor.DiscardContents(); + } + + AddTo(1.0f, secondQuarterRezColor, quarterRezColor); + secondQuarterRezColor.DiscardContents(); + } + else + { + + // (c) combined + + for (int ix = 0; ix < hollywoodFlareBlurIterations; ix++) + { + separableBlurMaterial.SetVector("offsets", new Vector4((hollyStretchWidth * 2.0f / widthOverHeight) * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit(secondQuarterRezColor, thirdQuarterRezColor, separableBlurMaterial); + secondQuarterRezColor.DiscardContents(); + + separableBlurMaterial.SetVector("offsets", new Vector4((hollyStretchWidth * 2.0f / widthOverHeight) * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit(thirdQuarterRezColor, secondQuarterRezColor, separableBlurMaterial); + thirdQuarterRezColor.DiscardContents(); + } + + Vignette(1.0f, secondQuarterRezColor, thirdQuarterRezColor); + secondQuarterRezColor.DiscardContents(); + + BlendFlares(thirdQuarterRezColor, secondQuarterRezColor); + thirdQuarterRezColor.DiscardContents(); + + AddTo(1.0f, secondQuarterRezColor, quarterRezColor); + secondQuarterRezColor.DiscardContents(); + } + } + } + + // screen blend bloom results to color buffer + + screenBlend.SetFloat("_Intensity", bloomIntensity); + screenBlend.SetTexture("_ColorBuffer", source); + Graphics.Blit(quarterRezColor, destination, screenBlend, (int)realBlendMode); + + RenderTexture.ReleaseTemporary(quarterRezColor); + RenderTexture.ReleaseTemporary(secondQuarterRezColor); + RenderTexture.ReleaseTemporary(thirdQuarterRezColor); + } + + private void AddTo(float intensity_, RenderTexture from, RenderTexture to) + { + addBrightStuffBlendOneOneMaterial.SetFloat("_Intensity", intensity_); + Graphics.Blit(from, to, addBrightStuffBlendOneOneMaterial); + } + + private void BlendFlares(RenderTexture from, RenderTexture to) + { + lensFlareMaterial.SetVector("colorA", new Vector4(flareColorA.r, flareColorA.g, flareColorA.b, flareColorA.a) * lensflareIntensity); + lensFlareMaterial.SetVector("colorB", new Vector4(flareColorB.r, flareColorB.g, flareColorB.b, flareColorB.a) * lensflareIntensity); + lensFlareMaterial.SetVector("colorC", new Vector4(flareColorC.r, flareColorC.g, flareColorC.b, flareColorC.a) * lensflareIntensity); + lensFlareMaterial.SetVector("colorD", new Vector4(flareColorD.r, flareColorD.g, flareColorD.b, flareColorD.a) * lensflareIntensity); + Graphics.Blit(from, to, lensFlareMaterial); + } + + private void BrightFilter(float thresh, float useAlphaAsMask, RenderTexture from, RenderTexture to) + { + if (doHdr) + brightPassFilterMaterial.SetVector("threshold", new Vector4(thresh, 1.0f, 0.0f, 0.0f)); + else + brightPassFilterMaterial.SetVector("threshold", new Vector4(thresh, 1.0f / (1.0f - thresh), 0.0f, 0.0f)); + brightPassFilterMaterial.SetFloat("useSrcAlphaAsMask", useAlphaAsMask); + Graphics.Blit(from, to, brightPassFilterMaterial); + } + + private void Vignette(float amount, RenderTexture from, RenderTexture to) + { + if (lensFlareVignetteMask) + { + screenBlend.SetTexture("_ColorBuffer", lensFlareVignetteMask); + Graphics.Blit(from, to, screenBlend, 3); + } + else + { + vignetteMaterial.SetFloat("vignetteIntensity", amount); + Graphics.Blit(from, to, vignetteMaterial); + } + } + + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomAndFlares.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomAndFlares.cs.meta new file mode 100644 index 00000000..d3b3c7b4 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomAndFlares.cs.meta @@ -0,0 +1,22 @@ +fileFormatVersion: 2 +guid: 02536f33053638549ab5c50ff3ecc0de +MonoImporter: + serializedVersion: 2 + defaultReferences: + - lensFlareVignetteMask: {fileID: 2800000, guid: 95ef4804fe0be4c999ddaa383536cde8, + type: 3} + - lensFlareShader: {fileID: 4800000, guid: 459fe69d2f6d74ddb92f04dbf45a866b, type: 3} + - vignetteShader: {fileID: 4800000, guid: 627943dc7a9a74286b70a4f694a0acd5, type: 3} + - separableBlurShader: {fileID: 4800000, guid: a9df009a214e24a5ebbf271595f8d5b6, + type: 3} + - addBrightStuffOneOneShader: {fileID: 4800000, guid: f7898d203e9b94c0dbe2bf9dd5cb32c0, + type: 3} + - screenBlendShader: {fileID: 4800000, guid: 53b3960ee3d3d4a5caa8d5473d120187, type: 3} + - hollywoodFlaresShader: {fileID: 4800000, guid: e2baf3cae8edc4daf94c9adc2154be00, + type: 3} + - brightPassFilterShader: {fileID: 4800000, guid: 186c4c0d31e314f049595dcbaf4ca129, + type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomOptimized.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomOptimized.cs new file mode 100644 index 00000000..f7d9251b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomOptimized.cs @@ -0,0 +1,109 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Bloom and Glow/Bloom (Optimized)")] + public class BloomOptimized : PostEffectsBase + { + + public enum Resolution + { + Low = 0, + High = 1, + } + + public enum BlurType + { + Standard = 0, + Sgx = 1, + } + + [Range(0.0f, 1.5f)] + public float threshold = 0.25f; + [Range(0.0f, 2.5f)] + public float intensity = 0.75f; + + [Range(0.25f, 5.5f)] + public float blurSize = 1.0f; + + Resolution resolution = Resolution.Low; + [Range(1, 4)] + public int blurIterations = 1; + + public BlurType blurType= BlurType.Standard; + + public Shader fastBloomShader = null; + private Material fastBloomMaterial = null; + + + public override bool CheckResources () + { + CheckSupport (false); + + fastBloomMaterial = CheckShaderAndCreateMaterial (fastBloomShader, fastBloomMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnDisable () + { + if (fastBloomMaterial) + DestroyImmediate (fastBloomMaterial); + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources() == false) + { + Graphics.Blit (source, destination); + return; + } + + int divider = resolution == Resolution.Low ? 4 : 2; + float widthMod = resolution == Resolution.Low ? 0.5f : 1.0f; + + fastBloomMaterial.SetVector ("_Parameter", new Vector4 (blurSize * widthMod, 0.0f, threshold, intensity)); + source.filterMode = FilterMode.Bilinear; + + var rtW= source.width/divider; + var rtH= source.height/divider; + + // downsample + RenderTexture rt = RenderTexture.GetTemporary (rtW, rtH, 0, source.format); + rt.filterMode = FilterMode.Bilinear; + Graphics.Blit (source, rt, fastBloomMaterial, 1); + + var passOffs= blurType == BlurType.Standard ? 0 : 2; + + for(int i = 0; i < blurIterations; i++) + { + fastBloomMaterial.SetVector ("_Parameter", new Vector4 (blurSize * widthMod + (i*1.0f), 0.0f, threshold, intensity)); + + // vertical blur + RenderTexture rt2 = RenderTexture.GetTemporary (rtW, rtH, 0, source.format); + rt2.filterMode = FilterMode.Bilinear; + Graphics.Blit (rt, rt2, fastBloomMaterial, 2 + passOffs); + RenderTexture.ReleaseTemporary (rt); + rt = rt2; + + // horizontal blur + rt2 = RenderTexture.GetTemporary (rtW, rtH, 0, source.format); + rt2.filterMode = FilterMode.Bilinear; + Graphics.Blit (rt, rt2, fastBloomMaterial, 3 + passOffs); + RenderTexture.ReleaseTemporary (rt); + rt = rt2; + } + + fastBloomMaterial.SetTexture ("_Bloom", rt); + + Graphics.Blit (source, destination, fastBloomMaterial, 0); + + RenderTexture.ReleaseTemporary (rt); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomOptimized.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomOptimized.cs.meta new file mode 100644 index 00000000..68dcfc14 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BloomOptimized.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: 4975a6e437fc3b149a8cd508ce5bdd69 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - fastBloomShader: {fileID: 4800000, guid: 68a00c837b82e4c6d92e7da765dc5f1d, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Blur.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Blur.cs new file mode 100644 index 00000000..47511df2 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Blur.cs @@ -0,0 +1,106 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Blur/Blur")] + public class Blur : MonoBehaviour + { + /// Blur iterations - larger number means more blur. + public int iterations = 3; + + /// Blur spread for each iteration. Lower values + /// give better looking blur, but require more iterations to + /// get large blurs. Value is usually between 0.5 and 1.0. + public float blurSpread = 0.6f; + + + // -------------------------------------------------------- + // The blur iteration shader. + // Basically it just takes 4 texture samples and averages them. + // By applying it repeatedly and spreading out sample locations + // we get a Gaussian blur approximation. + + public Shader blurShader = null; + + static Material m_Material = null; + protected Material material { + get { + if (m_Material == null) { + m_Material = new Material(blurShader); + m_Material.hideFlags = HideFlags.DontSave; + } + return m_Material; + } + } + + protected void OnDisable() { + if ( m_Material ) { + DestroyImmediate( m_Material ); + } + } + + // -------------------------------------------------------- + + protected void Start() + { + // Disable if we don't support image effects + if (!SystemInfo.supportsImageEffects) { + enabled = false; + return; + } + // Disable if the shader can't run on the users graphics card + if (!blurShader || !material.shader.isSupported) { + enabled = false; + return; + } + } + + // Performs one blur iteration. + public void FourTapCone (RenderTexture source, RenderTexture dest, int iteration) + { + float off = 0.5f + iteration*blurSpread; + Graphics.BlitMultiTap (source, dest, material, + new Vector2(-off, -off), + new Vector2(-off, off), + new Vector2( off, off), + new Vector2( off, -off) + ); + } + + // Downsamples the texture to a quarter resolution. + private void DownSample4x (RenderTexture source, RenderTexture dest) + { + float off = 1.0f; + Graphics.BlitMultiTap (source, dest, material, + new Vector2(-off, -off), + new Vector2(-off, off), + new Vector2( off, off), + new Vector2( off, -off) + ); + } + + // Called by the camera to apply the image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) { + int rtW = source.width/4; + int rtH = source.height/4; + RenderTexture buffer = RenderTexture.GetTemporary(rtW, rtH, 0); + + // Copy source to the 4x4 smaller texture. + DownSample4x (source, buffer); + + // Blur the small texture + for(int i = 0; i < iterations; i++) + { + RenderTexture buffer2 = RenderTexture.GetTemporary(rtW, rtH, 0); + FourTapCone (buffer, buffer2, i); + RenderTexture.ReleaseTemporary(buffer); + buffer = buffer2; + } + Graphics.Blit(buffer, destination); + + RenderTexture.ReleaseTemporary(buffer); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Blur.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Blur.cs.meta new file mode 100644 index 00000000..c4bb7e77 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Blur.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 34382083ad114a07d000fbfb8d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - blurShader: {fileID: 4800000, guid: 57e6deea7c2924e22a5138e2b70bb4dc, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/BlurOptimized.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BlurOptimized.cs new file mode 100644 index 00000000..c922dbe4 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BlurOptimized.cs @@ -0,0 +1,93 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Blur/Blur (Optimized)")] + public class BlurOptimized : PostEffectsBase + { + + [Range(0, 2)] + public int downsample = 1; + + public enum BlurType { + StandardGauss = 0, + SgxGauss = 1, + } + + [Range(0.0f, 10.0f)] + public float blurSize = 3.0f; + + [Range(1, 4)] + public int blurIterations = 2; + + public BlurType blurType= BlurType.StandardGauss; + + public Shader blurShader = null; + private Material blurMaterial = null; + + + public override bool CheckResources () { + CheckSupport (false); + + blurMaterial = CheckShaderAndCreateMaterial (blurShader, blurMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + public void OnDisable () { + if (blurMaterial) + DestroyImmediate (blurMaterial); + } + + public void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (CheckResources() == false) { + Graphics.Blit (source, destination); + return; + } + + float widthMod = 1.0f / (1.0f * (1<> downsample; + int rtH = source.height >> downsample; + + // downsample + RenderTexture rt = RenderTexture.GetTemporary (rtW, rtH, 0, source.format); + + rt.filterMode = FilterMode.Bilinear; + Graphics.Blit (source, rt, blurMaterial, 0); + + var passOffs= blurType == BlurType.StandardGauss ? 0 : 2; + + for(int i = 0; i < blurIterations; i++) { + float iterationOffs = (i*1.0f); + blurMaterial.SetVector ("_Parameter", new Vector4 (blurSize * widthMod + iterationOffs, -blurSize * widthMod - iterationOffs, 0.0f, 0.0f)); + + // vertical blur + RenderTexture rt2 = RenderTexture.GetTemporary (rtW, rtH, 0, source.format); + rt2.filterMode = FilterMode.Bilinear; + Graphics.Blit (rt, rt2, blurMaterial, 1 + passOffs); + RenderTexture.ReleaseTemporary (rt); + rt = rt2; + + // horizontal blur + rt2 = RenderTexture.GetTemporary (rtW, rtH, 0, source.format); + rt2.filterMode = FilterMode.Bilinear; + Graphics.Blit (rt, rt2, blurMaterial, 2 + passOffs); + RenderTexture.ReleaseTemporary (rt); + rt = rt2; + } + + Graphics.Blit (rt, destination); + + RenderTexture.ReleaseTemporary (rt); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/BlurOptimized.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BlurOptimized.cs.meta new file mode 100644 index 00000000..47ca17b3 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/BlurOptimized.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: 7fc6bde01469c7b4badee5362f191d96 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - blurShader: {fileID: 4800000, guid: f9d5fa183cd6b45eeb1491f74863cd91, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/CameraMotionBlur.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CameraMotionBlur.cs new file mode 100644 index 00000000..09090010 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CameraMotionBlur.cs @@ -0,0 +1,381 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Camera/Camera Motion Blur") ] + public class CameraMotionBlur : PostEffectsBase + { + // make sure to match this to MAX_RADIUS in shader ('k' in paper) + static float MAX_RADIUS = 10.0f; + + public enum MotionBlurFilter { + CameraMotion = 0, // global screen blur based on cam motion + LocalBlur = 1, // cheap blur, no dilation or scattering + Reconstruction = 2, // advanced filter (simulates scattering) as in plausible motion blur paper + ReconstructionDX11 = 3, // advanced filter (simulates scattering) as in plausible motion blur paper + ReconstructionDisc = 4, // advanced filter using scaled poisson disc sampling + } + + // settings + public MotionBlurFilter filterType = MotionBlurFilter.Reconstruction; + public bool preview = false; // show how blur would look like in action ... + public Vector3 previewScale = Vector3.one; // ... given this movement vector + + // params + public float movementScale = 0.0f; + public float rotationScale = 1.0f; + public float maxVelocity = 8.0f; // maximum velocity in pixels + public float minVelocity = 0.1f; // minimum velocity in pixels + public float velocityScale = 0.375f; // global velocity scale + public float softZDistance = 0.005f; // for z overlap check softness (reconstruction filter only) + public int velocityDownsample = 1; // low resolution velocity buffer? (optimization) + public LayerMask excludeLayers = 0; + private GameObject tmpCam = null; + + // resources + public Shader shader; + public Shader dx11MotionBlurShader; + public Shader replacementClear; + + private Material motionBlurMaterial = null; + private Material dx11MotionBlurMaterial = null; + + public Texture2D noiseTexture = null; + public float jitter = 0.05f; + + // (internal) debug + public bool showVelocity = false; + public float showVelocityScale = 1.0f; + + // camera transforms + private Matrix4x4 currentViewProjMat; + private Matrix4x4 prevViewProjMat; + private int prevFrameCount; + private bool wasActive; + // shortcuts to calculate global blur direction when using 'CameraMotion' + private Vector3 prevFrameForward = Vector3.forward; + private Vector3 prevFrameUp = Vector3.up; + private Vector3 prevFramePos = Vector3.zero; + private Camera _camera; + + + private void CalculateViewProjection () { + Matrix4x4 viewMat = _camera.worldToCameraMatrix; + Matrix4x4 projMat = GL.GetGPUProjectionMatrix (_camera.projectionMatrix, true); + currentViewProjMat = projMat * viewMat; + } + + + new void Start () { + CheckResources (); + + if (_camera == null) + _camera = GetComponent(); + + wasActive = gameObject.activeInHierarchy; + CalculateViewProjection (); + Remember (); + wasActive = false; // hack to fake position/rotation update and prevent bad blurs + } + + void OnEnable () { + + if (_camera == null) + _camera = GetComponent(); + + _camera.depthTextureMode |= DepthTextureMode.Depth; + } + + void OnDisable () { + if (null != motionBlurMaterial) { + DestroyImmediate (motionBlurMaterial); + motionBlurMaterial = null; + } + if (null != dx11MotionBlurMaterial) { + DestroyImmediate (dx11MotionBlurMaterial); + dx11MotionBlurMaterial = null; + } + if (null != tmpCam) { + DestroyImmediate (tmpCam); + tmpCam = null; + } + } + + + public override bool CheckResources () { + CheckSupport (true, true); // depth & hdr needed + motionBlurMaterial = CheckShaderAndCreateMaterial (shader, motionBlurMaterial); + + if (supportDX11 && filterType == MotionBlurFilter.ReconstructionDX11) { + dx11MotionBlurMaterial = CheckShaderAndCreateMaterial (dx11MotionBlurShader, dx11MotionBlurMaterial); + } + + if (!isSupported) + ReportAutoDisable (); + + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (false == CheckResources ()) { + Graphics.Blit (source, destination); + return; + } + + if (filterType == MotionBlurFilter.CameraMotion) + StartFrame (); + + // use if possible new RG format ... fallback to half otherwise + var rtFormat= SystemInfo.SupportsRenderTextureFormat (RenderTextureFormat.RGHalf) ? RenderTextureFormat.RGHalf : RenderTextureFormat.ARGBHalf; + + // get temp textures + RenderTexture velBuffer = RenderTexture.GetTemporary (divRoundUp (source.width, velocityDownsample), divRoundUp (source.height, velocityDownsample), 0, rtFormat); + int tileWidth = 1; + int tileHeight = 1; + maxVelocity = Mathf.Max (2.0f, maxVelocity); + + float _maxVelocity = maxVelocity; // calculate 'k' + // note: 's' is hardcoded in shaders except for DX11 path + + // auto DX11 fallback! + bool fallbackFromDX11 = filterType == MotionBlurFilter.ReconstructionDX11 && dx11MotionBlurMaterial == null; + + if (filterType == MotionBlurFilter.Reconstruction || fallbackFromDX11 || filterType == MotionBlurFilter.ReconstructionDisc) { + maxVelocity = Mathf.Min (maxVelocity, MAX_RADIUS); + tileWidth = divRoundUp (velBuffer.width, (int) maxVelocity); + tileHeight = divRoundUp (velBuffer.height, (int) maxVelocity); + _maxVelocity = velBuffer.width/tileWidth; + } + else { + tileWidth = divRoundUp (velBuffer.width, (int) maxVelocity); + tileHeight = divRoundUp (velBuffer.height, (int) maxVelocity); + _maxVelocity = velBuffer.width/tileWidth; + } + + RenderTexture tileMax = RenderTexture.GetTemporary (tileWidth, tileHeight, 0, rtFormat); + RenderTexture neighbourMax = RenderTexture.GetTemporary (tileWidth, tileHeight, 0, rtFormat); + velBuffer.filterMode = FilterMode.Point; + tileMax.filterMode = FilterMode.Point; + neighbourMax.filterMode = FilterMode.Point; + if (noiseTexture) noiseTexture.filterMode = FilterMode.Point; + source.wrapMode = TextureWrapMode.Clamp; + velBuffer.wrapMode = TextureWrapMode.Clamp; + neighbourMax.wrapMode = TextureWrapMode.Clamp; + tileMax.wrapMode = TextureWrapMode.Clamp; + + // calc correct viewprj matrix + CalculateViewProjection (); + + // just started up? + if (gameObject.activeInHierarchy && !wasActive) { + Remember (); + } + wasActive = gameObject.activeInHierarchy; + + // matrices + Matrix4x4 invViewPrj = Matrix4x4.Inverse (currentViewProjMat); + motionBlurMaterial.SetMatrix ("_InvViewProj", invViewPrj); + motionBlurMaterial.SetMatrix ("_PrevViewProj", prevViewProjMat); + motionBlurMaterial.SetMatrix ("_ToPrevViewProjCombined", prevViewProjMat * invViewPrj); + + motionBlurMaterial.SetFloat ("_MaxVelocity", _maxVelocity); + motionBlurMaterial.SetFloat ("_MaxRadiusOrKInPaper", _maxVelocity); + motionBlurMaterial.SetFloat ("_MinVelocity", minVelocity); + motionBlurMaterial.SetFloat ("_VelocityScale", velocityScale); + motionBlurMaterial.SetFloat ("_Jitter", jitter); + + // texture samplers + motionBlurMaterial.SetTexture ("_NoiseTex", noiseTexture); + motionBlurMaterial.SetTexture ("_VelTex", velBuffer); + motionBlurMaterial.SetTexture ("_NeighbourMaxTex", neighbourMax); + motionBlurMaterial.SetTexture ("_TileTexDebug", tileMax); + + if (preview) { + // generate an artifical 'previous' matrix to simulate blur look + Matrix4x4 viewMat = _camera.worldToCameraMatrix; + Matrix4x4 offset = Matrix4x4.identity; + offset.SetTRS(previewScale * 0.3333f, Quaternion.identity, Vector3.one); // using only translation + Matrix4x4 projMat = GL.GetGPUProjectionMatrix (_camera.projectionMatrix, true); + prevViewProjMat = projMat * offset * viewMat; + motionBlurMaterial.SetMatrix ("_PrevViewProj", prevViewProjMat); + motionBlurMaterial.SetMatrix ("_ToPrevViewProjCombined", prevViewProjMat * invViewPrj); + } + + if (filterType == MotionBlurFilter.CameraMotion) + { + // build blur vector to be used in shader to create a global blur direction + Vector4 blurVector = Vector4.zero; + + float lookUpDown = Vector3.Dot (transform.up, Vector3.up); + Vector3 distanceVector = prevFramePos-transform.position; + + float distMag = distanceVector.magnitude; + + float farHeur = 1.0f; + + // pitch (vertical) + farHeur = (Vector3.Angle (transform.up, prevFrameUp) / _camera.fieldOfView) * (source.width * 0.75f); + blurVector.x = rotationScale * farHeur;//Mathf.Clamp01((1.0ff-Vector3.Dot(transform.up, prevFrameUp))); + + // yaw #1 (horizontal, faded by pitch) + farHeur = (Vector3.Angle (transform.forward, prevFrameForward) / _camera.fieldOfView) * (source.width * 0.75f); + blurVector.y = rotationScale * lookUpDown * farHeur;//Mathf.Clamp01((1.0ff-Vector3.Dot(transform.forward, prevFrameForward))); + + // yaw #2 (when looking down, faded by 1-pitch) + farHeur = (Vector3.Angle (transform.forward, prevFrameForward) / _camera.fieldOfView) * (source.width * 0.75f); + blurVector.z = rotationScale * (1.0f- lookUpDown) * farHeur;//Mathf.Clamp01((1.0ff-Vector3.Dot(transform.forward, prevFrameForward))); + + if (distMag > Mathf.Epsilon && movementScale > Mathf.Epsilon) { + // forward (probably most important) + blurVector.w = movementScale * (Vector3.Dot (transform.forward, distanceVector) ) * (source.width * 0.5f); + // jump (maybe scale down further) + blurVector.x += movementScale * (Vector3.Dot (transform.up, distanceVector) ) * (source.width * 0.5f); + // strafe (maybe scale down further) + blurVector.y += movementScale * (Vector3.Dot (transform.right, distanceVector) ) * (source.width * 0.5f); + } + + if (preview) // crude approximation + motionBlurMaterial.SetVector ("_BlurDirectionPacked", new Vector4 (previewScale.y, previewScale.x, 0.0f, previewScale.z) * 0.5f * _camera.fieldOfView); + else + motionBlurMaterial.SetVector ("_BlurDirectionPacked", blurVector); + } + else { + // generate velocity buffer + Graphics.Blit (source, velBuffer, motionBlurMaterial, 0); + + // patch up velocity buffer: + + // exclude certain layers (e.g. skinned objects as we cant really support that atm) + + Camera cam = null; + if (excludeLayers.value != 0)// || dynamicLayers.value) + cam = GetTmpCam (); + + if (cam && excludeLayers.value != 0 && replacementClear && replacementClear.isSupported) { + cam.targetTexture = velBuffer; + cam.cullingMask = excludeLayers; + cam.RenderWithShader (replacementClear, ""); + } + } + + if (!preview && Time.frameCount != prevFrameCount) { + // remember current transformation data for next frame + prevFrameCount = Time.frameCount; + Remember (); + } + + source.filterMode = FilterMode.Bilinear; + + // debug vel buffer: + if (showVelocity) { + // generate tile max and neighbour max + //Graphics.Blit (velBuffer, tileMax, motionBlurMaterial, 2); + //Graphics.Blit (tileMax, neighbourMax, motionBlurMaterial, 3); + motionBlurMaterial.SetFloat ("_DisplayVelocityScale", showVelocityScale); + Graphics.Blit (velBuffer, destination, motionBlurMaterial, 1); + } + else { + if (filterType == MotionBlurFilter.ReconstructionDX11 && !fallbackFromDX11) { + // need to reset some parameters for dx11 shader + dx11MotionBlurMaterial.SetFloat ("_MinVelocity", minVelocity); + dx11MotionBlurMaterial.SetFloat ("_VelocityScale", velocityScale); + dx11MotionBlurMaterial.SetFloat ("_Jitter", jitter); + + // texture samplers + dx11MotionBlurMaterial.SetTexture ("_NoiseTex", noiseTexture); + dx11MotionBlurMaterial.SetTexture ("_VelTex", velBuffer); + dx11MotionBlurMaterial.SetTexture ("_NeighbourMaxTex", neighbourMax); + + dx11MotionBlurMaterial.SetFloat ("_SoftZDistance", Mathf.Max(0.00025f, softZDistance) ); + dx11MotionBlurMaterial.SetFloat ("_MaxRadiusOrKInPaper", _maxVelocity); + + // generate tile max and neighbour max + Graphics.Blit (velBuffer, tileMax, dx11MotionBlurMaterial, 0); + Graphics.Blit (tileMax, neighbourMax, dx11MotionBlurMaterial, 1); + + // final blur + Graphics.Blit (source, destination, dx11MotionBlurMaterial, 2); + } + else if (filterType == MotionBlurFilter.Reconstruction || fallbackFromDX11) { + // 'reconstructing' properly integrated color + motionBlurMaterial.SetFloat ("_SoftZDistance", Mathf.Max(0.00025f, softZDistance) ); + + // generate tile max and neighbour max + Graphics.Blit (velBuffer, tileMax, motionBlurMaterial, 2); + Graphics.Blit (tileMax, neighbourMax, motionBlurMaterial, 3); + + // final blur + Graphics.Blit (source, destination, motionBlurMaterial, 4); + } + else if (filterType == MotionBlurFilter.CameraMotion) { + // orange box style motion blur + Graphics.Blit (source, destination, motionBlurMaterial, 6); + } + else if (filterType == MotionBlurFilter.ReconstructionDisc) { + // dof style motion blur defocuing and ellipse around the princical blur direction + // 'reconstructing' properly integrated color + motionBlurMaterial.SetFloat ("_SoftZDistance", Mathf.Max(0.00025f, softZDistance) ); + + // generate tile max and neighbour max + Graphics.Blit (velBuffer, tileMax, motionBlurMaterial, 2); + Graphics.Blit (tileMax, neighbourMax, motionBlurMaterial, 3); + + Graphics.Blit (source, destination, motionBlurMaterial, 7); + } + else { + // simple & fast blur (low quality): just blurring along velocity + Graphics.Blit (source, destination, motionBlurMaterial, 5); + } + } + + // cleanup + RenderTexture.ReleaseTemporary (velBuffer); + RenderTexture.ReleaseTemporary (tileMax); + RenderTexture.ReleaseTemporary (neighbourMax); + } + + void Remember () { + prevViewProjMat = currentViewProjMat; + prevFrameForward = transform.forward; + prevFrameUp = transform.up; + prevFramePos = transform.position; + } + + Camera GetTmpCam () { + if (tmpCam == null) { + string name = "_" + _camera.name + "_MotionBlurTmpCam"; + GameObject go = GameObject.Find (name); + if (null == go) // couldn't find, recreate + tmpCam = new GameObject (name, typeof (Camera)); + else + tmpCam = go; + } + + tmpCam.hideFlags = HideFlags.DontSave; + tmpCam.transform.position = _camera.transform.position; + tmpCam.transform.rotation = _camera.transform.rotation; + tmpCam.transform.localScale = _camera.transform.localScale; + tmpCam.GetComponent().CopyFrom(_camera); + + tmpCam.GetComponent().enabled = false; + tmpCam.GetComponent().depthTextureMode = DepthTextureMode.None; + tmpCam.GetComponent().clearFlags = CameraClearFlags.Nothing; + + return tmpCam.GetComponent(); + } + + void StartFrame () { + // take only x% of positional changes into account (camera motion) + // TODO: possibly do the same for rotational part + prevFramePos = Vector3.Slerp(prevFramePos, transform.position, 0.75f); + } + + static int divRoundUp (int x, int d) + { + return (x + d - 1) / d; + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/CameraMotionBlur.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CameraMotionBlur.cs.meta new file mode 100644 index 00000000..ef182009 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CameraMotionBlur.cs.meta @@ -0,0 +1,14 @@ +fileFormatVersion: 2 +guid: 97e9b95cf609d96409b6c40519432957 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: 85a88efa8c871af4a9d17c64791b6f4f, type: 3} + - dx11MotionBlurShader: {fileID: 4800000, guid: f1b13d7a80660504a858ea24cfa418c6, + type: 3} + - replacementClear: {fileID: 4800000, guid: 7699c5fbfa27745a1abe111ab7bf9785, type: 3} + - noiseTexture: {fileID: 2800000, guid: 31f5a8611c4ed1245b18456206e798dc, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionCurves.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionCurves.cs new file mode 100644 index 00000000..0425da96 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionCurves.cs @@ -0,0 +1,181 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu ("Image Effects/Color Adjustments/Color Correction (Curves, Saturation)")] + public class ColorCorrectionCurves : PostEffectsBase + { + public enum ColorCorrectionMode + { + Simple = 0, + Advanced = 1 + } + + public AnimationCurve redChannel = new AnimationCurve(new Keyframe(0f,0f), new Keyframe(1f,1f)); + public AnimationCurve greenChannel = new AnimationCurve(new Keyframe(0f,0f), new Keyframe(1f,1f)); + public AnimationCurve blueChannel = new AnimationCurve(new Keyframe(0f,0f), new Keyframe(1f,1f)); + + public bool useDepthCorrection = false; + + public AnimationCurve zCurve = new AnimationCurve(new Keyframe(0f,0f), new Keyframe(1f,1f)); + public AnimationCurve depthRedChannel = new AnimationCurve(new Keyframe(0f,0f), new Keyframe(1f,1f)); + public AnimationCurve depthGreenChannel = new AnimationCurve(new Keyframe(0f,0f), new Keyframe(1f,1f)); + public AnimationCurve depthBlueChannel = new AnimationCurve(new Keyframe(0f,0f), new Keyframe(1f,1f)); + + private Material ccMaterial; + private Material ccDepthMaterial; + private Material selectiveCcMaterial; + + private Texture2D rgbChannelTex; + private Texture2D rgbDepthChannelTex; + private Texture2D zCurveTex; + + public float saturation = 1.0f; + + public bool selectiveCc = false; + + public Color selectiveFromColor = Color.white; + public Color selectiveToColor = Color.white; + + public ColorCorrectionMode mode; + + public bool updateTextures = true; + + public Shader colorCorrectionCurvesShader = null; + public Shader simpleColorCorrectionCurvesShader = null; + public Shader colorCorrectionSelectiveShader = null; + + private bool updateTexturesOnStartup = true; + + + new void Start () + { + base.Start (); + updateTexturesOnStartup = true; + } + + void Awake () { } + + + public override bool CheckResources () + { + CheckSupport (mode == ColorCorrectionMode.Advanced); + + ccMaterial = CheckShaderAndCreateMaterial (simpleColorCorrectionCurvesShader, ccMaterial); + ccDepthMaterial = CheckShaderAndCreateMaterial (colorCorrectionCurvesShader, ccDepthMaterial); + selectiveCcMaterial = CheckShaderAndCreateMaterial (colorCorrectionSelectiveShader, selectiveCcMaterial); + + if (!rgbChannelTex) + rgbChannelTex = new Texture2D (256, 4, TextureFormat.ARGB32, false, true); + if (!rgbDepthChannelTex) + rgbDepthChannelTex = new Texture2D (256, 4, TextureFormat.ARGB32, false, true); + if (!zCurveTex) + zCurveTex = new Texture2D (256, 1, TextureFormat.ARGB32, false, true); + + rgbChannelTex.hideFlags = HideFlags.DontSave; + rgbDepthChannelTex.hideFlags = HideFlags.DontSave; + zCurveTex.hideFlags = HideFlags.DontSave; + + rgbChannelTex.wrapMode = TextureWrapMode.Clamp; + rgbDepthChannelTex.wrapMode = TextureWrapMode.Clamp; + zCurveTex.wrapMode = TextureWrapMode.Clamp; + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + public void UpdateParameters () + { + CheckResources(); // textures might not be created if we're tweaking UI while disabled + + if (redChannel != null && greenChannel != null && blueChannel != null) + { + for (float i = 0.0f; i <= 1.0f; i += 1.0f / 255.0f) + { + float rCh = Mathf.Clamp (redChannel.Evaluate(i), 0.0f, 1.0f); + float gCh = Mathf.Clamp (greenChannel.Evaluate(i), 0.0f, 1.0f); + float bCh = Mathf.Clamp (blueChannel.Evaluate(i), 0.0f, 1.0f); + + rgbChannelTex.SetPixel ((int) Mathf.Floor(i*255.0f), 0, new Color(rCh,rCh,rCh) ); + rgbChannelTex.SetPixel ((int) Mathf.Floor(i*255.0f), 1, new Color(gCh,gCh,gCh) ); + rgbChannelTex.SetPixel ((int) Mathf.Floor(i*255.0f), 2, new Color(bCh,bCh,bCh) ); + + float zC = Mathf.Clamp (zCurve.Evaluate(i), 0.0f,1.0f); + + zCurveTex.SetPixel ((int) Mathf.Floor(i*255.0f), 0, new Color(zC,zC,zC) ); + + rCh = Mathf.Clamp (depthRedChannel.Evaluate(i), 0.0f,1.0f); + gCh = Mathf.Clamp (depthGreenChannel.Evaluate(i), 0.0f,1.0f); + bCh = Mathf.Clamp (depthBlueChannel.Evaluate(i), 0.0f,1.0f); + + rgbDepthChannelTex.SetPixel ((int) Mathf.Floor(i*255.0f), 0, new Color(rCh,rCh,rCh) ); + rgbDepthChannelTex.SetPixel ((int) Mathf.Floor(i*255.0f), 1, new Color(gCh,gCh,gCh) ); + rgbDepthChannelTex.SetPixel ((int) Mathf.Floor(i*255.0f), 2, new Color(bCh,bCh,bCh) ); + } + + rgbChannelTex.Apply (); + rgbDepthChannelTex.Apply (); + zCurveTex.Apply (); + } + } + + void UpdateTextures () + { + UpdateParameters (); + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources()==false) + { + Graphics.Blit (source, destination); + return; + } + + if (updateTexturesOnStartup) + { + UpdateParameters (); + updateTexturesOnStartup = false; + } + + if (useDepthCorrection) + GetComponent().depthTextureMode |= DepthTextureMode.Depth; + + RenderTexture renderTarget2Use = destination; + + if (selectiveCc) + { + renderTarget2Use = RenderTexture.GetTemporary (source.width, source.height); + } + + if (useDepthCorrection) + { + ccDepthMaterial.SetTexture ("_RgbTex", rgbChannelTex); + ccDepthMaterial.SetTexture ("_ZCurve", zCurveTex); + ccDepthMaterial.SetTexture ("_RgbDepthTex", rgbDepthChannelTex); + ccDepthMaterial.SetFloat ("_Saturation", saturation); + + Graphics.Blit (source, renderTarget2Use, ccDepthMaterial); + } + else + { + ccMaterial.SetTexture ("_RgbTex", rgbChannelTex); + ccMaterial.SetFloat ("_Saturation", saturation); + + Graphics.Blit (source, renderTarget2Use, ccMaterial); + } + + if (selectiveCc) + { + selectiveCcMaterial.SetColor ("selColor", selectiveFromColor); + selectiveCcMaterial.SetColor ("targetColor", selectiveToColor); + Graphics.Blit (renderTarget2Use, destination, selectiveCcMaterial); + + RenderTexture.ReleaseTemporary (renderTarget2Use); + } + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionCurves.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionCurves.cs.meta new file mode 100644 index 00000000..e60e1660 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionCurves.cs.meta @@ -0,0 +1,15 @@ +fileFormatVersion: 2 +guid: 1fd999d1b2cf94a45a5b0a47ce074bef +MonoImporter: + serializedVersion: 2 + defaultReferences: + - colorCorrectionCurvesShader: {fileID: 4800000, guid: 62bcade1028c24ca1a39760ed84b9487, + type: 3} + - simpleColorCorrectionCurvesShader: {fileID: 4800000, guid: 438ddd58d82c84d9eb1fdc56111702e1, + type: 3} + - colorCorrectionSelectiveShader: {fileID: 4800000, guid: e515e0f94cefc4c0db54b45cba621544, + type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionLookup.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionLookup.cs new file mode 100644 index 00000000..e85bb595 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionLookup.cs @@ -0,0 +1,130 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu ("Image Effects/Color Adjustments/Color Correction (3D Lookup Texture)")] + public class ColorCorrectionLookup : PostEffectsBase + { + public Shader shader; + private Material material; + + // serialize this instead of having another 2d texture ref'ed + public Texture3D converted3DLut = null; + public string basedOnTempTex = ""; + + + public override bool CheckResources () { + CheckSupport (false); + + material = CheckShaderAndCreateMaterial (shader, material); + + if (!isSupported || !SystemInfo.supports3DTextures) + ReportAutoDisable (); + return isSupported; + } + + void OnDisable () { + if (material) { + DestroyImmediate (material); + material = null; + } + } + + void OnDestroy () { + if (converted3DLut) + DestroyImmediate (converted3DLut); + converted3DLut = null; + } + + public void SetIdentityLut () { + int dim = 16; + var newC = new Color[dim*dim*dim]; + float oneOverDim = 1.0f / (1.0f * dim - 1.0f); + + for(int i = 0; i < dim; i++) { + for(int j = 0; j < dim; j++) { + for(int k = 0; k < dim; k++) { + newC[i + (j*dim) + (k*dim*dim)] = new Color((i*1.0f)*oneOverDim, (j*1.0f)*oneOverDim, (k*1.0f)*oneOverDim, 1.0f); + } + } + } + + if (converted3DLut) + DestroyImmediate (converted3DLut); + converted3DLut = new Texture3D (dim, dim, dim, TextureFormat.ARGB32, false); + converted3DLut.SetPixels (newC); + converted3DLut.Apply (); + basedOnTempTex = ""; + } + + public bool ValidDimensions ( Texture2D tex2d) { + if (!tex2d) return false; + int h = tex2d.height; + if (h != Mathf.FloorToInt(Mathf.Sqrt(tex2d.width))) { + return false; + } + return true; + } + + public void Convert ( Texture2D temp2DTex, string path) { + + // conversion fun: the given 2D texture needs to be of the format + // w * h, wheras h is the 'depth' (or 3d dimension 'dim') and w = dim * dim + + if (temp2DTex) { + int dim = temp2DTex.width * temp2DTex.height; + dim = temp2DTex.height; + + if (!ValidDimensions(temp2DTex)) { + Debug.LogWarning ("The given 2D texture " + temp2DTex.name + " cannot be used as a 3D LUT."); + basedOnTempTex = ""; + return; + } + + var c = temp2DTex.GetPixels(); + var newC = new Color[c.Length]; + + for(int i = 0; i < dim; i++) { + for(int j = 0; j < dim; j++) { + for(int k = 0; k < dim; k++) { + int j_ = dim-j-1; + newC[i + (j*dim) + (k*dim*dim)] = c[k*dim+i+j_*dim*dim]; + } + } + } + + if (converted3DLut) + DestroyImmediate (converted3DLut); + converted3DLut = new Texture3D (dim, dim, dim, TextureFormat.ARGB32, false); + converted3DLut.SetPixels (newC); + converted3DLut.Apply (); + basedOnTempTex = path; + } + else { + // error, something went terribly wrong + Debug.LogError ("Couldn't color correct with 3D LUT texture. Image Effect will be disabled."); + } + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (CheckResources () == false || !SystemInfo.supports3DTextures) { + Graphics.Blit (source, destination); + return; + } + + if (converted3DLut == null) { + SetIdentityLut (); + } + + int lutSize = converted3DLut.width; + converted3DLut.wrapMode = TextureWrapMode.Clamp; + material.SetFloat("_Scale", (lutSize - 1) / (1.0f*lutSize)); + material.SetFloat("_Offset", 1.0f / (2.0f * lutSize)); + material.SetTexture("_ClutTex", converted3DLut); + + Graphics.Blit (source, destination, material, QualitySettings.activeColorSpace == ColorSpace.Linear ? 1 : 0); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionLookup.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionLookup.cs.meta new file mode 100644 index 00000000..82f6837f --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionLookup.cs.meta @@ -0,0 +1,11 @@ +fileFormatVersion: 2 +guid: 8cde8c0fd649d9b46bb403ba5e157391 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: b61f0d8d8244b4b28aa66b0c8cb46a8d, type: 3} + - converted3DLut: {instanceID: 0} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionRamp.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionRamp.cs new file mode 100644 index 00000000..ae594f8b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionRamp.cs @@ -0,0 +1,17 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Color Adjustments/Color Correction (Ramp)")] + public class ColorCorrectionRamp : ImageEffectBase { + public Texture textureRamp; + + // Called by camera to apply image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) { + material.SetTexture ("_RampTex", textureRamp); + Graphics.Blit (source, destination, material); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionRamp.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionRamp.cs.meta new file mode 100644 index 00000000..009d8415 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ColorCorrectionRamp.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: ea59781cad112c75d0008dfa8d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: 67f8781cad112c75d0008dfa8d76c639, type: 3} + - textureRamp: {fileID: 2800000, guid: d440902fad11e807d00044888d76c639, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastEnhance.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastEnhance.cs new file mode 100644 index 00000000..0aebe314 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastEnhance.cs @@ -0,0 +1,77 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent(typeof(Camera))] + [AddComponentMenu("Image Effects/Color Adjustments/Contrast Enhance (Unsharp Mask)")] + class ContrastEnhance : PostEffectsBase + { + public float intensity = 0.5f; + public float threshold = 0.0f; + + private Material separableBlurMaterial; + private Material contrastCompositeMaterial; + + public float blurSpread = 1.0f; + + public Shader separableBlurShader = null; + public Shader contrastCompositeShader = null; + + + public override bool CheckResources () + { + CheckSupport (false); + + contrastCompositeMaterial = CheckShaderAndCreateMaterial (contrastCompositeShader, contrastCompositeMaterial); + separableBlurMaterial = CheckShaderAndCreateMaterial (separableBlurShader, separableBlurMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources()==false) + { + Graphics.Blit (source, destination); + return; + } + + int rtW = source.width; + int rtH = source.height; + + RenderTexture color2 = RenderTexture.GetTemporary (rtW/2, rtH/2, 0); + + // downsample + + Graphics.Blit (source, color2); + RenderTexture color4a = RenderTexture.GetTemporary (rtW/4, rtH/4, 0); + Graphics.Blit (color2, color4a); + RenderTexture.ReleaseTemporary (color2); + + // blur + + separableBlurMaterial.SetVector ("offsets", new Vector4 (0.0f, (blurSpread * 1.0f) / color4a.height, 0.0f, 0.0f)); + RenderTexture color4b = RenderTexture.GetTemporary (rtW/4, rtH/4, 0); + Graphics.Blit (color4a, color4b, separableBlurMaterial); + RenderTexture.ReleaseTemporary (color4a); + + separableBlurMaterial.SetVector ("offsets", new Vector4 ((blurSpread * 1.0f) / color4a.width, 0.0f, 0.0f, 0.0f)); + color4a = RenderTexture.GetTemporary (rtW/4, rtH/4, 0); + Graphics.Blit (color4b, color4a, separableBlurMaterial); + RenderTexture.ReleaseTemporary (color4b); + + // composite + + contrastCompositeMaterial.SetTexture ("_MainTexBlurred", color4a); + contrastCompositeMaterial.SetFloat ("intensity", intensity); + contrastCompositeMaterial.SetFloat ("threshhold", threshold); + Graphics.Blit (source, destination, contrastCompositeMaterial); + + RenderTexture.ReleaseTemporary (color4a); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastEnhance.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastEnhance.cs.meta new file mode 100644 index 00000000..c469a7cf --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastEnhance.cs.meta @@ -0,0 +1,13 @@ +fileFormatVersion: 2 +guid: 3309686a9fbbe6e42a182d5e0257704c +MonoImporter: + serializedVersion: 2 + defaultReferences: + - separableBlurShader: {fileID: 4800000, guid: e97c14fbb5ea04c3a902cc533d7fc5d1, + type: 3} + - contrastCompositeShader: {fileID: 4800000, guid: 273404942eede4ea1883ca1fb2942507, + type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastStretch.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastStretch.cs new file mode 100644 index 00000000..77cb0e56 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastStretch.cs @@ -0,0 +1,197 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Color Adjustments/Contrast Stretch")] + public class ContrastStretch : MonoBehaviour + { + /// Adaptation speed - percents per frame, if playing at 30FPS. + /// Default is 0.02 (2% each 1/30s). + public float adaptationSpeed = 0.02f; + + /// If our scene is really dark (or really bright), we might not want to + /// stretch its contrast to the full range. + /// limitMinimum=0, limitMaximum=1 is the same as not applying the effect at all. + /// limitMinimum=1, limitMaximum=0 is always stretching colors to full range. + + /// The limit on the minimum luminance (0...1) - we won't go above this. + public float limitMinimum = 0.2f; + + /// The limit on the maximum luminance (0...1) - we won't go below this. + public float limitMaximum = 0.6f; + + + // To maintain adaptation levels over time, we need two 1x1 render textures + // and ping-pong between them. + private RenderTexture[] adaptRenderTex = new RenderTexture[2]; + private int curAdaptIndex = 0; + + + // Computes scene luminance (grayscale) image + public Shader shaderLum; + private Material m_materialLum; + protected Material materialLum { + get { + if ( m_materialLum == null ) { + m_materialLum = new Material(shaderLum); + m_materialLum.hideFlags = HideFlags.HideAndDontSave; + } + return m_materialLum; + } + } + + // Reduces size of the image by 2x2, while computing maximum/minimum values. + // By repeatedly applying this shader, we reduce the initial luminance image + // to 1x1 image with minimum/maximum luminances found. + public Shader shaderReduce; + private Material m_materialReduce; + protected Material materialReduce { + get { + if ( m_materialReduce == null ) { + m_materialReduce = new Material(shaderReduce); + m_materialReduce.hideFlags = HideFlags.HideAndDontSave; + } + return m_materialReduce; + } + } + + // Adaptation shader - gradually "adapts" minimum/maximum luminances, + // based on currently adapted 1x1 image and the actual 1x1 image of the current scene. + public Shader shaderAdapt; + private Material m_materialAdapt; + protected Material materialAdapt { + get { + if ( m_materialAdapt == null ) { + m_materialAdapt = new Material(shaderAdapt); + m_materialAdapt.hideFlags = HideFlags.HideAndDontSave; + } + return m_materialAdapt; + } + } + + // Final pass - stretches the color values of the original scene, based on currently + // adpated minimum/maximum values. + public Shader shaderApply; + private Material m_materialApply; + protected Material materialApply { + get { + if ( m_materialApply == null ) { + m_materialApply = new Material(shaderApply); + m_materialApply.hideFlags = HideFlags.HideAndDontSave; + } + return m_materialApply; + } + } + + void Start() + { + // Disable if we don't support image effects + if (!SystemInfo.supportsImageEffects) { + enabled = false; + return; + } + + if (!shaderAdapt.isSupported || !shaderApply.isSupported || !shaderLum.isSupported || !shaderReduce.isSupported) { + enabled = false; + return; + } + } + + void OnEnable() + { + for( int i = 0; i < 2; ++i ) + { + if ( !adaptRenderTex[i] ) { + adaptRenderTex[i] = new RenderTexture(1, 1, 0); + adaptRenderTex[i].hideFlags = HideFlags.HideAndDontSave; + } + } + } + + void OnDisable() + { + for( int i = 0; i < 2; ++i ) + { + DestroyImmediate( adaptRenderTex[i] ); + adaptRenderTex[i] = null; + } + if ( m_materialLum ) + DestroyImmediate( m_materialLum ); + if ( m_materialReduce ) + DestroyImmediate( m_materialReduce ); + if ( m_materialAdapt ) + DestroyImmediate( m_materialAdapt ); + if ( m_materialApply ) + DestroyImmediate( m_materialApply ); + } + + + /// Apply the filter + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + // Blit to smaller RT and convert to luminance on the way + const int TEMP_RATIO = 1; // 4x4 smaller + RenderTexture rtTempSrc = RenderTexture.GetTemporary(source.width/TEMP_RATIO, source.height/TEMP_RATIO); + Graphics.Blit (source, rtTempSrc, materialLum); + + // Repeatedly reduce this image in size, computing min/max luminance values + // In the end we'll have 1x1 image with min/max luminances found. + const int FINAL_SIZE = 1; + //const int FINAL_SIZE = 1; + while( rtTempSrc.width > FINAL_SIZE || rtTempSrc.height > FINAL_SIZE ) + { + const int REDUCE_RATIO = 2; // our shader does 2x2 reduction + int destW = rtTempSrc.width / REDUCE_RATIO; + if ( destW < FINAL_SIZE ) destW = FINAL_SIZE; + int destH = rtTempSrc.height / REDUCE_RATIO; + if ( destH < FINAL_SIZE ) destH = FINAL_SIZE; + RenderTexture rtTempDst = RenderTexture.GetTemporary(destW,destH); + Graphics.Blit (rtTempSrc, rtTempDst, materialReduce); + + // Release old src temporary, and make new temporary the source + RenderTexture.ReleaseTemporary( rtTempSrc ); + rtTempSrc = rtTempDst; + } + + // Update viewer's adaptation level + CalculateAdaptation( rtTempSrc ); + + // Apply contrast strech to the original scene, using currently adapted parameters + materialApply.SetTexture("_AdaptTex", adaptRenderTex[curAdaptIndex] ); + Graphics.Blit (source, destination, materialApply); + + RenderTexture.ReleaseTemporary( rtTempSrc ); + } + + + /// Helper function to do gradual adaptation to min/max luminances + private void CalculateAdaptation( Texture curTexture ) + { + int prevAdaptIndex = curAdaptIndex; + curAdaptIndex = (curAdaptIndex+1) % 2; + + // Adaptation speed is expressed in percents/frame, based on 30FPS. + // Calculate the adaptation lerp, based on current FPS. + float adaptLerp = 1.0f - Mathf.Pow( 1.0f - adaptationSpeed, 30.0f * Time.deltaTime ); + const float kMinAdaptLerp = 0.01f; + adaptLerp = Mathf.Clamp( adaptLerp, kMinAdaptLerp, 1 ); + + materialAdapt.SetTexture("_CurTex", curTexture ); + materialAdapt.SetVector("_AdaptParams", new Vector4( + adaptLerp, + limitMinimum, + limitMaximum, + 0.0f + )); + // clear destination RT so its contents don't need to be restored + Graphics.SetRenderTarget(adaptRenderTex[curAdaptIndex]); + GL.Clear(false, true, Color.black); + Graphics.Blit ( + adaptRenderTex[prevAdaptIndex], + adaptRenderTex[curAdaptIndex], + materialAdapt); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastStretch.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastStretch.cs.meta new file mode 100644 index 00000000..a9285bb9 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ContrastStretch.cs.meta @@ -0,0 +1,12 @@ +fileFormatVersion: 2 +guid: ec92b071d2d424aecb3e46f28eb63174 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shaderLum: {fileID: 4800000, guid: befbb4b9c320b4b18a08ef7afb93b6c9, type: 3} + - shaderReduce: {fileID: 4800000, guid: 57b33a14b6d5347c5a85c36f6cb3b280, type: 3} + - shaderAdapt: {fileID: 4800000, guid: 257bc83cbeb544540bd0e558aa9b1383, type: 3} + - shaderApply: {fileID: 4800000, guid: f4901f25d4e1542589348bbb89563d8e, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/CreaseShading.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CreaseShading.cs new file mode 100644 index 00000000..e75b9dd9 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CreaseShading.cs @@ -0,0 +1,82 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Edge Detection/Crease Shading")] + class CreaseShading : PostEffectsBase + { + public float intensity = 0.5f; + public int softness = 1; + public float spread = 1.0f; + + public Shader blurShader = null; + private Material blurMaterial = null; + + public Shader depthFetchShader = null; + private Material depthFetchMaterial = null; + + public Shader creaseApplyShader = null; + private Material creaseApplyMaterial = null; + + + public override bool CheckResources () + { + CheckSupport (true); + + blurMaterial = CheckShaderAndCreateMaterial (blurShader, blurMaterial); + depthFetchMaterial = CheckShaderAndCreateMaterial (depthFetchShader, depthFetchMaterial); + creaseApplyMaterial = CheckShaderAndCreateMaterial (creaseApplyShader, creaseApplyMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources()==false) + { + Graphics.Blit (source, destination); + return; + } + + int rtW = source.width; + int rtH = source.height; + + float widthOverHeight = (1.0f * rtW) / (1.0f * rtH); + float oneOverBaseSize = 1.0f / 512.0f; + + RenderTexture hrTex = RenderTexture.GetTemporary (rtW, rtH, 0); + RenderTexture lrTex1 = RenderTexture.GetTemporary (rtW/2, rtH/2, 0); + + Graphics.Blit (source,hrTex, depthFetchMaterial); + Graphics.Blit (hrTex, lrTex1); + + for(int i = 0; i < softness; i++) + { + RenderTexture lrTex2 = RenderTexture.GetTemporary (rtW/2, rtH/2, 0); + blurMaterial.SetVector ("offsets", new Vector4 (0.0f, spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (lrTex1, lrTex2, blurMaterial); + RenderTexture.ReleaseTemporary (lrTex1); + lrTex1 = lrTex2; + + lrTex2 = RenderTexture.GetTemporary (rtW/2, rtH/2, 0); + blurMaterial.SetVector ("offsets", new Vector4 (spread * oneOverBaseSize / widthOverHeight, 0.0f, 0.0f, 0.0f)); + Graphics.Blit (lrTex1, lrTex2, blurMaterial); + RenderTexture.ReleaseTemporary (lrTex1); + lrTex1 = lrTex2; + } + + creaseApplyMaterial.SetTexture ("_HrDepthTex", hrTex); + creaseApplyMaterial.SetTexture ("_LrDepthTex", lrTex1); + creaseApplyMaterial.SetFloat ("intensity", intensity); + Graphics.Blit (source,destination, creaseApplyMaterial); + + RenderTexture.ReleaseTemporary (hrTex); + RenderTexture.ReleaseTemporary (lrTex1); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/CreaseShading.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CreaseShading.cs.meta new file mode 100644 index 00000000..c6ebebe0 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/CreaseShading.cs.meta @@ -0,0 +1,12 @@ +fileFormatVersion: 2 +guid: d64b4f3a592f28b44bf19223ac8b6cd2 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - blurShader: {fileID: 4800000, guid: e97c14fbb5ea04c3a902cc533d7fc5d1, type: 3} + - depthFetchShader: {fileID: 4800000, guid: 14768d3865b1342e3a861fbe19ba2db2, type: 3} + - creaseApplyShader: {fileID: 4800000, guid: b59984d82af624bd3b0c777f038276f2, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfField.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfField.cs new file mode 100644 index 00000000..02660236 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfField.cs @@ -0,0 +1,385 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Camera/Depth of Field (Lens Blur, Scatter, DX11)") ] + public class DepthOfField : PostEffectsBase { + + public bool visualizeFocus = false; + public float focalLength = 10.0f; + public float focalSize = 0.05f; + public float aperture = 11.5f; + public Transform focalTransform = null; + public float maxBlurSize = 2.0f; + public bool highResolution = false; + + public enum BlurType { + DiscBlur = 0, + DX11 = 1, + } + + public enum BlurSampleCount { + Low = 0, + Medium = 1, + High = 2, + } + + public BlurType blurType = BlurType.DiscBlur; + public BlurSampleCount blurSampleCount = BlurSampleCount.High; + + public bool nearBlur = false; + public float foregroundOverlap = 1.0f; + + public Shader dofHdrShader; + private Material dofHdrMaterial = null; + + public Shader dx11BokehShader; + private Material dx11bokehMaterial; + + public float dx11BokehThreshold = 0.5f; + public float dx11SpawnHeuristic = 0.0875f; + public Texture2D dx11BokehTexture = null; + public float dx11BokehScale = 1.2f; + public float dx11BokehIntensity = 2.5f; + + private float focalDistance01 = 10.0f; + private ComputeBuffer cbDrawArgs; + private ComputeBuffer cbPoints; + private float internalBlurWidth = 1.0f; + + + public override bool CheckResources () { + CheckSupport (true); // only requires depth, not HDR + + dofHdrMaterial = CheckShaderAndCreateMaterial (dofHdrShader, dofHdrMaterial); + if (supportDX11 && blurType == BlurType.DX11) { + dx11bokehMaterial = CheckShaderAndCreateMaterial(dx11BokehShader, dx11bokehMaterial); + CreateComputeResources (); + } + + if (!isSupported) + ReportAutoDisable (); + + return isSupported; + } + + void OnEnable () { + GetComponent().depthTextureMode |= DepthTextureMode.Depth; + } + + void OnDisable () { + ReleaseComputeResources (); + + if (dofHdrMaterial) DestroyImmediate(dofHdrMaterial); + dofHdrMaterial = null; + if (dx11bokehMaterial) DestroyImmediate(dx11bokehMaterial); + dx11bokehMaterial = null; + } + + void ReleaseComputeResources () { + if (cbDrawArgs != null) cbDrawArgs.Release(); + cbDrawArgs = null; + if (cbPoints != null) cbPoints.Release(); + cbPoints = null; + } + + void CreateComputeResources () { + if (cbDrawArgs == null) + { + cbDrawArgs = new ComputeBuffer (1, 16, ComputeBufferType.IndirectArguments); + var args= new int[4]; + args[0] = 0; args[1] = 1; args[2] = 0; args[3] = 0; + cbDrawArgs.SetData (args); + } + if (cbPoints == null) + { + cbPoints = new ComputeBuffer (90000, 12+16, ComputeBufferType.Append); + } + } + + float FocalDistance01 ( float worldDist) { + return GetComponent().WorldToViewportPoint((worldDist-GetComponent().nearClipPlane) * GetComponent().transform.forward + GetComponent().transform.position).z / (GetComponent().farClipPlane-GetComponent().nearClipPlane); + } + + private void WriteCoc ( RenderTexture fromTo, bool fgDilate) { + dofHdrMaterial.SetTexture("_FgOverlap", null); + + if (nearBlur && fgDilate) { + + int rtW = fromTo.width/2; + int rtH = fromTo.height/2; + + // capture fg coc + RenderTexture temp2 = RenderTexture.GetTemporary (rtW, rtH, 0, fromTo.format); + Graphics.Blit (fromTo, temp2, dofHdrMaterial, 4); + + // special blur + float fgAdjustment = internalBlurWidth * foregroundOverlap; + + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, fgAdjustment , 0.0f, fgAdjustment)); + RenderTexture temp1 = RenderTexture.GetTemporary (rtW, rtH, 0, fromTo.format); + Graphics.Blit (temp2, temp1, dofHdrMaterial, 2); + RenderTexture.ReleaseTemporary(temp2); + + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (fgAdjustment, 0.0f, 0.0f, fgAdjustment)); + temp2 = RenderTexture.GetTemporary (rtW, rtH, 0, fromTo.format); + Graphics.Blit (temp1, temp2, dofHdrMaterial, 2); + RenderTexture.ReleaseTemporary(temp1); + + // "merge up" with background COC + dofHdrMaterial.SetTexture("_FgOverlap", temp2); + fromTo.MarkRestoreExpected(); // only touching alpha channel, RT restore expected + Graphics.Blit (fromTo, fromTo, dofHdrMaterial, 13); + RenderTexture.ReleaseTemporary(temp2); + } + else { + // capture full coc in alpha channel (fromTo is not read, but bound to detect screen flip) + fromTo.MarkRestoreExpected(); // only touching alpha channel, RT restore expected + Graphics.Blit (fromTo, fromTo, dofHdrMaterial, 0); + } + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (!CheckResources ()) { + Graphics.Blit (source, destination); + return; + } + + // clamp & prepare values so they make sense + + if (aperture < 0.0f) aperture = 0.0f; + if (maxBlurSize < 0.1f) maxBlurSize = 0.1f; + focalSize = Mathf.Clamp(focalSize, 0.0f, 2.0f); + internalBlurWidth = Mathf.Max(maxBlurSize, 0.0f); + + // focal & coc calculations + + focalDistance01 = (focalTransform) ? (GetComponent().WorldToViewportPoint (focalTransform.position)).z / (GetComponent().farClipPlane) : FocalDistance01 (focalLength); + dofHdrMaterial.SetVector ("_CurveParams", new Vector4 (1.0f, focalSize, aperture/10.0f, focalDistance01)); + + // possible render texture helpers + + RenderTexture rtLow = null; + RenderTexture rtLow2 = null; + RenderTexture rtSuperLow1 = null; + RenderTexture rtSuperLow2 = null; + float fgBlurDist = internalBlurWidth * foregroundOverlap; + + if (visualizeFocus) + { + + // + // 2. + // visualize coc + // + // + + WriteCoc (source, true); + Graphics.Blit (source, destination, dofHdrMaterial, 16); + } + else if ((blurType == BlurType.DX11) && dx11bokehMaterial) + { + + // + // 1. + // optimized dx11 bokeh scatter + // + // + + + if (highResolution) { + + internalBlurWidth = internalBlurWidth < 0.1f ? 0.1f : internalBlurWidth; + fgBlurDist = internalBlurWidth * foregroundOverlap; + + rtLow = RenderTexture.GetTemporary (source.width, source.height, 0, source.format); + + var dest2= RenderTexture.GetTemporary (source.width, source.height, 0, source.format); + + // capture COC + WriteCoc (source, false); + + // blur a bit so we can do a frequency check + rtSuperLow1 = RenderTexture.GetTemporary(source.width>>1, source.height>>1, 0, source.format); + rtSuperLow2 = RenderTexture.GetTemporary(source.width>>1, source.height>>1, 0, source.format); + + Graphics.Blit(source, rtSuperLow1, dofHdrMaterial, 15); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, 1.5f , 0.0f, 1.5f)); + Graphics.Blit (rtSuperLow1, rtSuperLow2, dofHdrMaterial, 19); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (1.5f, 0.0f, 0.0f, 1.5f)); + Graphics.Blit (rtSuperLow2, rtSuperLow1, dofHdrMaterial, 19); + + // capture fg coc + if (nearBlur) + Graphics.Blit (source, rtSuperLow2, dofHdrMaterial, 4); + + dx11bokehMaterial.SetTexture ("_BlurredColor", rtSuperLow1); + dx11bokehMaterial.SetFloat ("_SpawnHeuristic", dx11SpawnHeuristic); + dx11bokehMaterial.SetVector ("_BokehParams", new Vector4(dx11BokehScale, dx11BokehIntensity, Mathf.Clamp(dx11BokehThreshold, 0.005f, 4.0f), internalBlurWidth)); + dx11bokehMaterial.SetTexture ("_FgCocMask", nearBlur ? rtSuperLow2 : null); + + // collect bokeh candidates and replace with a darker pixel + Graphics.SetRandomWriteTarget (1, cbPoints); + Graphics.Blit (source, rtLow, dx11bokehMaterial, 0); + Graphics.ClearRandomWriteTargets (); + + // fg coc blur happens here (after collect!) + if (nearBlur) { + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, fgBlurDist , 0.0f, fgBlurDist)); + Graphics.Blit (rtSuperLow2, rtSuperLow1, dofHdrMaterial, 2); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (fgBlurDist, 0.0f, 0.0f, fgBlurDist)); + Graphics.Blit (rtSuperLow1, rtSuperLow2, dofHdrMaterial, 2); + + // merge fg coc with bg coc + Graphics.Blit (rtSuperLow2, rtLow, dofHdrMaterial, 3); + } + + // NEW: LAY OUT ALPHA on destination target so we get nicer outlines for the high rez version + Graphics.Blit (rtLow, dest2, dofHdrMaterial, 20); + + // box blur (easier to merge with bokeh buffer) + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (internalBlurWidth, 0.0f , 0.0f, internalBlurWidth)); + Graphics.Blit (rtLow, source, dofHdrMaterial, 5); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, internalBlurWidth, 0.0f, internalBlurWidth)); + Graphics.Blit (source, dest2, dofHdrMaterial, 21); + + // apply bokeh candidates + Graphics.SetRenderTarget (dest2); + ComputeBuffer.CopyCount (cbPoints, cbDrawArgs, 0); + dx11bokehMaterial.SetBuffer ("pointBuffer", cbPoints); + dx11bokehMaterial.SetTexture ("_MainTex", dx11BokehTexture); + dx11bokehMaterial.SetVector ("_Screen", new Vector3(1.0f/(1.0f*source.width), 1.0f/(1.0f*source.height), internalBlurWidth)); + dx11bokehMaterial.SetPass (2); + + Graphics.DrawProceduralIndirect (MeshTopology.Points, cbDrawArgs, 0); + + Graphics.Blit (dest2, destination); // hackaround for DX11 high resolution flipfun (OPTIMIZEME) + + RenderTexture.ReleaseTemporary(dest2); + RenderTexture.ReleaseTemporary(rtSuperLow1); + RenderTexture.ReleaseTemporary(rtSuperLow2); + } + else { + rtLow = RenderTexture.GetTemporary (source.width>>1, source.height>>1, 0, source.format); + rtLow2 = RenderTexture.GetTemporary (source.width>>1, source.height>>1, 0, source.format); + + fgBlurDist = internalBlurWidth * foregroundOverlap; + + // capture COC & color in low resolution + WriteCoc (source, false); + source.filterMode = FilterMode.Bilinear; + Graphics.Blit (source, rtLow, dofHdrMaterial, 6); + + // blur a bit so we can do a frequency check + rtSuperLow1 = RenderTexture.GetTemporary(rtLow.width>>1, rtLow.height>>1, 0, rtLow.format); + rtSuperLow2 = RenderTexture.GetTemporary(rtLow.width>>1, rtLow.height>>1, 0, rtLow.format); + + Graphics.Blit(rtLow, rtSuperLow1, dofHdrMaterial, 15); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, 1.5f , 0.0f, 1.5f)); + Graphics.Blit (rtSuperLow1, rtSuperLow2, dofHdrMaterial, 19); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (1.5f, 0.0f, 0.0f, 1.5f)); + Graphics.Blit (rtSuperLow2, rtSuperLow1, dofHdrMaterial, 19); + + RenderTexture rtLow3 = null; + + if (nearBlur) { + // capture fg coc + rtLow3 = RenderTexture.GetTemporary (source.width>>1, source.height>>1, 0, source.format); + Graphics.Blit (source, rtLow3, dofHdrMaterial, 4); + } + + dx11bokehMaterial.SetTexture ("_BlurredColor", rtSuperLow1); + dx11bokehMaterial.SetFloat ("_SpawnHeuristic", dx11SpawnHeuristic); + dx11bokehMaterial.SetVector ("_BokehParams", new Vector4(dx11BokehScale, dx11BokehIntensity, Mathf.Clamp(dx11BokehThreshold, 0.005f, 4.0f), internalBlurWidth)); + dx11bokehMaterial.SetTexture ("_FgCocMask", rtLow3); + + // collect bokeh candidates and replace with a darker pixel + Graphics.SetRandomWriteTarget (1, cbPoints); + Graphics.Blit (rtLow, rtLow2, dx11bokehMaterial, 0); + Graphics.ClearRandomWriteTargets (); + + RenderTexture.ReleaseTemporary(rtSuperLow1); + RenderTexture.ReleaseTemporary(rtSuperLow2); + + // fg coc blur happens here (after collect!) + if (nearBlur) { + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, fgBlurDist , 0.0f, fgBlurDist)); + Graphics.Blit (rtLow3, rtLow, dofHdrMaterial, 2); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (fgBlurDist, 0.0f, 0.0f, fgBlurDist)); + Graphics.Blit (rtLow, rtLow3, dofHdrMaterial, 2); + + // merge fg coc with bg coc + Graphics.Blit (rtLow3, rtLow2, dofHdrMaterial, 3); + } + + // box blur (easier to merge with bokeh buffer) + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (internalBlurWidth, 0.0f , 0.0f, internalBlurWidth)); + Graphics.Blit (rtLow2, rtLow, dofHdrMaterial, 5); + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, internalBlurWidth, 0.0f, internalBlurWidth)); + Graphics.Blit (rtLow, rtLow2, dofHdrMaterial, 5); + + // apply bokeh candidates + Graphics.SetRenderTarget (rtLow2); + ComputeBuffer.CopyCount (cbPoints, cbDrawArgs, 0); + dx11bokehMaterial.SetBuffer ("pointBuffer", cbPoints); + dx11bokehMaterial.SetTexture ("_MainTex", dx11BokehTexture); + dx11bokehMaterial.SetVector ("_Screen", new Vector3(1.0f/(1.0f*rtLow2.width), 1.0f/(1.0f*rtLow2.height), internalBlurWidth)); + dx11bokehMaterial.SetPass (1); + Graphics.DrawProceduralIndirect (MeshTopology.Points, cbDrawArgs, 0); + + // upsample & combine + dofHdrMaterial.SetTexture ("_LowRez", rtLow2); + dofHdrMaterial.SetTexture ("_FgOverlap", rtLow3); + dofHdrMaterial.SetVector ("_Offsets", ((1.0f*source.width)/(1.0f*rtLow2.width)) * internalBlurWidth * Vector4.one); + Graphics.Blit (source, destination, dofHdrMaterial, 9); + + if (rtLow3) RenderTexture.ReleaseTemporary(rtLow3); + } + } + else + { + + // + // 2. + // poisson disc style blur in low resolution + // + // + + source.filterMode = FilterMode.Bilinear; + + if (highResolution) internalBlurWidth *= 2.0f; + + WriteCoc (source, true); + + rtLow = RenderTexture.GetTemporary (source.width >> 1, source.height >> 1, 0, source.format); + rtLow2 = RenderTexture.GetTemporary (source.width >> 1, source.height >> 1, 0, source.format); + + int blurPass = (blurSampleCount == BlurSampleCount.High || blurSampleCount == BlurSampleCount.Medium) ? 17 : 11; + + if (highResolution) { + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, internalBlurWidth, 0.025f, internalBlurWidth)); + Graphics.Blit (source, destination, dofHdrMaterial, blurPass); + } + else { + dofHdrMaterial.SetVector ("_Offsets", new Vector4 (0.0f, internalBlurWidth, 0.1f, internalBlurWidth)); + + // blur + Graphics.Blit (source, rtLow, dofHdrMaterial, 6); + Graphics.Blit (rtLow, rtLow2, dofHdrMaterial, blurPass); + + // cheaper blur in high resolution, upsample and combine + dofHdrMaterial.SetTexture("_LowRez", rtLow2); + dofHdrMaterial.SetTexture("_FgOverlap", null); + dofHdrMaterial.SetVector ("_Offsets", Vector4.one * ((1.0f*source.width)/(1.0f*rtLow2.width)) * internalBlurWidth); + Graphics.Blit (source, destination, dofHdrMaterial, blurSampleCount == BlurSampleCount.High ? 18 : 12); + } + } + + if (rtLow) RenderTexture.ReleaseTemporary(rtLow); + if (rtLow2) RenderTexture.ReleaseTemporary(rtLow2); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfField.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfField.cs.meta new file mode 100644 index 00000000..82a4f57d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfField.cs.meta @@ -0,0 +1,13 @@ +fileFormatVersion: 2 +guid: bd70d448b18cfbc46af26466f752332c +MonoImporter: + serializedVersion: 2 + defaultReferences: + - focalTransform: {instanceID: 0} + - dofHdrShader: {fileID: 4800000, guid: acd613035ff3e455e8abf23fdc8c8c24, type: 3} + - dx11BokehShader: {fileID: 4800000, guid: d8e82664aa8686642a424c88ab10164a, type: 3} + - dx11BokehTexture: {fileID: 2800000, guid: a4cdca73d61814d33ac1587f6c163bca, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfFieldDeprecated.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfFieldDeprecated.cs new file mode 100644 index 00000000..c0953df6 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfFieldDeprecated.cs @@ -0,0 +1,427 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Camera/Depth of Field (deprecated)") ] + public class DepthOfFieldDeprecated : PostEffectsBase + { + public enum Dof34QualitySetting + { + OnlyBackground = 1, + BackgroundAndForeground = 2, + } + + public enum DofResolution + { + High = 2, + Medium = 3, + Low = 4, + } + + public enum DofBlurriness + { + Low = 1, + High = 2, + VeryHigh = 4, + } + + public enum BokehDestination + { + Background = 0x1, + Foreground = 0x2, + BackgroundAndForeground = 0x3, + } + + static private int SMOOTH_DOWNSAMPLE_PASS = 6; + static private float BOKEH_EXTRA_BLUR = 2.0f; + + public Dof34QualitySetting quality = Dof34QualitySetting.OnlyBackground; + public DofResolution resolution = DofResolution.Low; + public bool simpleTweakMode = true; + + public float focalPoint = 1.0f; + public float smoothness = 0.5f; + + public float focalZDistance = 0.0f; + public float focalZStartCurve = 1.0f; + public float focalZEndCurve = 1.0f; + + private float focalStartCurve = 2.0f; + private float focalEndCurve = 2.0f; + private float focalDistance01 = 0.1f; + + public Transform objectFocus = null; + public float focalSize = 0.0f; + + public DofBlurriness bluriness = DofBlurriness.High; + public float maxBlurSpread = 1.75f; + + public float foregroundBlurExtrude = 1.15f; + + public Shader dofBlurShader; + private Material dofBlurMaterial = null; + + public Shader dofShader; + private Material dofMaterial = null; + + public bool visualize = false; + public BokehDestination bokehDestination = BokehDestination.Background; + + private float widthOverHeight = 1.25f; + private float oneOverBaseSize = 1.0f / 512.0f; + + public bool bokeh = false; + public bool bokehSupport = true; + public Shader bokehShader; + public Texture2D bokehTexture; + public float bokehScale = 2.4f; + public float bokehIntensity = 0.15f; + public float bokehThresholdContrast = 0.1f; + public float bokehThresholdLuminance = 0.55f; + public int bokehDownsample = 1; + private Material bokehMaterial; + + private Camera _camera; + + void CreateMaterials () { + dofBlurMaterial = CheckShaderAndCreateMaterial (dofBlurShader, dofBlurMaterial); + dofMaterial = CheckShaderAndCreateMaterial (dofShader,dofMaterial); + bokehSupport = bokehShader.isSupported; + + if (bokeh && bokehSupport && bokehShader) + bokehMaterial = CheckShaderAndCreateMaterial (bokehShader, bokehMaterial); + } + + + public override bool CheckResources () { + CheckSupport (true); + + dofBlurMaterial = CheckShaderAndCreateMaterial (dofBlurShader, dofBlurMaterial); + dofMaterial = CheckShaderAndCreateMaterial (dofShader,dofMaterial); + bokehSupport = bokehShader.isSupported; + + if (bokeh && bokehSupport && bokehShader) + bokehMaterial = CheckShaderAndCreateMaterial (bokehShader, bokehMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnDisable () { + Quads.Cleanup (); + } + + void OnEnable () { + _camera = GetComponent(); + _camera.depthTextureMode |= DepthTextureMode.Depth; + } + + float FocalDistance01 ( float worldDist) { + return _camera.WorldToViewportPoint((worldDist-_camera.nearClipPlane) * _camera.transform.forward + _camera.transform.position).z / (_camera.farClipPlane-_camera.nearClipPlane); + } + + int GetDividerBasedOnQuality () { + int divider = 1; + if (resolution == DofResolution.Medium) + divider = 2; + else if (resolution == DofResolution.Low) + divider = 2; + return divider; + } + + int GetLowResolutionDividerBasedOnQuality ( int baseDivider) { + int lowTexDivider = baseDivider; + if (resolution == DofResolution.High) + lowTexDivider *= 2; + if (resolution == DofResolution.Low) + lowTexDivider *= 2; + return lowTexDivider; + } + + private RenderTexture foregroundTexture = null; + private RenderTexture mediumRezWorkTexture = null; + private RenderTexture finalDefocus = null; + private RenderTexture lowRezWorkTexture = null; + private RenderTexture bokehSource = null; + private RenderTexture bokehSource2 = null; + + void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (CheckResources()==false) { + Graphics.Blit (source, destination); + return; + } + + if (smoothness < 0.1f) + smoothness = 0.1f; + + // update needed focal & rt size parameter + + bokeh = bokeh && bokehSupport; + float bokehBlurAmplifier = bokeh ? BOKEH_EXTRA_BLUR : 1.0f; + + bool blurForeground = quality > Dof34QualitySetting.OnlyBackground; + float focal01Size = focalSize / (_camera.farClipPlane - _camera.nearClipPlane);; + + if (simpleTweakMode) { + focalDistance01 = objectFocus ? (_camera.WorldToViewportPoint (objectFocus.position)).z / (_camera.farClipPlane) : FocalDistance01 (focalPoint); + focalStartCurve = focalDistance01 * smoothness; + focalEndCurve = focalStartCurve; + blurForeground = blurForeground && (focalPoint > (_camera.nearClipPlane + Mathf.Epsilon)); + } + else { + if (objectFocus) { + var vpPoint= _camera.WorldToViewportPoint (objectFocus.position); + vpPoint.z = (vpPoint.z) / (_camera.farClipPlane); + focalDistance01 = vpPoint.z; + } + else + focalDistance01 = FocalDistance01 (focalZDistance); + + focalStartCurve = focalZStartCurve; + focalEndCurve = focalZEndCurve; + blurForeground = blurForeground && (focalPoint > (_camera.nearClipPlane + Mathf.Epsilon)); + } + + widthOverHeight = (1.0f * source.width) / (1.0f * source.height); + oneOverBaseSize = 1.0f / 512.0f; + + dofMaterial.SetFloat ("_ForegroundBlurExtrude", foregroundBlurExtrude); + dofMaterial.SetVector ("_CurveParams", new Vector4 (simpleTweakMode ? 1.0f / focalStartCurve : focalStartCurve, simpleTweakMode ? 1.0f / focalEndCurve : focalEndCurve, focal01Size * 0.5f, focalDistance01)); + dofMaterial.SetVector ("_InvRenderTargetSize", new Vector4 (1.0f / (1.0f * source.width), 1.0f / (1.0f * source.height),0.0f,0.0f)); + + int divider = GetDividerBasedOnQuality (); + int lowTexDivider = GetLowResolutionDividerBasedOnQuality (divider); + + AllocateTextures (blurForeground, source, divider, lowTexDivider); + + // WRITE COC to alpha channel + // source is only being bound to detect y texcoord flip + Graphics.Blit (source, source, dofMaterial, 3); + + // better DOWNSAMPLE (could actually be weighted for higher quality) + Downsample (source, mediumRezWorkTexture); + + // BLUR A LITTLE first, which has two purposes + // 1.) reduce jitter, noise, aliasing + // 2.) produce the little-blur buffer used in composition later + Blur (mediumRezWorkTexture, mediumRezWorkTexture, DofBlurriness.Low, 4, maxBlurSpread); + + if ((bokeh) && ((BokehDestination.Foreground & bokehDestination) != 0)) + { + dofMaterial.SetVector ("_Threshhold", new Vector4(bokehThresholdContrast, bokehThresholdLuminance, 0.95f, 0.0f)); + + // add and mark the parts that should end up as bokeh shapes + Graphics.Blit (mediumRezWorkTexture, bokehSource2, dofMaterial, 11); + + // remove those parts (maybe even a little tittle bittle more) from the regurlarly blurred buffer + //Graphics.Blit (mediumRezWorkTexture, lowRezWorkTexture, dofMaterial, 10); + Graphics.Blit (mediumRezWorkTexture, lowRezWorkTexture);//, dofMaterial, 10); + + // maybe you want to reblur the small blur ... but not really needed. + //Blur (mediumRezWorkTexture, mediumRezWorkTexture, DofBlurriness.Low, 4, maxBlurSpread); + + // bigger BLUR + Blur (lowRezWorkTexture, lowRezWorkTexture, bluriness, 0, maxBlurSpread * bokehBlurAmplifier); + } + else { + // bigger BLUR + Downsample (mediumRezWorkTexture, lowRezWorkTexture); + Blur (lowRezWorkTexture, lowRezWorkTexture, bluriness, 0, maxBlurSpread); + } + + dofBlurMaterial.SetTexture ("_TapLow", lowRezWorkTexture); + dofBlurMaterial.SetTexture ("_TapMedium", mediumRezWorkTexture); + Graphics.Blit (null, finalDefocus, dofBlurMaterial, 3); + + // we are only adding bokeh now if the background is the only part we have to deal with + if ((bokeh) && ((BokehDestination.Foreground & bokehDestination) != 0)) + AddBokeh (bokehSource2, bokehSource, finalDefocus); + + dofMaterial.SetTexture ("_TapLowBackground", finalDefocus); + dofMaterial.SetTexture ("_TapMedium", mediumRezWorkTexture); // needed for debugging/visualization + + // FINAL DEFOCUS (background) + Graphics.Blit (source, blurForeground ? foregroundTexture : destination, dofMaterial, visualize ? 2 : 0); + + // FINAL DEFOCUS (foreground) + if (blurForeground) { + // WRITE COC to alpha channel + Graphics.Blit (foregroundTexture, source, dofMaterial, 5); + + // DOWNSAMPLE (unweighted) + Downsample (source, mediumRezWorkTexture); + + // BLUR A LITTLE first, which has two purposes + // 1.) reduce jitter, noise, aliasing + // 2.) produce the little-blur buffer used in composition later + BlurFg (mediumRezWorkTexture, mediumRezWorkTexture, DofBlurriness.Low, 2, maxBlurSpread); + + if ((bokeh) && ((BokehDestination.Foreground & bokehDestination) != 0)) + { + dofMaterial.SetVector ("_Threshhold", new Vector4(bokehThresholdContrast * 0.5f, bokehThresholdLuminance, 0.0f, 0.0f)); + + // add and mark the parts that should end up as bokeh shapes + Graphics.Blit (mediumRezWorkTexture, bokehSource2, dofMaterial, 11); + + // remove the parts (maybe even a little tittle bittle more) that will end up in bokeh space + //Graphics.Blit (mediumRezWorkTexture, lowRezWorkTexture, dofMaterial, 10); + Graphics.Blit (mediumRezWorkTexture, lowRezWorkTexture);//, dofMaterial, 10); + + // big BLUR + BlurFg (lowRezWorkTexture, lowRezWorkTexture, bluriness, 1, maxBlurSpread * bokehBlurAmplifier); + } + else { + // big BLUR + BlurFg (mediumRezWorkTexture, lowRezWorkTexture, bluriness, 1, maxBlurSpread); + } + + // simple upsample once + Graphics.Blit (lowRezWorkTexture, finalDefocus); + + dofMaterial.SetTexture ("_TapLowForeground", finalDefocus); + Graphics.Blit (source, destination, dofMaterial, visualize ? 1 : 4); + + if ((bokeh) && ((BokehDestination.Foreground & bokehDestination) != 0)) + AddBokeh (bokehSource2, bokehSource, destination); + } + + ReleaseTextures (); + } + + void Blur ( RenderTexture from, RenderTexture to, DofBlurriness iterations, int blurPass, float spread) { + RenderTexture tmp = RenderTexture.GetTemporary (to.width, to.height); + if ((int)iterations > 1) { + BlurHex (from, to, blurPass, spread, tmp); + if ((int)iterations > 2) { + dofBlurMaterial.SetVector ("offsets", new Vector4 (0.0f, spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (to, tmp, dofBlurMaterial, blurPass); + dofBlurMaterial.SetVector ("offsets", new Vector4 (spread / widthOverHeight * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit (tmp, to, dofBlurMaterial, blurPass); + } + } + else { + dofBlurMaterial.SetVector ("offsets", new Vector4 (0.0f, spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (from, tmp, dofBlurMaterial, blurPass); + dofBlurMaterial.SetVector ("offsets", new Vector4 (spread / widthOverHeight * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit (tmp, to, dofBlurMaterial, blurPass); + } + RenderTexture.ReleaseTemporary (tmp); + } + + void BlurFg ( RenderTexture from, RenderTexture to, DofBlurriness iterations, int blurPass, float spread) { + // we want a nice, big coc, hence we need to tap once from this (higher resolution) texture + dofBlurMaterial.SetTexture ("_TapHigh", from); + + RenderTexture tmp = RenderTexture.GetTemporary (to.width, to.height); + if ((int)iterations > 1) { + BlurHex (from, to, blurPass, spread, tmp); + if ((int)iterations > 2) { + dofBlurMaterial.SetVector ("offsets", new Vector4 (0.0f, spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (to, tmp, dofBlurMaterial, blurPass); + dofBlurMaterial.SetVector ("offsets", new Vector4 (spread / widthOverHeight * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit (tmp, to, dofBlurMaterial, blurPass); + } + } + else { + dofBlurMaterial.SetVector ("offsets", new Vector4 (0.0f, spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (from, tmp, dofBlurMaterial, blurPass); + dofBlurMaterial.SetVector ("offsets", new Vector4 (spread / widthOverHeight * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit (tmp, to, dofBlurMaterial, blurPass); + } + RenderTexture.ReleaseTemporary (tmp); + } + + void BlurHex ( RenderTexture from, RenderTexture to, int blurPass, float spread, RenderTexture tmp) { + dofBlurMaterial.SetVector ("offsets", new Vector4 (0.0f, spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (from, tmp, dofBlurMaterial, blurPass); + dofBlurMaterial.SetVector ("offsets", new Vector4 (spread / widthOverHeight * oneOverBaseSize, 0.0f, 0.0f, 0.0f)); + Graphics.Blit (tmp, to, dofBlurMaterial, blurPass); + dofBlurMaterial.SetVector ("offsets", new Vector4 (spread / widthOverHeight * oneOverBaseSize, spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (to, tmp, dofBlurMaterial, blurPass); + dofBlurMaterial.SetVector ("offsets", new Vector4 (spread / widthOverHeight * oneOverBaseSize, -spread * oneOverBaseSize, 0.0f, 0.0f)); + Graphics.Blit (tmp, to, dofBlurMaterial, blurPass); + } + + void Downsample ( RenderTexture from, RenderTexture to) { + dofMaterial.SetVector ("_InvRenderTargetSize", new Vector4 (1.0f / (1.0f * to.width), 1.0f / (1.0f * to.height), 0.0f, 0.0f)); + Graphics.Blit (from, to, dofMaterial, SMOOTH_DOWNSAMPLE_PASS); + } + + void AddBokeh ( RenderTexture bokehInfo, RenderTexture tempTex, RenderTexture finalTarget) { + if (bokehMaterial) { + var meshes = Quads.GetMeshes (tempTex.width, tempTex.height); // quads: exchanging more triangles with less overdraw + + RenderTexture.active = tempTex; + GL.Clear (false, true, new Color (0.0f, 0.0f, 0.0f, 0.0f)); + + GL.PushMatrix (); + GL.LoadIdentity (); + + // point filter mode is important, otherwise we get bokeh shape & size artefacts + bokehInfo.filterMode = FilterMode.Point; + + float arW = (bokehInfo.width * 1.0f) / (bokehInfo.height * 1.0f); + float sc = 2.0f / (1.0f * bokehInfo.width); + sc += bokehScale * maxBlurSpread * BOKEH_EXTRA_BLUR * oneOverBaseSize; + + bokehMaterial.SetTexture ("_Source", bokehInfo); + bokehMaterial.SetTexture ("_MainTex", bokehTexture); + bokehMaterial.SetVector ("_ArScale",new Vector4 (sc, sc * arW, 0.5f, 0.5f * arW)); + bokehMaterial.SetFloat ("_Intensity", bokehIntensity); + bokehMaterial.SetPass (0); + + foreach(Mesh m in meshes) + if (m) Graphics.DrawMeshNow (m, Matrix4x4.identity); + + GL.PopMatrix (); + + Graphics.Blit (tempTex, finalTarget, dofMaterial, 8); + + // important to set back as we sample from this later on + bokehInfo.filterMode = FilterMode.Bilinear; + } + } + + + void ReleaseTextures () { + if (foregroundTexture) RenderTexture.ReleaseTemporary (foregroundTexture); + if (finalDefocus) RenderTexture.ReleaseTemporary (finalDefocus); + if (mediumRezWorkTexture) RenderTexture.ReleaseTemporary (mediumRezWorkTexture); + if (lowRezWorkTexture) RenderTexture.ReleaseTemporary (lowRezWorkTexture); + if (bokehSource) RenderTexture.ReleaseTemporary (bokehSource); + if (bokehSource2) RenderTexture.ReleaseTemporary (bokehSource2); + } + + void AllocateTextures ( bool blurForeground, RenderTexture source, int divider, int lowTexDivider) { + foregroundTexture = null; + if (blurForeground) + foregroundTexture = RenderTexture.GetTemporary (source.width, source.height, 0); + mediumRezWorkTexture = RenderTexture.GetTemporary (source.width / divider, source.height / divider, 0); + finalDefocus = RenderTexture.GetTemporary (source.width / divider, source.height / divider, 0); + lowRezWorkTexture = RenderTexture.GetTemporary (source.width / lowTexDivider, source.height / lowTexDivider, 0); + bokehSource = null; + bokehSource2 = null; + if (bokeh) { + bokehSource = RenderTexture.GetTemporary (source.width / (lowTexDivider * bokehDownsample), source.height / (lowTexDivider * bokehDownsample), 0, RenderTextureFormat.ARGBHalf); + bokehSource2 = RenderTexture.GetTemporary (source.width / (lowTexDivider * bokehDownsample), source.height / (lowTexDivider * bokehDownsample), 0, RenderTextureFormat.ARGBHalf); + bokehSource.filterMode = FilterMode.Bilinear; + bokehSource2.filterMode = FilterMode.Bilinear; + RenderTexture.active = bokehSource2; + GL.Clear (false, true, new Color(0.0f, 0.0f, 0.0f, 0.0f)); + } + + // to make sure: always use bilinear filter setting + + source.filterMode = FilterMode.Bilinear; + finalDefocus.filterMode = FilterMode.Bilinear; + mediumRezWorkTexture.filterMode = FilterMode.Bilinear; + lowRezWorkTexture.filterMode = FilterMode.Bilinear; + if (foregroundTexture) + foregroundTexture.filterMode = FilterMode.Bilinear; + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfFieldDeprecated.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfFieldDeprecated.cs.meta new file mode 100644 index 00000000..b252a6ce --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/DepthOfFieldDeprecated.cs.meta @@ -0,0 +1,14 @@ +fileFormatVersion: 2 +guid: 83d8db0ec466c14429f58c68c16398a1 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - objectFocus: {instanceID: 0} + - dofBlurShader: {fileID: 4800000, guid: bb4af680337344a4abad65a4e8873c50, type: 3} + - dofShader: {fileID: 4800000, guid: 987fb0677d01f43ce8a9dbf12271e668, type: 3} + - bokehShader: {fileID: 4800000, guid: 57cdacf9b217546aaa18edf39a6151c0, type: 3} + - bokehTexture: {fileID: 2800000, guid: fc00ec05a89da4ff695a4273715cd5ce, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/EdgeDetection.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/EdgeDetection.cs new file mode 100644 index 00000000..9f95aa0f --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/EdgeDetection.cs @@ -0,0 +1,89 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof (Camera))] + [AddComponentMenu ("Image Effects/Edge Detection/Edge Detection")] + public class EdgeDetection : PostEffectsBase + { + public enum EdgeDetectMode + { + TriangleDepthNormals = 0, + RobertsCrossDepthNormals = 1, + SobelDepth = 2, + SobelDepthThin = 3, + TriangleLuminance = 4, + } + + + public EdgeDetectMode mode = EdgeDetectMode.SobelDepthThin; + public float sensitivityDepth = 1.0f; + public float sensitivityNormals = 1.0f; + public float lumThreshold = 0.2f; + public float edgeExp = 1.0f; + public float sampleDist = 1.0f; + public float edgesOnly = 0.0f; + public Color edgesOnlyBgColor = Color.white; + + public Shader edgeDetectShader; + private Material edgeDetectMaterial = null; + private EdgeDetectMode oldMode = EdgeDetectMode.SobelDepthThin; + + + public override bool CheckResources () + { + CheckSupport (true); + + edgeDetectMaterial = CheckShaderAndCreateMaterial (edgeDetectShader,edgeDetectMaterial); + if (mode != oldMode) + SetCameraFlag (); + + oldMode = mode; + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + + new void Start () + { + oldMode = mode; + } + + void SetCameraFlag () + { + if (mode == EdgeDetectMode.SobelDepth || mode == EdgeDetectMode.SobelDepthThin) + GetComponent().depthTextureMode |= DepthTextureMode.Depth; + else if (mode == EdgeDetectMode.TriangleDepthNormals || mode == EdgeDetectMode.RobertsCrossDepthNormals) + GetComponent().depthTextureMode |= DepthTextureMode.DepthNormals; + } + + void OnEnable () + { + SetCameraFlag(); + } + + [ImageEffectOpaque] + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources () == false) + { + Graphics.Blit (source, destination); + return; + } + + Vector2 sensitivity = new Vector2 (sensitivityDepth, sensitivityNormals); + edgeDetectMaterial.SetVector ("_Sensitivity", new Vector4 (sensitivity.x, sensitivity.y, 1.0f, sensitivity.y)); + edgeDetectMaterial.SetFloat ("_BgFade", edgesOnly); + edgeDetectMaterial.SetFloat ("_SampleDistance", sampleDist); + edgeDetectMaterial.SetVector ("_BgColor", edgesOnlyBgColor); + edgeDetectMaterial.SetFloat ("_Exponent", edgeExp); + edgeDetectMaterial.SetFloat ("_Threshold", lumThreshold); + + Graphics.Blit (source, destination, edgeDetectMaterial, (int) mode); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/EdgeDetection.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/EdgeDetection.cs.meta new file mode 100644 index 00000000..22ad6e8d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/EdgeDetection.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: 730475ee64f9a894bbac0d9e6f22e813 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - edgeDetectShader: {fileID: 4800000, guid: 0d1644bdf064147baa97f235fc5b4903, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Fisheye.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Fisheye.cs new file mode 100644 index 00000000..0a95a206 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Fisheye.cs @@ -0,0 +1,44 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Displacement/Fisheye")] + class Fisheye : PostEffectsBase + { + public float strengthX = 0.05f; + public float strengthY = 0.05f; + + public Shader fishEyeShader = null; + private Material fisheyeMaterial = null; + + + public override bool CheckResources () + { + CheckSupport (false); + fisheyeMaterial = CheckShaderAndCreateMaterial(fishEyeShader,fisheyeMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources()==false) + { + Graphics.Blit (source, destination); + return; + } + + float oneOverBaseSize = 80.0f / 512.0f; // to keep values more like in the old version of fisheye + + float ar = (source.width * 1.0f) / (source.height * 1.0f); + + fisheyeMaterial.SetVector ("intensity", new Vector4 (strengthX * ar * oneOverBaseSize, strengthY * oneOverBaseSize, strengthX * ar * oneOverBaseSize, strengthY * oneOverBaseSize)); + Graphics.Blit (source, destination, fisheyeMaterial); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Fisheye.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Fisheye.cs.meta new file mode 100644 index 00000000..deb7976c --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Fisheye.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: 4739c22ef73ad62488fe344c8fe9addd +MonoImporter: + serializedVersion: 2 + defaultReferences: + - fishEyeShader: {fileID: 4800000, guid: 874ceab4425f64bccb1d14032f4452b1, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/GlobalFog.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/GlobalFog.cs new file mode 100644 index 00000000..969b5c82 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/GlobalFog.cs @@ -0,0 +1,147 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Rendering/Global Fog")] + class GlobalFog : PostEffectsBase + { + [Tooltip("Apply distance-based fog?")] + public bool distanceFog = true; + [Tooltip("Distance fog is based on radial distance from camera when checked")] + public bool useRadialDistance = false; + [Tooltip("Apply height-based fog?")] + public bool heightFog = true; + [Tooltip("Fog top Y coordinate")] + public float height = 1.0f; + [Range(0.001f,10.0f)] + public float heightDensity = 2.0f; + [Tooltip("Push fog away from the camera by this amount")] + public float startDistance = 0.0f; + + public Shader fogShader = null; + private Material fogMaterial = null; + + + public override bool CheckResources () + { + CheckSupport (true); + + fogMaterial = CheckShaderAndCreateMaterial (fogShader, fogMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + [ImageEffectOpaque] + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources()==false || (!distanceFog && !heightFog)) + { + Graphics.Blit (source, destination); + return; + } + + Camera cam = GetComponent(); + Transform camtr = cam.transform; + float camNear = cam.nearClipPlane; + float camFar = cam.farClipPlane; + float camFov = cam.fieldOfView; + float camAspect = cam.aspect; + + Matrix4x4 frustumCorners = Matrix4x4.identity; + + float fovWHalf = camFov * 0.5f; + + Vector3 toRight = camtr.right * camNear * Mathf.Tan (fovWHalf * Mathf.Deg2Rad) * camAspect; + Vector3 toTop = camtr.up * camNear * Mathf.Tan (fovWHalf * Mathf.Deg2Rad); + + Vector3 topLeft = (camtr.forward * camNear - toRight + toTop); + float camScale = topLeft.magnitude * camFar/camNear; + + topLeft.Normalize(); + topLeft *= camScale; + + Vector3 topRight = (camtr.forward * camNear + toRight + toTop); + topRight.Normalize(); + topRight *= camScale; + + Vector3 bottomRight = (camtr.forward * camNear + toRight - toTop); + bottomRight.Normalize(); + bottomRight *= camScale; + + Vector3 bottomLeft = (camtr.forward * camNear - toRight - toTop); + bottomLeft.Normalize(); + bottomLeft *= camScale; + + frustumCorners.SetRow (0, topLeft); + frustumCorners.SetRow (1, topRight); + frustumCorners.SetRow (2, bottomRight); + frustumCorners.SetRow (3, bottomLeft); + + var camPos= camtr.position; + float FdotC = camPos.y-height; + float paramK = (FdotC <= 0.0f ? 1.0f : 0.0f); + fogMaterial.SetMatrix ("_FrustumCornersWS", frustumCorners); + fogMaterial.SetVector ("_CameraWS", camPos); + fogMaterial.SetVector ("_HeightParams", new Vector4 (height, FdotC, paramK, heightDensity*0.5f)); + fogMaterial.SetVector ("_DistanceParams", new Vector4 (-Mathf.Max(startDistance,0.0f), 0, 0, 0)); + + var sceneMode= RenderSettings.fogMode; + var sceneDensity= RenderSettings.fogDensity; + var sceneStart= RenderSettings.fogStartDistance; + var sceneEnd= RenderSettings.fogEndDistance; + Vector4 sceneParams; + bool linear = (sceneMode == FogMode.Linear); + float diff = linear ? sceneEnd - sceneStart : 0.0f; + float invDiff = Mathf.Abs(diff) > 0.0001f ? 1.0f / diff : 0.0f; + sceneParams.x = sceneDensity * 1.2011224087f; // density / sqrt(ln(2)), used by Exp2 fog mode + sceneParams.y = sceneDensity * 1.4426950408f; // density / ln(2), used by Exp fog mode + sceneParams.z = linear ? -invDiff : 0.0f; + sceneParams.w = linear ? sceneEnd * invDiff : 0.0f; + fogMaterial.SetVector ("_SceneFogParams", sceneParams); + fogMaterial.SetVector ("_SceneFogMode", new Vector4((int)sceneMode, useRadialDistance ? 1 : 0, 0, 0)); + + int pass = 0; + if (distanceFog && heightFog) + pass = 0; // distance + height + else if (distanceFog) + pass = 1; // distance only + else + pass = 2; // height only + CustomGraphicsBlit (source, destination, fogMaterial, pass); + } + + static void CustomGraphicsBlit (RenderTexture source, RenderTexture dest, Material fxMaterial, int passNr) + { + RenderTexture.active = dest; + + fxMaterial.SetTexture ("_MainTex", source); + + GL.PushMatrix (); + GL.LoadOrtho (); + + fxMaterial.SetPass (passNr); + + GL.Begin (GL.QUADS); + + GL.MultiTexCoord2 (0, 0.0f, 0.0f); + GL.Vertex3 (0.0f, 0.0f, 3.0f); // BL + + GL.MultiTexCoord2 (0, 1.0f, 0.0f); + GL.Vertex3 (1.0f, 0.0f, 2.0f); // BR + + GL.MultiTexCoord2 (0, 1.0f, 1.0f); + GL.Vertex3 (1.0f, 1.0f, 1.0f); // TR + + GL.MultiTexCoord2 (0, 0.0f, 1.0f); + GL.Vertex3 (0.0f, 1.0f, 0.0f); // TL + + GL.End (); + GL.PopMatrix (); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/GlobalFog.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/GlobalFog.cs.meta new file mode 100644 index 00000000..fa21d256 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/GlobalFog.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: 76b5ec6153a1d55438228df10fe66844 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - fogShader: {fileID: 4800000, guid: 70d8568987ac0499f952b54c7c13e265, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Grayscale.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Grayscale.cs new file mode 100644 index 00000000..49224039 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Grayscale.cs @@ -0,0 +1,19 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Color Adjustments/Grayscale")] + public class Grayscale : ImageEffectBase { + public Texture textureRamp; + public float rampOffset; + + // Called by camera to apply image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) { + material.SetTexture("_RampTex", textureRamp); + material.SetFloat("_RampOffset", rampOffset); + Graphics.Blit (source, destination, material); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Grayscale.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Grayscale.cs.meta new file mode 100644 index 00000000..b23db623 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Grayscale.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 243a781cad112c75d0008dfa8d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: daf9781cad112c75d0008dfa8d76c639, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffectBase.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffectBase.cs new file mode 100644 index 00000000..0158215f --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffectBase.cs @@ -0,0 +1,55 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [RequireComponent(typeof (Camera))] + [AddComponentMenu("")] + public class ImageEffectBase : MonoBehaviour + { + /// Provides a shader property that is set in the inspector + /// and a material instantiated from the shader + public Shader shader; + + private Material m_Material; + + + protected virtual void Start() + { + // Disable if we don't support image effects + if (!SystemInfo.supportsImageEffects) + { + enabled = false; + return; + } + + // Disable the image effect if the shader can't + // run on the users graphics card + if (!shader || !shader.isSupported) + enabled = false; + } + + + protected Material material + { + get + { + if (m_Material == null) + { + m_Material = new Material(shader); + m_Material.hideFlags = HideFlags.HideAndDontSave; + } + return m_Material; + } + } + + + protected virtual void OnDisable() + { + if (m_Material) + { + DestroyImmediate(m_Material); + } + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffectBase.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffectBase.cs.meta new file mode 100644 index 00000000..f3c00250 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffectBase.cs.meta @@ -0,0 +1,8 @@ +fileFormatVersion: 2 +guid: f6469eb0ad1119d6d00011d98d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffects.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffects.cs new file mode 100644 index 00000000..c8d4afce --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffects.cs @@ -0,0 +1,42 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + /// A Utility class for performing various image based rendering tasks. + [AddComponentMenu("")] + public class ImageEffects + { + public static void RenderDistortion(Material material, RenderTexture source, RenderTexture destination, float angle, Vector2 center, Vector2 radius) + { + bool invertY = source.texelSize.y < 0.0f; + if (invertY) + { + center.y = 1.0f - center.y; + angle = -angle; + } + + Matrix4x4 rotationMatrix = Matrix4x4.TRS(Vector3.zero, Quaternion.Euler(0, 0, angle), Vector3.one); + + material.SetMatrix("_RotationMatrix", rotationMatrix); + material.SetVector("_CenterRadius", new Vector4(center.x, center.y, radius.x, radius.y)); + material.SetFloat("_Angle", angle*Mathf.Deg2Rad); + + Graphics.Blit(source, destination, material); + } + + + [Obsolete("Use Graphics.Blit(source,dest) instead")] + public static void Blit(RenderTexture source, RenderTexture dest) + { + Graphics.Blit(source, dest); + } + + + [Obsolete("Use Graphics.Blit(source, destination, material) instead")] + public static void BlitWithMaterial(Material material, RenderTexture source, RenderTexture dest) + { + Graphics.Blit(source, dest, material); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffects.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffects.cs.meta new file mode 100644 index 00000000..9d82a111 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ImageEffects.cs.meta @@ -0,0 +1,17 @@ +fileFormatVersion: 2 +guid: 89a037199d11087f1100e2b844295342 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - blitCopyShader: {fileID: 4800000, guid: 3338b5ea2f3cb594698fae65cf060346, type: 3} + - blitMultiplyShader: {fileID: 4800000, guid: 7034c801b78acab448cdcf845f7c352d, + type: 3} + - blitMultiply2XShader: {fileID: 4800000, guid: cde82987e0a884c4788c65f7b54390e8, + type: 3} + - blitAddShader: {fileID: 4800000, guid: c7515f214a63bdb42b6ae6335a00a8a4, type: 3} + - blitAddSmoothShader: {fileID: 4800000, guid: 7741a77a7c455d0418bc429bd508dc87, + type: 3} + - blitBlendShader: {fileID: 4800000, guid: f1cf7e9c98754c4429ff0f7cc1d9dd7b, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/MotionBlur.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/MotionBlur.cs new file mode 100644 index 00000000..72eb946b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/MotionBlur.cs @@ -0,0 +1,75 @@ +using System; +using UnityEngine; + +// This class implements simple ghosting type Motion Blur. +// If Extra Blur is selected, the scene will allways be a little blurred, +// as it is scaled to a smaller resolution. +// The effect works by accumulating the previous frames in an accumulation +// texture. +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Blur/Motion Blur (Color Accumulation)")] + [RequireComponent(typeof(Camera))] + public class MotionBlur : ImageEffectBase + { + public float blurAmount = 0.8f; + public bool extraBlur = false; + + private RenderTexture accumTexture; + + override protected void Start() + { + if (!SystemInfo.supportsRenderTextures) + { + enabled = false; + return; + } + base.Start(); + } + + override protected void OnDisable() + { + base.OnDisable(); + DestroyImmediate(accumTexture); + } + + // Called by camera to apply image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + // Create the accumulation texture + if (accumTexture == null || accumTexture.width != source.width || accumTexture.height != source.height) + { + DestroyImmediate(accumTexture); + accumTexture = new RenderTexture(source.width, source.height, 0); + accumTexture.hideFlags = HideFlags.HideAndDontSave; + Graphics.Blit( source, accumTexture ); + } + + // If Extra Blur is selected, downscale the texture to 4x4 smaller resolution. + if (extraBlur) + { + RenderTexture blurbuffer = RenderTexture.GetTemporary(source.width/4, source.height/4, 0); + accumTexture.MarkRestoreExpected(); + Graphics.Blit(accumTexture, blurbuffer); + Graphics.Blit(blurbuffer,accumTexture); + RenderTexture.ReleaseTemporary(blurbuffer); + } + + // Clamp the motion blur variable, so it can never leave permanent trails in the image + blurAmount = Mathf.Clamp( blurAmount, 0.0f, 0.92f ); + + // Setup the texture and floating point values in the shader + material.SetTexture("_MainTex", accumTexture); + material.SetFloat("_AccumOrig", 1.0F-blurAmount); + + // We are accumulating motion over frames without clear/discard + // by design, so silence any performance warnings from Unity + accumTexture.MarkRestoreExpected(); + + // Render the image using the motion blur shader + Graphics.Blit (source, accumTexture, material); + Graphics.Blit (accumTexture, destination); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/MotionBlur.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/MotionBlur.cs.meta new file mode 100644 index 00000000..5fe9ed8a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/MotionBlur.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 478a2083ad114a07d000fbfb8d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: e9ba2083ad114a07d000fbfb8d76c639, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndGrain.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndGrain.cs new file mode 100644 index 00000000..3230bdb9 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndGrain.cs @@ -0,0 +1,181 @@ +using System; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Noise/Noise And Grain (Filmic)")] + public class NoiseAndGrain : PostEffectsBase + { + + public float intensityMultiplier = 0.25f; + + public float generalIntensity = 0.5f; + public float blackIntensity = 1.0f; + public float whiteIntensity = 1.0f; + public float midGrey = 0.2f; + + public bool dx11Grain = false; + public float softness = 0.0f; + public bool monochrome = false; + + public Vector3 intensities = new Vector3(1.0f, 1.0f, 1.0f); + public Vector3 tiling = new Vector3(64.0f, 64.0f, 64.0f); + public float monochromeTiling = 64.0f; + + public FilterMode filterMode = FilterMode.Bilinear; + + public Texture2D noiseTexture; + + public Shader noiseShader; + private Material noiseMaterial = null; + + public Shader dx11NoiseShader; + private Material dx11NoiseMaterial = null; + + private static float TILE_AMOUNT = 64.0f; + + + public override bool CheckResources () + { + CheckSupport (false); + + noiseMaterial = CheckShaderAndCreateMaterial (noiseShader, noiseMaterial); + + if (dx11Grain && supportDX11) + { +#if UNITY_EDITOR + dx11NoiseShader = Shader.Find("Hidden/NoiseAndGrainDX11"); +#endif + dx11NoiseMaterial = CheckShaderAndCreateMaterial (dx11NoiseShader, dx11NoiseMaterial); + } + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources()==false || (null==noiseTexture)) + { + Graphics.Blit (source, destination); + if (null==noiseTexture) { + Debug.LogWarning("Noise & Grain effect failing as noise texture is not assigned. please assign.", transform); + } + return; + } + + softness = Mathf.Clamp(softness, 0.0f, 0.99f); + + if (dx11Grain && supportDX11) + { + // We have a fancy, procedural noise pattern in this version, so no texture needed + + dx11NoiseMaterial.SetFloat("_DX11NoiseTime", Time.frameCount); + dx11NoiseMaterial.SetTexture ("_NoiseTex", noiseTexture); + dx11NoiseMaterial.SetVector ("_NoisePerChannel", monochrome ? Vector3.one : intensities); + dx11NoiseMaterial.SetVector ("_MidGrey", new Vector3(midGrey, 1.0f/(1.0f-midGrey), -1.0f/midGrey)); + dx11NoiseMaterial.SetVector ("_NoiseAmount", new Vector3(generalIntensity, blackIntensity, whiteIntensity) * intensityMultiplier); + + if (softness > Mathf.Epsilon) + { + RenderTexture rt = RenderTexture.GetTemporary((int) (source.width * (1.0f-softness)), (int) (source.height * (1.0f-softness))); + DrawNoiseQuadGrid (source, rt, dx11NoiseMaterial, noiseTexture, monochrome ? 3 : 2); + dx11NoiseMaterial.SetTexture("_NoiseTex", rt); + Graphics.Blit(source, destination, dx11NoiseMaterial, 4); + RenderTexture.ReleaseTemporary(rt); + } + else + DrawNoiseQuadGrid (source, destination, dx11NoiseMaterial, noiseTexture, (monochrome ? 1 : 0)); + } + else + { + // normal noise (DX9 style) + + if (noiseTexture) { + noiseTexture.wrapMode = TextureWrapMode.Repeat; + noiseTexture.filterMode = filterMode; + } + + noiseMaterial.SetTexture ("_NoiseTex", noiseTexture); + noiseMaterial.SetVector ("_NoisePerChannel", monochrome ? Vector3.one : intensities); + noiseMaterial.SetVector ("_NoiseTilingPerChannel", monochrome ? Vector3.one * monochromeTiling : tiling); + noiseMaterial.SetVector ("_MidGrey", new Vector3(midGrey, 1.0f/(1.0f-midGrey), -1.0f/midGrey)); + noiseMaterial.SetVector ("_NoiseAmount", new Vector3(generalIntensity, blackIntensity, whiteIntensity) * intensityMultiplier); + + if (softness > Mathf.Epsilon) + { + RenderTexture rt2 = RenderTexture.GetTemporary((int) (source.width * (1.0f-softness)), (int) (source.height * (1.0f-softness))); + DrawNoiseQuadGrid (source, rt2, noiseMaterial, noiseTexture, 2); + noiseMaterial.SetTexture("_NoiseTex", rt2); + Graphics.Blit(source, destination, noiseMaterial, 1); + RenderTexture.ReleaseTemporary(rt2); + } + else + DrawNoiseQuadGrid (source, destination, noiseMaterial, noiseTexture, 0); + } + } + + static void DrawNoiseQuadGrid (RenderTexture source, RenderTexture dest, Material fxMaterial, Texture2D noise, int passNr) + { + RenderTexture.active = dest; + + float noiseSize = (noise.width * 1.0f); + float subDs = (1.0f * source.width) / TILE_AMOUNT; + + fxMaterial.SetTexture ("_MainTex", source); + + GL.PushMatrix (); + GL.LoadOrtho (); + + float aspectCorrection = (1.0f * source.width) / (1.0f * source.height); + float stepSizeX = 1.0f / subDs; + float stepSizeY = stepSizeX * aspectCorrection; + float texTile = noiseSize / (noise.width * 1.0f); + + fxMaterial.SetPass (passNr); + + GL.Begin (GL.QUADS); + + for (float x1 = 0.0f; x1 < 1.0f; x1 += stepSizeX) + { + for (float y1 = 0.0f; y1 < 1.0f; y1 += stepSizeY) + { + float tcXStart = Random.Range (0.0f, 1.0f); + float tcYStart = Random.Range (0.0f, 1.0f); + + //Vector3 v3 = Random.insideUnitSphere; + //Color c = new Color(v3.x, v3.y, v3.z); + + tcXStart = Mathf.Floor(tcXStart*noiseSize) / noiseSize; + tcYStart = Mathf.Floor(tcYStart*noiseSize) / noiseSize; + + float texTileMod = 1.0f / noiseSize; + + GL.MultiTexCoord2 (0, tcXStart, tcYStart); + GL.MultiTexCoord2 (1, 0.0f, 0.0f); + //GL.Color( c ); + GL.Vertex3 (x1, y1, 0.1f); + GL.MultiTexCoord2 (0, tcXStart + texTile * texTileMod, tcYStart); + GL.MultiTexCoord2 (1, 1.0f, 0.0f); + //GL.Color( c ); + GL.Vertex3 (x1 + stepSizeX, y1, 0.1f); + GL.MultiTexCoord2 (0, tcXStart + texTile * texTileMod, tcYStart + texTile * texTileMod); + GL.MultiTexCoord2 (1, 1.0f, 1.0f); + //GL.Color( c ); + GL.Vertex3 (x1 + stepSizeX, y1 + stepSizeY, 0.1f); + GL.MultiTexCoord2 (0, tcXStart, tcYStart + texTile * texTileMod); + GL.MultiTexCoord2 (1, 0.0f, 1.0f); + //GL.Color( c ); + GL.Vertex3 (x1, y1 + stepSizeY, 0.1f); + } + } + + GL.End (); + GL.PopMatrix (); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndGrain.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndGrain.cs.meta new file mode 100644 index 00000000..6d740fca --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndGrain.cs.meta @@ -0,0 +1,12 @@ +fileFormatVersion: 2 +guid: 9191284b058eef549b7108b5f04e1117 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - noiseTexture: {fileID: 2800000, guid: 7a632f967e8ad42f5bd275898151ab6a, type: 3} + - noiseShader: {fileID: 4800000, guid: b0249d8c935344451aa4de6db76f0688, type: 3} + - dx11NoiseShader: {fileID: 4800000, guid: 8b30686bb4322ab42ad5eb50a0210b58, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndScratches.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndScratches.cs new file mode 100644 index 00000000..4b7a8af5 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndScratches.cs @@ -0,0 +1,135 @@ +using System; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu("Image Effects/Noise/Noise and Scratches")] + public class NoiseAndScratches : MonoBehaviour + { + /// Monochrome noise just adds grain. Non-monochrome noise + /// more resembles VCR as it adds noise in YUV color space, + /// thus introducing magenta/green colors. + public bool monochrome = true; + private bool rgbFallback = false; + + // Noise grain takes random intensity from Min to Max. + public float grainIntensityMin = 0.1f; + public float grainIntensityMax = 0.2f; + + /// The size of the noise grains (1 = one pixel). + public float grainSize = 2.0f; + + // Scratches take random intensity from Min to Max. + public float scratchIntensityMin = 0.05f; + public float scratchIntensityMax = 0.25f; + + /// Scratches jump to another locations at this times per second. + public float scratchFPS = 10.0f; + /// While scratches are in the same location, they jitter a bit. + public float scratchJitter = 0.01f; + + public Texture grainTexture; + public Texture scratchTexture; + public Shader shaderRGB; + public Shader shaderYUV; + private Material m_MaterialRGB; + private Material m_MaterialYUV; + + private float scratchTimeLeft = 0.0f; + private float scratchX, scratchY; + + protected void Start () + { + // Disable if we don't support image effects + if (!SystemInfo.supportsImageEffects) { + enabled = false; + return; + } + + if ( shaderRGB == null || shaderYUV == null ) + { + Debug.Log( "Noise shaders are not set up! Disabling noise effect." ); + enabled = false; + } + else + { + if ( !shaderRGB.isSupported ) // disable effect if RGB shader is not supported + enabled = false; + else if ( !shaderYUV.isSupported ) // fallback to RGB if YUV is not supported + rgbFallback = true; + } + } + + protected Material material { + get { + if ( m_MaterialRGB == null ) { + m_MaterialRGB = new Material( shaderRGB ); + m_MaterialRGB.hideFlags = HideFlags.HideAndDontSave; + } + if ( m_MaterialYUV == null && !rgbFallback ) { + m_MaterialYUV = new Material( shaderYUV ); + m_MaterialYUV.hideFlags = HideFlags.HideAndDontSave; + } + return (!rgbFallback && !monochrome) ? m_MaterialYUV : m_MaterialRGB; + } + } + + protected void OnDisable() { + if ( m_MaterialRGB ) + DestroyImmediate( m_MaterialRGB ); + if ( m_MaterialYUV ) + DestroyImmediate( m_MaterialYUV ); + } + + private void SanitizeParameters() + { + grainIntensityMin = Mathf.Clamp( grainIntensityMin, 0.0f, 5.0f ); + grainIntensityMax = Mathf.Clamp( grainIntensityMax, 0.0f, 5.0f ); + scratchIntensityMin = Mathf.Clamp( scratchIntensityMin, 0.0f, 5.0f ); + scratchIntensityMax = Mathf.Clamp( scratchIntensityMax, 0.0f, 5.0f ); + scratchFPS = Mathf.Clamp( scratchFPS, 1, 30 ); + scratchJitter = Mathf.Clamp( scratchJitter, 0.0f, 1.0f ); + grainSize = Mathf.Clamp( grainSize, 0.1f, 50.0f ); + } + + // Called by the camera to apply the image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + SanitizeParameters(); + + if ( scratchTimeLeft <= 0.0f ) + { + scratchTimeLeft = Random.value * 2 / scratchFPS; // we have sanitized it earlier, won't be zero + scratchX = Random.value; + scratchY = Random.value; + } + scratchTimeLeft -= Time.deltaTime; + + Material mat = material; + + mat.SetTexture("_GrainTex", grainTexture); + mat.SetTexture("_ScratchTex", scratchTexture); + float grainScale = 1.0f / grainSize; // we have sanitized it earlier, won't be zero + mat.SetVector("_GrainOffsetScale", new Vector4( + Random.value, + Random.value, + (float)Screen.width / (float)grainTexture.width * grainScale, + (float)Screen.height / (float)grainTexture.height * grainScale + )); + mat.SetVector("_ScratchOffsetScale", new Vector4( + scratchX + Random.value*scratchJitter, + scratchY + Random.value*scratchJitter, + (float)Screen.width / (float) scratchTexture.width, + (float)Screen.height / (float) scratchTexture.height + )); + mat.SetVector("_Intensity", new Vector4( + Random.Range(grainIntensityMin, grainIntensityMax), + Random.Range(scratchIntensityMin, scratchIntensityMax), + 0, 0 )); + Graphics.Blit (source, destination, mat); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndScratches.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndScratches.cs.meta new file mode 100644 index 00000000..6d5b8214 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/NoiseAndScratches.cs.meta @@ -0,0 +1,12 @@ +fileFormatVersion: 2 +guid: a88a26a276b4e47619ce2c5adad33fab +MonoImporter: + serializedVersion: 2 + defaultReferences: + - grainTexture: {fileID: 2800000, guid: ffa9c02760c2b4e8eb9814ec06c4b05b, type: 3} + - scratchTexture: {fileID: 2800000, guid: 6205c27cc031f4e66b8ea90d1bfaa158, type: 3} + - shaderRGB: {fileID: 4800000, guid: 5d7f4c401ae8946bcb0d6ff68a9e7466, type: 3} + - shaderYUV: {fileID: 4800000, guid: 0e447868506ba49f0a73235b8a8b647a, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsBase.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsBase.cs new file mode 100644 index 00000000..4909fd23 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsBase.cs @@ -0,0 +1,243 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + public class PostEffectsBase : MonoBehaviour + { + protected bool supportHDRTextures = true; + protected bool supportDX11 = false; + protected bool isSupported = true; + + protected Material CheckShaderAndCreateMaterial ( Shader s, Material m2Create) + { + if (!s) + { + Debug.Log("Missing shader in " + ToString ()); + enabled = false; + return null; + } + + if (s.isSupported && m2Create && m2Create.shader == s) + return m2Create; + + if (!s.isSupported) + { + NotSupported (); + Debug.Log("The shader " + s.ToString() + " on effect "+ToString()+" is not supported on this platform!"); + return null; + } + else + { + m2Create = new Material (s); + m2Create.hideFlags = HideFlags.DontSave; + if (m2Create) + return m2Create; + else return null; + } + } + + + protected Material CreateMaterial (Shader s, Material m2Create) + { + if (!s) + { + Debug.Log ("Missing shader in " + ToString ()); + return null; + } + + if (m2Create && (m2Create.shader == s) && (s.isSupported)) + return m2Create; + + if (!s.isSupported) + { + return null; + } + else + { + m2Create = new Material (s); + m2Create.hideFlags = HideFlags.DontSave; + if (m2Create) + return m2Create; + else return null; + } + } + + void OnEnable () + { + isSupported = true; + } + + protected bool CheckSupport () + { + return CheckSupport (false); + } + + + public virtual bool CheckResources () + { + Debug.LogWarning ("CheckResources () for " + ToString() + " should be overwritten."); + return isSupported; + } + + + protected void Start () + { + CheckResources (); + } + + protected bool CheckSupport (bool needDepth) + { + isSupported = true; + supportHDRTextures = SystemInfo.SupportsRenderTextureFormat(RenderTextureFormat.ARGBHalf); + supportDX11 = SystemInfo.graphicsShaderLevel >= 50 && SystemInfo.supportsComputeShaders; + + if (!SystemInfo.supportsImageEffects || !SystemInfo.supportsRenderTextures) + { + NotSupported (); + return false; + } + + if (needDepth && !SystemInfo.SupportsRenderTextureFormat (RenderTextureFormat.Depth)) + { + NotSupported (); + return false; + } + + if (needDepth) + GetComponent().depthTextureMode |= DepthTextureMode.Depth; + + return true; + } + + protected bool CheckSupport (bool needDepth, bool needHdr) + { + if (!CheckSupport(needDepth)) + return false; + + if (needHdr && !supportHDRTextures) + { + NotSupported (); + return false; + } + + return true; + } + + + public bool Dx11Support () + { + return supportDX11; + } + + + protected void ReportAutoDisable () + { + Debug.LogWarning ("The image effect " + ToString() + " has been disabled as it's not supported on the current platform."); + } + + // deprecated but needed for old effects to survive upgrading + bool CheckShader (Shader s) + { + Debug.Log("The shader " + s.ToString () + " on effect "+ ToString () + " is not part of the Unity 3.2+ effects suite anymore. For best performance and quality, please ensure you are using the latest Standard Assets Image Effects (Pro only) package."); + if (!s.isSupported) + { + NotSupported (); + return false; + } + else + { + return false; + } + } + + + protected void NotSupported () + { + enabled = false; + isSupported = false; + return; + } + + + protected void DrawBorder (RenderTexture dest, Material material) + { + float x1; + float x2; + float y1; + float y2; + + RenderTexture.active = dest; + bool invertY = true; // source.texelSize.y < 0.0ff; + // Set up the simple Matrix + GL.PushMatrix(); + GL.LoadOrtho(); + + for (int i = 0; i < material.passCount; i++) + { + material.SetPass(i); + + float y1_; float y2_; + if (invertY) + { + y1_ = 1.0f; y2_ = 0.0f; + } + else + { + y1_ = 0.0f; y2_ = 1.0f; + } + + // left + x1 = 0.0f; + x2 = 0.0f + 1.0f/(dest.width*1.0f); + y1 = 0.0f; + y2 = 1.0f; + GL.Begin(GL.QUADS); + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + // right + x1 = 1.0f - 1.0f/(dest.width*1.0f); + x2 = 1.0f; + y1 = 0.0f; + y2 = 1.0f; + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + // top + x1 = 0.0f; + x2 = 1.0f; + y1 = 0.0f; + y2 = 0.0f + 1.0f/(dest.height*1.0f); + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + // bottom + x1 = 0.0f; + x2 = 1.0f; + y1 = 1.0f - 1.0f/(dest.height*1.0f); + y2 = 1.0f; + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + GL.End(); + } + + GL.PopMatrix(); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsBase.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsBase.cs.meta new file mode 100644 index 00000000..a3105342 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsBase.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: b6f4318ec6c2bf643a0f9edfeeaba0ec +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsHelper.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsHelper.cs new file mode 100644 index 00000000..156370f3 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsHelper.cs @@ -0,0 +1,188 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + class PostEffectsHelper : MonoBehaviour + { + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + Debug.Log("OnRenderImage in Helper called ..."); + } + + static void DrawLowLevelPlaneAlignedWithCamera ( + float dist , + RenderTexture source, RenderTexture dest , + Material material , + Camera cameraForProjectionMatrix ) + { + // Make the destination texture the target for all rendering + RenderTexture.active = dest; + // Assign the source texture to a property from a shader + material.SetTexture("_MainTex", source); + bool invertY = true; // source.texelSize.y < 0.0f; + // Set up the simple Matrix + GL.PushMatrix(); + GL.LoadIdentity(); + GL.LoadProjectionMatrix(cameraForProjectionMatrix.projectionMatrix); + + float fovYHalfRad = cameraForProjectionMatrix.fieldOfView * 0.5f * Mathf.Deg2Rad; + float cotangent = Mathf.Cos(fovYHalfRad) / Mathf.Sin(fovYHalfRad); + float asp = cameraForProjectionMatrix.aspect; + + float x1 = asp/-cotangent; + float x2 = asp/cotangent; + float y1 = 1.0f/-cotangent; + float y2 = 1.0f/cotangent; + + float sc = 1.0f; // magic constant (for now) + + x1 *= dist * sc; + x2 *= dist * sc; + y1 *= dist * sc; + y2 *= dist * sc; + + float z1 = -dist; + + for (int i = 0; i < material.passCount; i++) + { + material.SetPass(i); + + GL.Begin(GL.QUADS); + float y1_; float y2_; + if (invertY) + { + y1_ = 1.0f; y2_ = 0.0f; + } + else + { + y1_ = 0.0f; y2_ = 1.0f; + } + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, z1); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, z1); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, z1); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, z1); + GL.End(); + } + + GL.PopMatrix(); + } + + static void DrawBorder ( + RenderTexture dest , + Material material ) + { + float x1; + float x2; + float y1; + float y2; + + RenderTexture.active = dest; + bool invertY = true; // source.texelSize.y < 0.0ff; + // Set up the simple Matrix + GL.PushMatrix(); + GL.LoadOrtho(); + + for (int i = 0; i < material.passCount; i++) + { + material.SetPass(i); + + float y1_; float y2_; + if (invertY) + { + y1_ = 1.0f; y2_ = 0.0f; + } + else + { + y1_ = 0.0f; y2_ = 1.0f; + } + + // left + x1 = 0.0f; + x2 = 0.0f + 1.0f/(dest.width*1.0f); + y1 = 0.0f; + y2 = 1.0f; + GL.Begin(GL.QUADS); + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + // right + x1 = 1.0f - 1.0f/(dest.width*1.0f); + x2 = 1.0f; + y1 = 0.0f; + y2 = 1.0f; + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + // top + x1 = 0.0f; + x2 = 1.0f; + y1 = 0.0f; + y2 = 0.0f + 1.0f/(dest.height*1.0f); + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + // bottom + x1 = 0.0f; + x2 = 1.0f; + y1 = 1.0f - 1.0f/(dest.height*1.0f); + y2 = 1.0f; + + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + + GL.End(); + } + + GL.PopMatrix(); + } + + static void DrawLowLevelQuad ( float x1, float x2, float y1, float y2, RenderTexture source, RenderTexture dest, Material material ) + { + // Make the destination texture the target for all rendering + RenderTexture.active = dest; + // Assign the source texture to a property from a shader + material.SetTexture("_MainTex", source); + bool invertY = true; // source.texelSize.y < 0.0f; + // Set up the simple Matrix + GL.PushMatrix(); + GL.LoadOrtho(); + + for (int i = 0; i < material.passCount; i++) + { + material.SetPass(i); + + GL.Begin(GL.QUADS); + float y1_; float y2_; + if (invertY) + { + y1_ = 1.0f; y2_ = 0.0f; + } + else + { + y1_ = 0.0f; y2_ = 1.0f; + } + GL.TexCoord2(0.0f, y1_); GL.Vertex3(x1, y1, 0.1f); + GL.TexCoord2(1.0f, y1_); GL.Vertex3(x2, y1, 0.1f); + GL.TexCoord2(1.0f, y2_); GL.Vertex3(x2, y2, 0.1f); + GL.TexCoord2(0.0f, y2_); GL.Vertex3(x1, y2, 0.1f); + GL.End(); + } + + GL.PopMatrix(); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsHelper.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsHelper.cs.meta new file mode 100644 index 00000000..4ccd0332 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/PostEffectsHelper.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 50b03df8f04b5c441aaac5b7fccb4734 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Quads.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Quads.cs new file mode 100644 index 00000000..3d2cacac --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Quads.cs @@ -0,0 +1,125 @@ +using System; +using UnityEngine; +using Object = UnityEngine.Object; + +// same as Triangles but creates quads instead which generally +// saves fillrate at the expense for more triangles to issue +namespace UnityStandardAssets.ImageEffects +{ + class Quads + { + static Mesh[] meshes; + static int currentQuads = 0; + + static bool HasMeshes () + { + if (meshes == null) + return false; + foreach (Mesh m in meshes) + if (null == m) + return false; + return true; + } + + + public static void Cleanup () + { + if (meshes == null) + return; + + for (int i = 0; i < meshes.Length; i++) + { + if (null != meshes[i]) + { + Object.DestroyImmediate (meshes[i]); + meshes[i] = null; + } + } + meshes = null; + } + + + public static Mesh[] GetMeshes ( int totalWidth, int totalHeight) + { + if (HasMeshes () && (currentQuads == (totalWidth * totalHeight))) { + return meshes; + } + + int maxQuads = 65000 / 6; + int totalQuads = totalWidth * totalHeight; + currentQuads = totalQuads; + + int meshCount = Mathf.CeilToInt ((1.0f * totalQuads) / (1.0f * maxQuads)); + + meshes = new Mesh [meshCount]; + + int i = 0; + int index = 0; + for (i = 0; i < totalQuads; i += maxQuads) + { + int quads = Mathf.FloorToInt (Mathf.Clamp ((totalQuads-i), 0, maxQuads)); + + meshes[index] = GetMesh (quads, i, totalWidth, totalHeight); + index++; + } + + return meshes; + } + + static Mesh GetMesh (int triCount, int triOffset, int totalWidth, int totalHeight) + { + var mesh = new Mesh (); + mesh.hideFlags = HideFlags.DontSave; + + var verts = new Vector3[triCount * 4]; + var uvs = new Vector2[triCount * 4]; + var uvs2 = new Vector2[triCount * 4]; + var tris = new int[triCount * 6]; + + for (int i = 0; i < triCount; i++) + { + int i4 = i * 4; + int i6 = i * 6; + + int vertexWithOffset = triOffset + i; + + float x = Mathf.Floor (vertexWithOffset % totalWidth) / totalWidth; + float y = Mathf.Floor (vertexWithOffset / totalWidth) / totalHeight; + + Vector3 position = new Vector3 (x * 2 - 1, y * 2 - 1, 1.0f); + + verts[i4 + 0] = position; + verts[i4 + 1] = position; + verts[i4 + 2] = position; + verts[i4 + 3] = position; + + uvs[i4 + 0] = new Vector2 (0.0f, 0.0f); + uvs[i4 + 1] = new Vector2 (1.0f, 0.0f); + uvs[i4 + 2] = new Vector2 (0.0f, 1.0f); + uvs[i4 + 3] = new Vector2 (1.0f, 1.0f); + + uvs2[i4 + 0] = new Vector2 (x, y); + uvs2[i4 + 1] = new Vector2 (x, y); + uvs2[i4 + 2] = new Vector2 (x, y); + uvs2[i4 + 3] = new Vector2 (x, y); + + tris[i6 + 0] = i4 + 0; + tris[i6 + 1] = i4 + 1; + tris[i6 + 2] = i4 + 2; + + tris[i6 + 3] = i4 + 1; + tris[i6 + 4] = i4 + 2; + tris[i6 + 5] = i4 + 3; + + } + + mesh.vertices = verts; + mesh.triangles = tris; + mesh.uv = uvs; + mesh.uv2 = uvs2; + + return mesh; + } + + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Quads.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Quads.cs.meta new file mode 100644 index 00000000..14c9d592 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Quads.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: a20852ce049f64e4695a48b6a354be83 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenOverlay.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenOverlay.cs new file mode 100644 index 00000000..790593ce --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenOverlay.cs @@ -0,0 +1,69 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Other/Screen Overlay")] + public class ScreenOverlay : PostEffectsBase + { + public enum OverlayBlendMode + { + Additive = 0, + ScreenBlend = 1, + Multiply = 2, + Overlay = 3, + AlphaBlend = 4, + } + + public OverlayBlendMode blendMode = OverlayBlendMode.Overlay; + public float intensity = 1.0f; + public Texture2D texture = null; + + public Shader overlayShader = null; + private Material overlayMaterial = null; + + + public override bool CheckResources () + { + CheckSupport (false); + + overlayMaterial = CheckShaderAndCreateMaterial (overlayShader, overlayMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (CheckResources() == false) + { + Graphics.Blit (source, destination); + return; + } + + Vector4 UV_Transform = new Vector4(1, 0, 0, 1); + + #if UNITY_WP8 + // WP8 has no OS support for rotating screen with device orientation, + // so we do those transformations ourselves. + if (Screen.orientation == ScreenOrientation.LandscapeLeft) { + UV_Transform = new Vector4(0, -1, 1, 0); + } + if (Screen.orientation == ScreenOrientation.LandscapeRight) { + UV_Transform = new Vector4(0, 1, -1, 0); + } + if (Screen.orientation == ScreenOrientation.PortraitUpsideDown) { + UV_Transform = new Vector4(-1, 0, 0, -1); + } + #endif + + overlayMaterial.SetVector("_UV_Transform", UV_Transform); + overlayMaterial.SetFloat ("_Intensity", intensity); + overlayMaterial.SetTexture ("_Overlay", texture); + Graphics.Blit (source, destination, overlayMaterial, (int) blendMode); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenOverlay.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenOverlay.cs.meta new file mode 100644 index 00000000..75c03f9a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenOverlay.cs.meta @@ -0,0 +1,11 @@ +fileFormatVersion: 2 +guid: 6f19108706fdce9469603d07980eb8ad +MonoImporter: + serializedVersion: 2 + defaultReferences: + - texture: {instanceID: 0} + - overlayShader: {fileID: 4800000, guid: 8c81db0e527d24acc9bcec04e87781bd, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientObscurance.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientObscurance.cs new file mode 100644 index 00000000..a6e6f789 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientObscurance.cs @@ -0,0 +1,101 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Rendering/Screen Space Ambient Obscurance")] + class ScreenSpaceAmbientObscurance : PostEffectsBase { + [Range (0,3)] + public float intensity = 0.5f; + [Range (0.1f,3)] + public float radius = 0.2f; + [Range (0,3)] + public int blurIterations = 1; + [Range (0,5)] + public float blurFilterDistance = 1.25f; + [Range (0,1)] + public int downsample = 0; + + public Texture2D rand = null; + public Shader aoShader= null; + + private Material aoMaterial = null; + + public override bool CheckResources () { + CheckSupport (true); + + aoMaterial = CheckShaderAndCreateMaterial (aoShader, aoMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnDisable () { + if (aoMaterial) + DestroyImmediate (aoMaterial); + aoMaterial = null; + } + + [ImageEffectOpaque] + void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (CheckResources () == false) { + Graphics.Blit (source, destination); + return; + } + + Matrix4x4 P = GetComponent().projectionMatrix; + var invP= P.inverse; + Vector4 projInfo = new Vector4 + ((-2.0f / (Screen.width * P[0])), + (-2.0f / (Screen.height * P[5])), + ((1.0f - P[2]) / P[0]), + ((1.0f + P[6]) / P[5])); + + aoMaterial.SetVector ("_ProjInfo", projInfo); // used for unprojection + aoMaterial.SetMatrix ("_ProjectionInv", invP); // only used for reference + aoMaterial.SetTexture ("_Rand", rand); // not needed for DX11 :) + aoMaterial.SetFloat ("_Radius", radius); + aoMaterial.SetFloat ("_Radius2", radius*radius); + aoMaterial.SetFloat ("_Intensity", intensity); + aoMaterial.SetFloat ("_BlurFilterDistance", blurFilterDistance); + + int rtW = source.width; + int rtH = source.height; + + RenderTexture tmpRt = RenderTexture.GetTemporary (rtW>>downsample, rtH>>downsample); + RenderTexture tmpRt2; + + Graphics.Blit (source, tmpRt, aoMaterial, 0); + + if (downsample > 0) { + tmpRt2 = RenderTexture.GetTemporary (rtW, rtH); + Graphics.Blit(tmpRt, tmpRt2, aoMaterial, 4); + RenderTexture.ReleaseTemporary (tmpRt); + tmpRt = tmpRt2; + + // @NOTE: it's probably worth a shot to blur in low resolution + // instead with a bilat-upsample afterwards ... + } + + for (int i = 0; i < blurIterations; i++) { + aoMaterial.SetVector("_Axis", new Vector2(1.0f,0.0f)); + tmpRt2 = RenderTexture.GetTemporary (rtW, rtH); + Graphics.Blit (tmpRt, tmpRt2, aoMaterial, 1); + RenderTexture.ReleaseTemporary (tmpRt); + + aoMaterial.SetVector("_Axis", new Vector2(0.0f,1.0f)); + tmpRt = RenderTexture.GetTemporary (rtW, rtH); + Graphics.Blit (tmpRt2, tmpRt, aoMaterial, 1); + RenderTexture.ReleaseTemporary (tmpRt2); + } + + aoMaterial.SetTexture ("_AOTex", tmpRt); + Graphics.Blit (source, destination, aoMaterial, 2); + + RenderTexture.ReleaseTemporary (tmpRt); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientObscurance.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientObscurance.cs.meta new file mode 100644 index 00000000..99d44527 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientObscurance.cs.meta @@ -0,0 +1,11 @@ +fileFormatVersion: 2 +guid: 75febd242c999f04d9654522a10c006b +MonoImporter: + serializedVersion: 2 + defaultReferences: + - rand: {fileID: 2800000, guid: a181ca8e3c62f3e4b8f183f6c586b032, type: 3} + - aoShader: {fileID: 4800000, guid: 95616c020c5604dda96cf76afbbc0272, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientOcclusion.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientOcclusion.cs new file mode 100644 index 00000000..23fb95b0 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientOcclusion.cs @@ -0,0 +1,199 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu("Image Effects/Rendering/Screen Space Ambient Occlusion")] + public class ScreenSpaceAmbientOcclusion : MonoBehaviour + { + public enum SSAOSamples + { + Low = 0, + Medium = 1, + High = 2, + } + + public float m_Radius = 0.4f; + public SSAOSamples m_SampleCount = SSAOSamples.Medium; + public float m_OcclusionIntensity = 1.5f; + public int m_Blur = 2; + public int m_Downsampling = 2; + public float m_OcclusionAttenuation = 1.0f; + public float m_MinZ = 0.01f; + + public Shader m_SSAOShader; + private Material m_SSAOMaterial; + + public Texture2D m_RandomTexture; + + private bool m_Supported; + + private static Material CreateMaterial (Shader shader) + { + if (!shader) + return null; + Material m = new Material (shader); + m.hideFlags = HideFlags.HideAndDontSave; + return m; + } + private static void DestroyMaterial (Material mat) + { + if (mat) + { + DestroyImmediate (mat); + mat = null; + } + } + + + void OnDisable() + { + DestroyMaterial (m_SSAOMaterial); + } + + void Start() + { + if (!SystemInfo.supportsImageEffects || !SystemInfo.SupportsRenderTextureFormat (RenderTextureFormat.Depth)) + { + m_Supported = false; + enabled = false; + return; + } + + CreateMaterials (); + if (!m_SSAOMaterial || m_SSAOMaterial.passCount != 5) + { + m_Supported = false; + enabled = false; + return; + } + + //CreateRandomTable (26, 0.2f); + + m_Supported = true; + } + + void OnEnable () { + GetComponent().depthTextureMode |= DepthTextureMode.DepthNormals; + } + + private void CreateMaterials () + { + if (!m_SSAOMaterial && m_SSAOShader.isSupported) + { + m_SSAOMaterial = CreateMaterial (m_SSAOShader); + m_SSAOMaterial.SetTexture ("_RandomTexture", m_RandomTexture); + } + } + + [ImageEffectOpaque] + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if (!m_Supported || !m_SSAOShader.isSupported) { + enabled = false; + return; + } + CreateMaterials (); + + m_Downsampling = Mathf.Clamp (m_Downsampling, 1, 6); + m_Radius = Mathf.Clamp (m_Radius, 0.05f, 1.0f); + m_MinZ = Mathf.Clamp (m_MinZ, 0.00001f, 0.5f); + m_OcclusionIntensity = Mathf.Clamp (m_OcclusionIntensity, 0.5f, 4.0f); + m_OcclusionAttenuation = Mathf.Clamp (m_OcclusionAttenuation, 0.2f, 2.0f); + m_Blur = Mathf.Clamp (m_Blur, 0, 4); + + // Render SSAO term into a smaller texture + RenderTexture rtAO = RenderTexture.GetTemporary (source.width / m_Downsampling, source.height / m_Downsampling, 0); + float fovY = GetComponent().fieldOfView; + float far = GetComponent().farClipPlane; + float y = Mathf.Tan (fovY * Mathf.Deg2Rad * 0.5f) * far; + float x = y * GetComponent().aspect; + m_SSAOMaterial.SetVector ("_FarCorner", new Vector3(x,y,far)); + int noiseWidth, noiseHeight; + if (m_RandomTexture) { + noiseWidth = m_RandomTexture.width; + noiseHeight = m_RandomTexture.height; + } else { + noiseWidth = 1; noiseHeight = 1; + } + m_SSAOMaterial.SetVector ("_NoiseScale", new Vector3 ((float)rtAO.width / noiseWidth, (float)rtAO.height / noiseHeight, 0.0f)); + m_SSAOMaterial.SetVector ("_Params", new Vector4( + m_Radius, + m_MinZ, + 1.0f / m_OcclusionAttenuation, + m_OcclusionIntensity)); + + bool doBlur = m_Blur > 0; + Graphics.Blit (doBlur ? null : source, rtAO, m_SSAOMaterial, (int)m_SampleCount); + + if (doBlur) + { + // Blur SSAO horizontally + RenderTexture rtBlurX = RenderTexture.GetTemporary (source.width, source.height, 0); + m_SSAOMaterial.SetVector ("_TexelOffsetScale", + new Vector4 ((float)m_Blur / source.width, 0,0,0)); + m_SSAOMaterial.SetTexture ("_SSAO", rtAO); + Graphics.Blit (null, rtBlurX, m_SSAOMaterial, 3); + RenderTexture.ReleaseTemporary (rtAO); // original rtAO not needed anymore + + // Blur SSAO vertically + RenderTexture rtBlurY = RenderTexture.GetTemporary (source.width, source.height, 0); + m_SSAOMaterial.SetVector ("_TexelOffsetScale", + new Vector4 (0, (float)m_Blur/source.height, 0,0)); + m_SSAOMaterial.SetTexture ("_SSAO", rtBlurX); + Graphics.Blit (source, rtBlurY, m_SSAOMaterial, 3); + RenderTexture.ReleaseTemporary (rtBlurX); // blurX RT not needed anymore + + rtAO = rtBlurY; // AO is the blurred one now + } + + // Modulate scene rendering with SSAO + m_SSAOMaterial.SetTexture ("_SSAO", rtAO); + Graphics.Blit (source, destination, m_SSAOMaterial, 4); + + RenderTexture.ReleaseTemporary (rtAO); + } + + /* + private void CreateRandomTable (int count, float minLength) + { + Random.seed = 1337; + Vector3[] samples = new Vector3[count]; + // initial samples + for (int i = 0; i < count; ++i) + samples[i] = Random.onUnitSphere; + // energy minimization: push samples away from others + int iterations = 100; + while (iterations-- > 0) { + for (int i = 0; i < count; ++i) { + Vector3 vec = samples[i]; + Vector3 res = Vector3.zero; + // minimize with other samples + for (int j = 0; j < count; ++j) { + Vector3 force = vec - samples[j]; + float fac = Vector3.Dot (force, force); + if (fac > 0.00001f) + res += force * (1.0f / fac); + } + samples[i] = (samples[i] + res * 0.5f).normalized; + } + } + // now scale samples between minLength and 1.0 + for (int i = 0; i < count; ++i) { + samples[i] = samples[i] * Random.Range (minLength, 1.0f); + } + + string table = string.Format ("#define SAMPLE_COUNT {0}\n", count); + table += "const float3 RAND_SAMPLES[SAMPLE_COUNT] = {\n"; + for (int i = 0; i < count; ++i) { + Vector3 v = samples[i]; + table += string.Format("\tfloat3({0},{1},{2}),\n", v.x, v.y, v.z); + } + table += "};\n"; + Debug.Log (table); + } + */ + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientOcclusion.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientOcclusion.cs.meta new file mode 100644 index 00000000..8fda23ba --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/ScreenSpaceAmbientOcclusion.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: b0923359e9e352a4b9b11c7b7161ad67 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - m_SSAOShader: {fileID: 4800000, guid: 43ca18288c424f645aaa1e9e07f04c50, type: 3} + - m_RandomTexture: {fileID: 2800000, guid: a181ca8e3c62f3e4b8f183f6c586b032, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/SepiaTone.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SepiaTone.cs new file mode 100644 index 00000000..86ac0c12 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SepiaTone.cs @@ -0,0 +1,16 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Color Adjustments/Sepia Tone")] + public class SepiaTone : ImageEffectBase + { + // Called by camera to apply image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + Graphics.Blit (source, destination, material); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/SepiaTone.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SepiaTone.cs.meta new file mode 100644 index 00000000..94ff94c8 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SepiaTone.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: a07a781cad112c75d0008dfa8d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: b6aa781cad112c75d0008dfa8d76c639, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/SunShafts.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SunShafts.cs new file mode 100644 index 00000000..480ef259 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SunShafts.cs @@ -0,0 +1,147 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Rendering/Sun Shafts")] + public class SunShafts : PostEffectsBase + { + public enum SunShaftsResolution + { + Low = 0, + Normal = 1, + High = 2, + } + + public enum ShaftsScreenBlendMode + { + Screen = 0, + Add = 1, + } + + + public SunShaftsResolution resolution = SunShaftsResolution.Normal; + public ShaftsScreenBlendMode screenBlendMode = ShaftsScreenBlendMode.Screen; + + public Transform sunTransform; + public int radialBlurIterations = 2; + public Color sunColor = Color.white; + public Color sunThreshold = new Color(0.87f,0.74f,0.65f); + public float sunShaftBlurRadius = 2.5f; + public float sunShaftIntensity = 1.15f; + + public float maxRadius = 0.75f; + + public bool useDepthTexture = true; + + public Shader sunShaftsShader; + private Material sunShaftsMaterial; + + public Shader simpleClearShader; + private Material simpleClearMaterial; + + + public override bool CheckResources () { + CheckSupport (useDepthTexture); + + sunShaftsMaterial = CheckShaderAndCreateMaterial (sunShaftsShader, sunShaftsMaterial); + simpleClearMaterial = CheckShaderAndCreateMaterial (simpleClearShader, simpleClearMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (CheckResources()==false) { + Graphics.Blit (source, destination); + return; + } + + // we actually need to check this every frame + if (useDepthTexture) + GetComponent().depthTextureMode |= DepthTextureMode.Depth; + + int divider = 4; + if (resolution == SunShaftsResolution.Normal) + divider = 2; + else if (resolution == SunShaftsResolution.High) + divider = 1; + + Vector3 v = Vector3.one * 0.5f; + if (sunTransform) + v = GetComponent().WorldToViewportPoint (sunTransform.position); + else + v = new Vector3(0.5f, 0.5f, 0.0f); + + int rtW = source.width / divider; + int rtH = source.height / divider; + + RenderTexture lrColorB; + RenderTexture lrDepthBuffer = RenderTexture.GetTemporary (rtW, rtH, 0); + + // mask out everything except the skybox + // we have 2 methods, one of which requires depth buffer support, the other one is just comparing images + + sunShaftsMaterial.SetVector ("_BlurRadius4", new Vector4 (1.0f, 1.0f, 0.0f, 0.0f) * sunShaftBlurRadius ); + sunShaftsMaterial.SetVector ("_SunPosition", new Vector4 (v.x, v.y, v.z, maxRadius)); + sunShaftsMaterial.SetVector ("_SunThreshold", sunThreshold); + + if (!useDepthTexture) { + var format= GetComponent().hdr ? RenderTextureFormat.DefaultHDR: RenderTextureFormat.Default; + RenderTexture tmpBuffer = RenderTexture.GetTemporary (source.width, source.height, 0, format); + RenderTexture.active = tmpBuffer; + GL.ClearWithSkybox (false, GetComponent()); + + sunShaftsMaterial.SetTexture ("_Skybox", tmpBuffer); + Graphics.Blit (source, lrDepthBuffer, sunShaftsMaterial, 3); + RenderTexture.ReleaseTemporary (tmpBuffer); + } + else { + Graphics.Blit (source, lrDepthBuffer, sunShaftsMaterial, 2); + } + + // paint a small black small border to get rid of clamping problems + DrawBorder (lrDepthBuffer, simpleClearMaterial); + + // radial blur: + + radialBlurIterations = Mathf.Clamp (radialBlurIterations, 1, 4); + + float ofs = sunShaftBlurRadius * (1.0f / 768.0f); + + sunShaftsMaterial.SetVector ("_BlurRadius4", new Vector4 (ofs, ofs, 0.0f, 0.0f)); + sunShaftsMaterial.SetVector ("_SunPosition", new Vector4 (v.x, v.y, v.z, maxRadius)); + + for (int it2 = 0; it2 < radialBlurIterations; it2++ ) { + // each iteration takes 2 * 6 samples + // we update _BlurRadius each time to cheaply get a very smooth look + + lrColorB = RenderTexture.GetTemporary (rtW, rtH, 0); + Graphics.Blit (lrDepthBuffer, lrColorB, sunShaftsMaterial, 1); + RenderTexture.ReleaseTemporary (lrDepthBuffer); + ofs = sunShaftBlurRadius * (((it2 * 2.0f + 1.0f) * 6.0f)) / 768.0f; + sunShaftsMaterial.SetVector ("_BlurRadius4", new Vector4 (ofs, ofs, 0.0f, 0.0f) ); + + lrDepthBuffer = RenderTexture.GetTemporary (rtW, rtH, 0); + Graphics.Blit (lrColorB, lrDepthBuffer, sunShaftsMaterial, 1); + RenderTexture.ReleaseTemporary (lrColorB); + ofs = sunShaftBlurRadius * (((it2 * 2.0f + 2.0f) * 6.0f)) / 768.0f; + sunShaftsMaterial.SetVector ("_BlurRadius4", new Vector4 (ofs, ofs, 0.0f, 0.0f) ); + } + + // put together: + + if (v.z >= 0.0f) + sunShaftsMaterial.SetVector ("_SunColor", new Vector4 (sunColor.r, sunColor.g, sunColor.b, sunColor.a) * sunShaftIntensity); + else + sunShaftsMaterial.SetVector ("_SunColor", Vector4.zero); // no backprojection ! + sunShaftsMaterial.SetTexture ("_ColorBuffer", lrDepthBuffer); + Graphics.Blit (source, destination, sunShaftsMaterial, (screenBlendMode == ShaftsScreenBlendMode.Screen) ? 0 : 4); + + RenderTexture.ReleaseTemporary (lrDepthBuffer); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/SunShafts.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SunShafts.cs.meta new file mode 100644 index 00000000..acf1863d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/SunShafts.cs.meta @@ -0,0 +1,12 @@ +fileFormatVersion: 2 +guid: 60e318a6043c1cb4a8ce1c8805bab930 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - sunTransform: {instanceID: 0} + - sunShaftsShader: {fileID: 4800000, guid: d3b1c8c1036784176946f5cfbfb7fe4c, type: 3} + - simpleClearShader: {fileID: 4800000, guid: f688f89ed5eb847c5b19c934a0f1e772, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/TiltShift.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/TiltShift.cs new file mode 100644 index 00000000..41fde70d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/TiltShift.cs @@ -0,0 +1,75 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Camera/Tilt Shift (Lens Blur)")] + class TiltShift : PostEffectsBase { + public enum TiltShiftMode + { + TiltShiftMode, + IrisMode, + } + public enum TiltShiftQuality + { + Preview, + Normal, + High, + } + + public TiltShiftMode mode = TiltShiftMode.TiltShiftMode; + public TiltShiftQuality quality = TiltShiftQuality.Normal; + + [Range(0.0f, 15.0f)] + public float blurArea = 1.0f; + + [Range(0.0f, 25.0f)] + public float maxBlurSize = 5.0f; + + [Range(0, 1)] + public int downsample = 0; + + public Shader tiltShiftShader = null; + private Material tiltShiftMaterial = null; + + + public override bool CheckResources () { + CheckSupport (true); + + tiltShiftMaterial = CheckShaderAndCreateMaterial (tiltShiftShader, tiltShiftMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + void OnRenderImage (RenderTexture source, RenderTexture destination) { + if (CheckResources() == false) { + Graphics.Blit (source, destination); + return; + } + + tiltShiftMaterial.SetFloat("_BlurSize", maxBlurSize < 0.0f ? 0.0f : maxBlurSize); + tiltShiftMaterial.SetFloat("_BlurArea", blurArea); + source.filterMode = FilterMode.Bilinear; + + RenderTexture rt = destination; + if (downsample > 0f) { + rt = RenderTexture.GetTemporary (source.width>>downsample, source.height>>downsample, 0, source.format); + rt.filterMode = FilterMode.Bilinear; + } + + int basePassNr = (int) quality; basePassNr *= 2; + Graphics.Blit (source, rt, tiltShiftMaterial, mode == TiltShiftMode.TiltShiftMode ? basePassNr : basePassNr + 1); + + if (downsample > 0) { + tiltShiftMaterial.SetTexture ("_Blurred", rt); + Graphics.Blit (source, destination, tiltShiftMaterial, 6); + } + + if (rt != destination) + RenderTexture.ReleaseTemporary (rt); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/TiltShift.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/TiltShift.cs.meta new file mode 100644 index 00000000..6fb44f41 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/TiltShift.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: a22b3a7095a744a428c134b5e26ad68e +MonoImporter: + serializedVersion: 2 + defaultReferences: + - tiltShiftShader: {fileID: 4800000, guid: bf34d2a25450349699e8ae6456fa7ca9, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Tonemapping.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Tonemapping.cs new file mode 100644 index 00000000..665ee987 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Tonemapping.cs @@ -0,0 +1,274 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent(typeof (Camera))] + [AddComponentMenu("Image Effects/Color Adjustments/Tonemapping")] + public class Tonemapping : PostEffectsBase + { + public enum TonemapperType + { + SimpleReinhard, + UserCurve, + Hable, + Photographic, + OptimizedHejiDawson, + AdaptiveReinhard, + AdaptiveReinhardAutoWhite, + }; + + public enum AdaptiveTexSize + { + Square16 = 16, + Square32 = 32, + Square64 = 64, + Square128 = 128, + Square256 = 256, + Square512 = 512, + Square1024 = 1024, + }; + + public TonemapperType type = TonemapperType.Photographic; + public AdaptiveTexSize adaptiveTextureSize = AdaptiveTexSize.Square256; + + // CURVE parameter + public AnimationCurve remapCurve; + private Texture2D curveTex = null; + + // UNCHARTED parameter + public float exposureAdjustment = 1.5f; + + // REINHARD parameter + public float middleGrey = 0.4f; + public float white = 2.0f; + public float adaptionSpeed = 1.5f; + + // usual & internal stuff + public Shader tonemapper = null; + public bool validRenderTextureFormat = true; + private Material tonemapMaterial = null; + private RenderTexture rt = null; + private RenderTextureFormat rtFormat = RenderTextureFormat.ARGBHalf; + + + public override bool CheckResources() + { + CheckSupport(false, true); + + tonemapMaterial = CheckShaderAndCreateMaterial(tonemapper, tonemapMaterial); + if (!curveTex && type == TonemapperType.UserCurve) + { + curveTex = new Texture2D(256, 1, TextureFormat.ARGB32, false, true); + curveTex.filterMode = FilterMode.Bilinear; + curveTex.wrapMode = TextureWrapMode.Clamp; + curveTex.hideFlags = HideFlags.DontSave; + } + + if (!isSupported) + ReportAutoDisable(); + return isSupported; + } + + + public float UpdateCurve() + { + float range = 1.0f; + if (remapCurve.keys.Length < 1) + remapCurve = new AnimationCurve(new Keyframe(0, 0), new Keyframe(2, 1)); + if (remapCurve != null) + { + if (remapCurve.length > 0) + range = remapCurve[remapCurve.length - 1].time; + for (float i = 0.0f; i <= 1.0f; i += 1.0f/255.0f) + { + float c = remapCurve.Evaluate(i*1.0f*range); + curveTex.SetPixel((int) Mathf.Floor(i*255.0f), 0, new Color(c, c, c)); + } + curveTex.Apply(); + } + return 1.0f/range; + } + + + private void OnDisable() + { + if (rt) + { + DestroyImmediate(rt); + rt = null; + } + if (tonemapMaterial) + { + DestroyImmediate(tonemapMaterial); + tonemapMaterial = null; + } + if (curveTex) + { + DestroyImmediate(curveTex); + curveTex = null; + } + } + + + private bool CreateInternalRenderTexture() + { + if (rt) + { + return false; + } + rtFormat = SystemInfo.SupportsRenderTextureFormat(RenderTextureFormat.RGHalf) ? RenderTextureFormat.RGHalf : RenderTextureFormat.ARGBHalf; + rt = new RenderTexture(1, 1, 0, rtFormat); + rt.hideFlags = HideFlags.DontSave; + return true; + } + + + // attribute indicates that the image filter chain will continue in LDR + [ImageEffectTransformsToLDR] + private void OnRenderImage(RenderTexture source, RenderTexture destination) + { + if (CheckResources() == false) + { + Graphics.Blit(source, destination); + return; + } + +#if UNITY_EDITOR + validRenderTextureFormat = true; + if (source.format != RenderTextureFormat.ARGBHalf) + { + validRenderTextureFormat = false; + } +#endif + + // clamp some values to not go out of a valid range + + exposureAdjustment = exposureAdjustment < 0.001f ? 0.001f : exposureAdjustment; + + // SimpleReinhard tonemappers (local, non adaptive) + + if (type == TonemapperType.UserCurve) + { + float rangeScale = UpdateCurve(); + tonemapMaterial.SetFloat("_RangeScale", rangeScale); + tonemapMaterial.SetTexture("_Curve", curveTex); + Graphics.Blit(source, destination, tonemapMaterial, 4); + return; + } + + if (type == TonemapperType.SimpleReinhard) + { + tonemapMaterial.SetFloat("_ExposureAdjustment", exposureAdjustment); + Graphics.Blit(source, destination, tonemapMaterial, 6); + return; + } + + if (type == TonemapperType.Hable) + { + tonemapMaterial.SetFloat("_ExposureAdjustment", exposureAdjustment); + Graphics.Blit(source, destination, tonemapMaterial, 5); + return; + } + + if (type == TonemapperType.Photographic) + { + tonemapMaterial.SetFloat("_ExposureAdjustment", exposureAdjustment); + Graphics.Blit(source, destination, tonemapMaterial, 8); + return; + } + + if (type == TonemapperType.OptimizedHejiDawson) + { + tonemapMaterial.SetFloat("_ExposureAdjustment", 0.5f*exposureAdjustment); + Graphics.Blit(source, destination, tonemapMaterial, 7); + return; + } + + // still here? + // => adaptive tone mapping: + // builds an average log luminance, tonemaps according to + // middle grey and white values (user controlled) + + // AdaptiveReinhardAutoWhite will calculate white value automagically + + bool freshlyBrewedInternalRt = CreateInternalRenderTexture(); // this retrieves rtFormat, so should happen before rt allocations + + RenderTexture rtSquared = RenderTexture.GetTemporary((int) adaptiveTextureSize, (int) adaptiveTextureSize, 0, rtFormat); + Graphics.Blit(source, rtSquared); + + int downsample = (int) Mathf.Log(rtSquared.width*1.0f, 2); + + int div = 2; + var rts = new RenderTexture[downsample]; + for (int i = 0; i < downsample; i++) + { + rts[i] = RenderTexture.GetTemporary(rtSquared.width/div, rtSquared.width/div, 0, rtFormat); + div *= 2; + } + + // downsample pyramid + + var lumRt = rts[downsample - 1]; + Graphics.Blit(rtSquared, rts[0], tonemapMaterial, 1); + if (type == TonemapperType.AdaptiveReinhardAutoWhite) + { + for (int i = 0; i < downsample - 1; i++) + { + Graphics.Blit(rts[i], rts[i + 1], tonemapMaterial, 9); + lumRt = rts[i + 1]; + } + } + else if (type == TonemapperType.AdaptiveReinhard) + { + for (int i = 0; i < downsample - 1; i++) + { + Graphics.Blit(rts[i], rts[i + 1]); + lumRt = rts[i + 1]; + } + } + + // we have the needed values, let's apply adaptive tonemapping + + adaptionSpeed = adaptionSpeed < 0.001f ? 0.001f : adaptionSpeed; + tonemapMaterial.SetFloat("_AdaptionSpeed", adaptionSpeed); + + rt.MarkRestoreExpected(); // keeping luminance values between frames, RT restore expected + +#if UNITY_EDITOR + if (Application.isPlaying && !freshlyBrewedInternalRt) + Graphics.Blit(lumRt, rt, tonemapMaterial, 2); + else + Graphics.Blit(lumRt, rt, tonemapMaterial, 3); +#else + Graphics.Blit (lumRt, rt, tonemapMaterial, freshlyBrewedInternalRt ? 3 : 2); +#endif + + middleGrey = middleGrey < 0.001f ? 0.001f : middleGrey; + tonemapMaterial.SetVector("_HdrParams", new Vector4(middleGrey, middleGrey, middleGrey, white*white)); + tonemapMaterial.SetTexture("_SmallTex", rt); + if (type == TonemapperType.AdaptiveReinhard) + { + Graphics.Blit(source, destination, tonemapMaterial, 0); + } + else if (type == TonemapperType.AdaptiveReinhardAutoWhite) + { + Graphics.Blit(source, destination, tonemapMaterial, 10); + } + else + { + Debug.LogError("No valid adaptive tonemapper type found!"); + Graphics.Blit(source, destination); // at least we get the TransformToLDR effect + } + + // cleanup for adaptive + + for (int i = 0; i < downsample; i++) + { + RenderTexture.ReleaseTemporary(rts[i]); + } + RenderTexture.ReleaseTemporary(rtSquared); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Tonemapping.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Tonemapping.cs.meta new file mode 100644 index 00000000..4443b428 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Tonemapping.cs.meta @@ -0,0 +1,10 @@ +fileFormatVersion: 2 +guid: e50e925fb93c78246bf995d9dc3a2330 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - tonemapper: {fileID: 4800000, guid: 003377fc2620a44939dadde6fe3f8190, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Triangles.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Triangles.cs new file mode 100644 index 00000000..516bded9 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Triangles.cs @@ -0,0 +1,112 @@ +using System; +using UnityEngine; +using Object = UnityEngine.Object; + +namespace UnityStandardAssets.ImageEffects +{ + class Triangles + { + private static Mesh[] meshes; + private static int currentTris = 0; + + static bool HasMeshes() + { + if (meshes == null) + return false; + for (int i = 0; i < meshes.Length; i++) + if (null == meshes[i]) + return false; + + return true; + } + + static void Cleanup() + { + if (meshes == null) + return; + + for (int i = 0; i < meshes.Length; i++) + { + if (null != meshes[i]) + { + Object.DestroyImmediate(meshes[i]); + meshes[i] = null; + } + } + meshes = null; + } + + static Mesh[] GetMeshes(int totalWidth, int totalHeight) + { + if (HasMeshes() && (currentTris == (totalWidth * totalHeight))) + { + return meshes; + } + + int maxTris = 65000 / 3; + int totalTris = totalWidth * totalHeight; + currentTris = totalTris; + + int meshCount = Mathf.CeilToInt((1.0f * totalTris) / (1.0f * maxTris)); + + meshes = new Mesh[meshCount]; + + int i = 0; + int index = 0; + for (i = 0; i < totalTris; i += maxTris) + { + int tris = Mathf.FloorToInt(Mathf.Clamp((totalTris - i), 0, maxTris)); + + meshes[index] = GetMesh(tris, i, totalWidth, totalHeight); + index++; + } + + return meshes; + } + + static Mesh GetMesh(int triCount, int triOffset, int totalWidth, int totalHeight) + { + var mesh = new Mesh(); + mesh.hideFlags = HideFlags.DontSave; + + var verts = new Vector3[triCount * 3]; + var uvs = new Vector2[triCount * 3]; + var uvs2 = new Vector2[triCount * 3]; + var tris = new int[triCount * 3]; + + for (int i = 0; i < triCount; i++) + { + int i3 = i * 3; + int vertexWithOffset = triOffset + i; + + float x = Mathf.Floor(vertexWithOffset % totalWidth) / totalWidth; + float y = Mathf.Floor(vertexWithOffset / totalWidth) / totalHeight; + + Vector3 position = new Vector3(x * 2 - 1, y * 2 - 1, 1.0f); + + verts[i3 + 0] = position; + verts[i3 + 1] = position; + verts[i3 + 2] = position; + + uvs[i3 + 0] = new Vector2(0.0f, 0.0f); + uvs[i3 + 1] = new Vector2(1.0f, 0.0f); + uvs[i3 + 2] = new Vector2(0.0f, 1.0f); + + uvs2[i3 + 0] = new Vector2(x, y); + uvs2[i3 + 1] = new Vector2(x, y); + uvs2[i3 + 2] = new Vector2(x, y); + + tris[i3 + 0] = i3 + 0; + tris[i3 + 1] = i3 + 1; + tris[i3 + 2] = i3 + 2; + } + + mesh.vertices = verts; + mesh.triangles = tris; + mesh.uv = uvs; + mesh.uv2 = uvs2; + + return mesh; + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Triangles.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Triangles.cs.meta new file mode 100644 index 00000000..2ea56f0f --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Triangles.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 18b91636de2ba3445913e4cf38528dc8 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Twirl.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Twirl.cs new file mode 100644 index 00000000..d73589aa --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Twirl.cs @@ -0,0 +1,21 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Displacement/Twirl")] + public class Twirl : ImageEffectBase + { + public Vector2 radius = new Vector2(0.3F,0.3F); + public float angle = 50; + public Vector2 center = new Vector2 (0.5F, 0.5F); + + + // Called by camera to apply image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + ImageEffects.RenderDistortion (material, source, destination, angle, center, radius); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Twirl.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Twirl.cs.meta new file mode 100644 index 00000000..4b0b6c84 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Twirl.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: bdda781cad112c75d0008dfa8d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: 641b781cad112c75d0008dfa8d76c639, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/VignetteAndChromaticAberration.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/VignetteAndChromaticAberration.cs new file mode 100644 index 00000000..b2c16783 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/VignetteAndChromaticAberration.cs @@ -0,0 +1,114 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [RequireComponent (typeof(Camera))] + [AddComponentMenu ("Image Effects/Camera/Vignette and Chromatic Aberration")] + public class VignetteAndChromaticAberration : PostEffectsBase + { + public enum AberrationMode + { + Simple = 0, + Advanced = 1, + } + + + public AberrationMode mode = AberrationMode.Simple; + public float intensity = 0.375f; // intensity == 0 disables pre pass (optimization) + public float chromaticAberration = 0.2f; + public float axialAberration = 0.5f; + public float blur = 0.0f; // blur == 0 disables blur pass (optimization) + public float blurSpread = 0.75f; + public float luminanceDependency = 0.25f; + public float blurDistance = 2.5f; + public Shader vignetteShader; + public Shader separableBlurShader; + public Shader chromAberrationShader; + + + private Material m_VignetteMaterial; + private Material m_SeparableBlurMaterial; + private Material m_ChromAberrationMaterial; + + + public override bool CheckResources () + { + CheckSupport (false); + + m_VignetteMaterial = CheckShaderAndCreateMaterial (vignetteShader, m_VignetteMaterial); + m_SeparableBlurMaterial = CheckShaderAndCreateMaterial (separableBlurShader, m_SeparableBlurMaterial); + m_ChromAberrationMaterial = CheckShaderAndCreateMaterial (chromAberrationShader, m_ChromAberrationMaterial); + + if (!isSupported) + ReportAutoDisable (); + return isSupported; + } + + + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + if ( CheckResources () == false) + { + Graphics.Blit (source, destination); + return; + } + + int rtW = source.width; + int rtH = source.height; + + bool doPrepass = (Mathf.Abs(blur)>0.0f || Mathf.Abs(intensity)>0.0f); + + float widthOverHeight = (1.0f * rtW) / (1.0f * rtH); + const float oneOverBaseSize = 1.0f / 512.0f; + + RenderTexture color = null; + RenderTexture color2A = null; + + if (doPrepass) + { + color = RenderTexture.GetTemporary (rtW, rtH, 0, source.format); + + // Blur corners + if (Mathf.Abs (blur)>0.0f) + { + color2A = RenderTexture.GetTemporary (rtW / 2, rtH / 2, 0, source.format); + + Graphics.Blit (source, color2A, m_ChromAberrationMaterial, 0); + + for(int i = 0; i < 2; i++) + { // maybe make iteration count tweakable + m_SeparableBlurMaterial.SetVector ("offsets",new Vector4 (0.0f, blurSpread * oneOverBaseSize, 0.0f, 0.0f)); + RenderTexture color2B = RenderTexture.GetTemporary (rtW / 2, rtH / 2, 0, source.format); + Graphics.Blit (color2A, color2B, m_SeparableBlurMaterial); + RenderTexture.ReleaseTemporary (color2A); + + m_SeparableBlurMaterial.SetVector ("offsets",new Vector4 (blurSpread * oneOverBaseSize / widthOverHeight, 0.0f, 0.0f, 0.0f)); + color2A = RenderTexture.GetTemporary (rtW / 2, rtH / 2, 0, source.format); + Graphics.Blit (color2B, color2A, m_SeparableBlurMaterial); + RenderTexture.ReleaseTemporary (color2B); + } + } + + m_VignetteMaterial.SetFloat ("_Intensity", intensity); // intensity for vignette + m_VignetteMaterial.SetFloat ("_Blur", blur); // blur intensity + m_VignetteMaterial.SetTexture ("_VignetteTex", color2A); // blurred texture + + Graphics.Blit (source, color, m_VignetteMaterial, 0); // prepass blit: darken & blur corners + } + + m_ChromAberrationMaterial.SetFloat ("_ChromaticAberration", chromaticAberration); + m_ChromAberrationMaterial.SetFloat ("_AxialAberration", axialAberration); + m_ChromAberrationMaterial.SetVector ("_BlurDistance", new Vector2 (-blurDistance, blurDistance)); + m_ChromAberrationMaterial.SetFloat ("_Luminance", 1.0f/Mathf.Max(Mathf.Epsilon, luminanceDependency)); + + if (doPrepass) color.wrapMode = TextureWrapMode.Clamp; + else source.wrapMode = TextureWrapMode.Clamp; + Graphics.Blit (doPrepass ? color : source, destination, m_ChromAberrationMaterial, mode == AberrationMode.Advanced ? 2 : 1); + + RenderTexture.ReleaseTemporary (color); + RenderTexture.ReleaseTemporary (color2A); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/VignetteAndChromaticAberration.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/VignetteAndChromaticAberration.cs.meta new file mode 100644 index 00000000..6b6a8139 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/VignetteAndChromaticAberration.cs.meta @@ -0,0 +1,14 @@ +fileFormatVersion: 2 +guid: dd6d4281e5d7cd44d8c6e38bc2c1b8d8 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - vignetteShader: {fileID: 4800000, guid: 627943dc7a9a74286b70a4f694a0acd5, type: 3} + - separableBlurShader: {fileID: 4800000, guid: e97c14fbb5ea04c3a902cc533d7fc5d1, + type: 3} + - chromAberrationShader: {fileID: 4800000, guid: 2b4f29398d9484ccfa9fd220449f5eee, + type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Vortex.cs b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Vortex.cs new file mode 100644 index 00000000..8a2d8665 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Vortex.cs @@ -0,0 +1,20 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.ImageEffects +{ + [ExecuteInEditMode] + [AddComponentMenu("Image Effects/Displacement/Vortex")] + public class Vortex : ImageEffectBase + { + public Vector2 radius = new Vector2(0.4F,0.4F); + public float angle = 50; + public Vector2 center = new Vector2(0.5F, 0.5F); + + // Called by camera to apply image effect + void OnRenderImage (RenderTexture source, RenderTexture destination) + { + ImageEffects.RenderDistortion (material, source, destination, angle, center, radius); + } + } +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Scripts/Vortex.cs.meta b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Vortex.cs.meta new file mode 100644 index 00000000..f6b80891 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Scripts/Vortex.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: a94b781cad112c75d0008dfa8d76c639 +MonoImporter: + serializedVersion: 2 + defaultReferences: + - shader: {fileID: 4800000, guid: 708b781cad112c75d0008dfa8d76c639, type: 3} + executionOrder: 0 + icon: {instanceID: 0} + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders.meta new file mode 100644 index 00000000..d0cb555b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 2eeceea58c8a5604a8484af12f7868f8 +folderAsset: yes +timeCreated: 1507412775 +licenseType: Free +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlendModesOverlay.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlendModesOverlay.shader new file mode 100644 index 00000000..b124d1c3 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlendModesOverlay.shader @@ -0,0 +1,135 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/BlendModesOverlay" { + Properties { + _MainTex ("Screen Blended", 2D) = "" {} + _Overlay ("Color", 2D) = "grey" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv[2] : TEXCOORD0; + }; + + sampler2D _Overlay; + sampler2D _MainTex; + + half _Intensity; + half4 _MainTex_TexelSize; + half4 _UV_Transform = half4(1, 0, 0, 1); + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + + o.uv[0] = float2( + dot(v.texcoord.xy, _UV_Transform.xy), + dot(v.texcoord.xy, _UV_Transform.zw) + ); + + #if UNITY_UV_STARTS_AT_TOP + if(_MainTex_TexelSize.y<0.0) + o.uv[0].y = 1.0-o.uv[0].y; + #endif + + o.uv[1] = v.texcoord.xy; + return o; + } + + half4 fragAddSub (v2f i) : SV_Target { + half4 toAdd = tex2D(_Overlay, i.uv[0]) * _Intensity; + return tex2D(_MainTex, i.uv[1]) + toAdd; + } + + half4 fragMultiply (v2f i) : SV_Target { + half4 toBlend = tex2D(_Overlay, i.uv[0]) * _Intensity; + return tex2D(_MainTex, i.uv[1]) * toBlend; + } + + half4 fragScreen (v2f i) : SV_Target { + half4 toBlend = (tex2D(_Overlay, i.uv[0]) * _Intensity); + return 1-(1-toBlend)*(1-(tex2D(_MainTex, i.uv[1]))); + } + + half4 fragOverlay (v2f i) : SV_Target { + half4 m = (tex2D(_Overlay, i.uv[0]));// * 255.0; + half4 color = (tex2D(_MainTex, i.uv[1]));//* 255.0; + + // overlay blend mode + //color.rgb = (color.rgb/255.0) * (color.rgb + ((2*m.rgb)/( 255.0 )) * (255.0-color.rgb)); + //color.rgb /= 255.0; + + /* +if (Target > ½) R = 1 - (1-2x(Target-½)) x (1-Blend) +if (Target <= ½) R = (2xTarget) x Blend + */ + + float3 check = step(0.5, color.rgb); + float3 result = 0; + + result = check * (half3(1,1,1) - ( (half3(1,1,1) - 2*(color.rgb-0.5)) * (1-m.rgb))); + result += (1-check) * (2*color.rgb) * m.rgb; + + return half4(lerp(color.rgb, result.rgb, (_Intensity)), color.a); + } + + half4 fragAlphaBlend (v2f i) : SV_Target { + half4 toAdd = tex2D(_Overlay, i.uv[0]) ; + return lerp(tex2D(_MainTex, i.uv[1]), toAdd, toAdd.a); + } + + + ENDCG + +Subshader { + ZTest Always Cull Off ZWrite Off + ColorMask RGB + + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAddSub + ENDCG + } + + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragScreen + ENDCG + } + + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragMultiply + ENDCG + } + + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragOverlay + ENDCG + } + + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAlphaBlend + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlendModesOverlay.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlendModesOverlay.shader.meta new file mode 100644 index 00000000..ebf8628a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlendModesOverlay.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 8c81db0e527d24acc9bcec04e87781bd +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlurEffectConeTaps.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlurEffectConeTaps.shader new file mode 100644 index 00000000..5cc7d10a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlurEffectConeTaps.shader @@ -0,0 +1,44 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/BlurEffectConeTap" { + Properties { _MainTex ("", any) = "" {} } + CGINCLUDE + #include "UnityCG.cginc" + struct v2f { + float4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + half2 taps[4] : TEXCOORD1; + }; + sampler2D _MainTex; + half4 _MainTex_TexelSize; + half4 _BlurOffsets; + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord - _BlurOffsets.xy * _MainTex_TexelSize.xy; // hack, see BlurEffect.cs for the reason for this. let's make a new blur effect soon + o.taps[0] = o.uv + _MainTex_TexelSize * _BlurOffsets.xy; + o.taps[1] = o.uv - _MainTex_TexelSize * _BlurOffsets.xy; + o.taps[2] = o.uv + _MainTex_TexelSize * _BlurOffsets.xy * half2(1,-1); + o.taps[3] = o.uv - _MainTex_TexelSize * _BlurOffsets.xy * half2(1,-1); + return o; + } + half4 frag(v2f i) : SV_Target { + half4 color = tex2D(_MainTex, i.taps[0]); + color += tex2D(_MainTex, i.taps[1]); + color += tex2D(_MainTex, i.taps[2]); + color += tex2D(_MainTex, i.taps[3]); + return color * 0.25; + } + ENDCG + SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + ENDCG + } + } + Fallback off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlurEffectConeTaps.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlurEffectConeTaps.shader.meta new file mode 100644 index 00000000..5d9fd5e4 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/BlurEffectConeTaps.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 57e6deea7c2924e22a5138e2b70bb4dc +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/CameraMotionBlur.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/CameraMotionBlur.shader new file mode 100644 index 00000000..47330069 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/CameraMotionBlur.shader @@ -0,0 +1,518 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + /* + CAMERA MOTION BLUR IMAGE EFFECTS + + Reconstruction Filter: + Based on "Plausible Motion Blur" + http://graphics.cs.williams.edu/papers/MotionBlurI3D12/ + + CameraMotion: + Based on Alex Vlacho's technique in + http://www.valvesoftware.com/publications/2008/GDC2008_PostProcessingInTheOrangeBox.pdf + + SimpleBlur: + Straightforward sampling along velocities + + ScatterFromGather: + Combines Reconstruction with depth of field type defocus + */ + + Shader "Hidden/CameraMotionBlur" { + Properties { + _MainTex ("-", 2D) = "" {} + _NoiseTex ("-", 2D) = "grey" {} + _VelTex ("-", 2D) = "black" {} + _NeighbourMaxTex ("-", 2D) = "black" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + // 's' in paper (# of samples for reconstruction) + #define NUM_SAMPLES (11) + // # samples for valve style blur + #define MOTION_SAMPLES (16) + // 'k' in paper + float _MaxRadiusOrKInPaper; + + static const int SmallDiscKernelSamples = 12; + static const float2 SmallDiscKernel[SmallDiscKernelSamples] = + { + float2(-0.326212,-0.40581), + float2(-0.840144,-0.07358), + float2(-0.695914,0.457137), + float2(-0.203345,0.620716), + float2(0.96234,-0.194983), + float2(0.473434,-0.480026), + float2(0.519456,0.767022), + float2(0.185461,-0.893124), + float2(0.507431,0.064425), + float2(0.89642,0.412458), + float2(-0.32194,-0.932615), + float2(-0.791559,-0.59771) + }; + + struct v2f + { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + sampler2D_float _CameraDepthTexture; + sampler2D _VelTex; + sampler2D _NeighbourMaxTex; + sampler2D _NoiseTex; + sampler2D _TileTexDebug; + + float4 _MainTex_TexelSize; + float4 _CameraDepthTexture_TexelSize; + float4 _VelTex_TexelSize; + + float4x4 _InvViewProj; // inverse view-projection matrix + float4x4 _PrevViewProj; // previous view-projection matrix + float4x4 _ToPrevViewProjCombined; // combined + + float _Jitter; + + float _VelocityScale; + float _DisplayVelocityScale; + + float _MaxVelocity; + float _MinVelocity; + + float4 _BlurDirectionPacked; + + float _SoftZDistance; + + v2f vert(appdata_img v) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + float4 CameraVelocity(v2f i) : SV_Target + { + float2 depth_uv = i.uv; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + depth_uv.y = 1 - depth_uv.y; + #endif + + // read depth + float d = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, depth_uv); + + // calculate position from pixel from depth + float3 clipPos = float3(i.uv.x*2.0-1.0, (i.uv.y)*2.0-1.0, d); + + // only 1 matrix mul: + float4 prevClipPos = mul(_ToPrevViewProjCombined, float4(clipPos, 1.0)); + prevClipPos.xyz /= prevClipPos.w; + + /* + float4 ws = mul(_InvViewProj, float4(clipPos, 1.0)); + ws /= ws.w; + prevClipPos = mul(_PrevViewProj,ws); + prevClipPos.xyz /= prevClipPos.w; + */ + + /* + float2 vel = _VelocityScale *(clipPos.xy - prevClipPos.xy) / 2.f; + // clamp to maximum velocity (in pixels) + float maxVel = length(_MainTex_TexelSize.xy*_MaxVelocity); + if (length(vel) > maxVel) { + vel = normalize(vel) * maxVel; + } + return float4(vel, 0.0, 0.0); + */ + + float2 vel = _MainTex_TexelSize.zw * _VelocityScale * (clipPos.xy - prevClipPos.xy) / 2.f; + float vellen = length(vel); + float maxVel = _MaxVelocity; + float2 velOut = vel * max(0.5, min(vellen, maxVel)) / (vellen + 1e-2f); + velOut *= _MainTex_TexelSize.xy; + return float4(velOut, 0.0, 0.0); + + } + + // vector with largest magnitude + float2 vmax(float2 a, float2 b) + { + float ma = dot(a, a); + float mb = dot(b, b); + return (ma > mb) ? a : b; + } + + // find dominant velocity for each tile + float4 TileMax(v2f i) : SV_Target + { + float2 uvCorner = i.uv - _MainTex_TexelSize.xy * (_MaxRadiusOrKInPaper * 0.5); + float2 maxvel = float2(0,0); + float4 baseUv = float4(uvCorner,0,0); + float4 uvScale = float4(_MainTex_TexelSize.xy, 0, 0); + + for(int l=0; l<(int)_MaxRadiusOrKInPaper; l++) + { + for(int k=0; k<(int)_MaxRadiusOrKInPaper; k++) + { + maxvel = vmax(maxvel, tex2Dlod(_MainTex, baseUv + float4(l,k,0,0) * uvScale).xy); + } + } + return float4(maxvel, 0, 1); + } + + // find maximum velocity in any adjacent tile + float4 NeighbourMax(v2f i) : SV_Target + { + float2 x_ = i.uv; + + // to fetch all neighbours, we need 3x3 point filtered samples + + float2 nx = tex2D(_MainTex, x_+float2(1.0, 1.0)*_MainTex_TexelSize.xy).xy; + nx = vmax(nx, tex2D(_MainTex, x_+float2(1.0, 0.0)*_MainTex_TexelSize.xy).xy); + nx = vmax(nx, tex2D(_MainTex, x_+float2(1.0,-1.0)*_MainTex_TexelSize.xy).xy); + nx = vmax(nx, tex2D(_MainTex, x_+float2(0.0, 1.0)*_MainTex_TexelSize.xy).xy); + nx = vmax(nx, tex2D(_MainTex, x_+float2(0.0, 0.0)*_MainTex_TexelSize.xy).xy); + nx = vmax(nx, tex2D(_MainTex, x_+float2(0.0,-1.0)*_MainTex_TexelSize.xy).xy); + nx = vmax(nx, tex2D(_MainTex, x_+float2(-1.0, 1.0)*_MainTex_TexelSize.xy).xy); + nx = vmax(nx, tex2D(_MainTex, x_+float2(-1.0, 0.0)*_MainTex_TexelSize.xy).xy); + nx = vmax(nx, tex2D(_MainTex, x_+float2(-1.0,-1.0)*_MainTex_TexelSize.xy).xy); + + return float4(nx, 0, 0); + } + + float4 Debug(v2f i) : SV_Target + { + return saturate( float4(tex2D(_MainTex, i.uv).x,abs(tex2D(_MainTex, i.uv).y),-tex2D(_MainTex, i.uv).xy) * _DisplayVelocityScale); + } + + // classification filters + float cone(float2 px, float2 py, float2 v) + { + return clamp(1.0 - (length(px - py) / length(v)), 0.0, 1.0); + } + + float cylinder(float2 x, float2 y, float2 v) + { + float lv = length(v); + return 1.0 - smoothstep(0.95*lv, 1.05*lv, length(x - y)); + } + + // is zb closer than za? + float softDepthCompare(float za, float zb) + { + return clamp(1.0 - (za - zb) / _SoftZDistance, 0.0, 1.0); + } + + float4 SimpleBlur (v2f i) : SV_Target + { + float2 x = i.uv; + float2 xf = x; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + xf.y = 1 - xf.y; + #endif + + float2 vx = tex2D(_VelTex, xf).xy; // vel at x + + float4 sum = float4(0, 0, 0, 0); + for(int l=0; l _MaxVelocity) { + blurDir *= (_MaxVelocity / velMag); + velMag = _MaxVelocity; + } + + float4 centerTap = tex2D(_MainTex, x); + float4 sum = centerTap; + + blurDir *= smoothstep(_MinVelocity * 0.25f, _MinVelocity * 2.5, velMag); + + blurDir *= _MainTex_TexelSize.xy; + blurDir /= MOTION_SAMPLES; + + for(int i=0; i mb) ? a : b; + } + + // find dominant velocity in each tile + float4 TileMax(v2f i) : SV_Target + { + float2 tilemax = float2(0.0, 0.0); + float2 srcPos = i.uv - _MainTex_TexelSize.xy * _MaxRadiusOrKInPaper * 0.5; + + for(int y=0; y<(int)_MaxRadiusOrKInPaper; y++) { + for(int x=0; x<(int)_MaxRadiusOrKInPaper; x++) { + float2 v = tex2D(_MainTex, srcPos + float2(x,y) * _MainTex_TexelSize.xy).xy; + tilemax = vmax(tilemax, v); + } + } + return float4(tilemax, 0, 1); + } + + // find maximum velocity in any adjacent tile + float4 NeighbourMax(v2f i) : SV_Target + { + float2 maxvel = float2(0.0, 0.0); + for(int y=-1; y<=1; y++) { + for(int x=-1; x<=1; x++) { + float2 v = tex2D(_MainTex, i.uv + float2(x,y) * _MainTex_TexelSize.xy).xy; + maxvel = vmax(maxvel, v); + } + } + return float4(maxvel, 0, 1); + } + + float cone(float2 px, float2 py, float2 v) + { + return clamp(1.0 - (length(px - py) / length(v)), 0.0, 1.0); + } + + float cylinder(float2 x, float2 y, float2 v) + { + float lv = length(v); + return 1.0 - smoothstep(0.95*lv, 1.05*lv, length(x - y)); + } + + float softDepthCompare(float za, float zb) + { + return clamp(1.0 - (za - zb) / _SoftZDistance, 0.0, 1.0); + } + + float4 ReconstructFilterBlur(v2f i) : SV_Target + { + float2 x = i.uv; + float2 xf = x; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + xf.y = 1-xf.y; + #endif + + float2 x2 = xf; + + float2 vn = tex2D(_NeighbourMaxTex, x2).xy; // largest velocity in neighbourhood + float4 cx = tex2D(_MainTex, x); // color at x + + float zx = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, x); + zx = -Linear01Depth(zx); // depth at x + float2 vx = tex2D(_VelTex, xf).xy; // vel at x + + // random offset [-0.5, 0.5] + float j = (tex2D(_NoiseTex, i.uv * 11.0f ).r*2-1) * _Jitter; + + // sample current pixel + float weight = 1.0; + float4 sum = cx * weight; + + int centerSample = (int)(NUM_SAMPLES-1) / 2; + + // in DX11 county we take more samples and interleave with sampling along vx direction to break up "patternized" look + + for(int l=0; l0.99999) + return half4(1,1,1,1); + else + return EncodeFloatRGBA(d); + } + + ENDCG + +Subshader { + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/ConvertDepth.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ConvertDepth.shader.meta new file mode 100644 index 00000000..8b325fac --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ConvertDepth.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 14768d3865b1342e3a861fbe19ba2db2 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/CreaseApply.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/CreaseApply.shader new file mode 100644 index 00000000..820be2ef --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/CreaseApply.shader @@ -0,0 +1,63 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + + +Shader "Hidden/CreaseApply" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _HrDepthTex ("Base (RGB)", 2D) = "white" {} + _LrDepthTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" + +sampler2D _MainTex; +sampler2D _HrDepthTex; +sampler2D _LrDepthTex; + +uniform float4 _MainTex_TexelSize; + +uniform float intensity; + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; +}; + +v2f vert( appdata_img v ) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv.xy = v.texcoord.xy; + return o; +} + +half4 frag (v2f i) : SV_Target +{ + float4 hrDepth = tex2D(_HrDepthTex, i.uv); + float4 lrDepth = tex2D(_LrDepthTex, i.uv); + + hrDepth.a = DecodeFloatRGBA(hrDepth); + lrDepth.a = DecodeFloatRGBA(lrDepth); + + float4 color = tex2D(_MainTex, i.uv); + + return color * (1.0-abs(hrDepth.a-lrDepth.a)*intensity); +} + +ENDCG + + + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/CreaseApply.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/CreaseApply.shader.meta new file mode 100644 index 00000000..648c60a5 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/CreaseApply.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: b59984d82af624bd3b0c777f038276f2 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/EdgeDetectNormals.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/EdgeDetectNormals.shader new file mode 100644 index 00000000..13f39662 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/EdgeDetectNormals.shader @@ -0,0 +1,327 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +Shader "Hidden/EdgeDetect" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv[5] : TEXCOORD0; + }; + + struct v2fd { + float4 pos : SV_POSITION; + float2 uv[2] : TEXCOORD0; + }; + + sampler2D _MainTex; + uniform float4 _MainTex_TexelSize; + + sampler2D _CameraDepthNormalsTexture; + sampler2D_float _CameraDepthTexture; + + uniform half4 _Sensitivity; + uniform half4 _BgColor; + uniform half _BgFade; + uniform half _SampleDistance; + uniform float _Exponent; + + uniform float _Threshold; + + struct v2flum { + float4 pos : SV_POSITION; + float2 uv[3] : TEXCOORD0; + }; + + v2flum vertLum (appdata_img v) + { + v2flum o; + o.pos = UnityObjectToClipPos (v.vertex); + float2 uv = MultiplyUV( UNITY_MATRIX_TEXTURE0, v.texcoord ); + o.uv[0] = uv; + o.uv[1] = uv + float2(-_MainTex_TexelSize.x, -_MainTex_TexelSize.y) * _SampleDistance; + o.uv[2] = uv + float2(+_MainTex_TexelSize.x, -_MainTex_TexelSize.y) * _SampleDistance; + return o; + } + + + fixed4 fragLum (v2flum i) : SV_Target + { + fixed4 original = tex2D(_MainTex, i.uv[0]); + + // a very simple cross gradient filter + + half3 p1 = original.rgb; + half3 p2 = tex2D(_MainTex, i.uv[1]).rgb; + half3 p3 = tex2D(_MainTex, i.uv[2]).rgb; + + half3 diff = p1 * 2 - p2 - p3; + half len = dot(diff, diff); + len = step(len, _Threshold); + //if(len >= _Threshold) + // original.rgb = 0; + + return len * lerp(original, _BgColor, _BgFade); + } + + inline half CheckSame (half2 centerNormal, float centerDepth, half4 theSample) + { + // difference in normals + // do not bother decoding normals - there's no need here + half2 diff = abs(centerNormal - theSample.xy) * _Sensitivity.y; + half isSameNormal = (diff.x + diff.y) * _Sensitivity.y < 0.1; + // difference in depth + float sampleDepth = DecodeFloatRG (theSample.zw); + float zdiff = abs(centerDepth-sampleDepth); + // scale the required threshold by the distance + half isSameDepth = zdiff * _Sensitivity.x < 0.09 * centerDepth; + + // return: + // 1 - if normals and depth are similar enough + // 0 - otherwise + + return isSameNormal * isSameDepth; + } + + v2f vertRobert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + + float2 uv = v.texcoord.xy; + o.uv[0] = uv; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + uv.y = 1-uv.y; + #endif + + // calc coord for the X pattern + // maybe nicer TODO for the future: 'rotated triangles' + + o.uv[1] = uv + _MainTex_TexelSize.xy * half2(1,1) * _SampleDistance; + o.uv[2] = uv + _MainTex_TexelSize.xy * half2(-1,-1) * _SampleDistance; + o.uv[3] = uv + _MainTex_TexelSize.xy * half2(-1,1) * _SampleDistance; + o.uv[4] = uv + _MainTex_TexelSize.xy * half2(1,-1) * _SampleDistance; + + return o; + } + + v2f vertThin( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + + float2 uv = v.texcoord.xy; + o.uv[0] = uv; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + uv.y = 1-uv.y; + #endif + + o.uv[1] = uv; + o.uv[4] = uv; + + // offsets for two additional samples + o.uv[2] = uv + float2(-_MainTex_TexelSize.x, -_MainTex_TexelSize.y) * _SampleDistance; + o.uv[3] = uv + float2(+_MainTex_TexelSize.x, -_MainTex_TexelSize.y) * _SampleDistance; + + return o; + } + + v2fd vertD( appdata_img v ) + { + v2fd o; + o.pos = UnityObjectToClipPos (v.vertex); + + float2 uv = v.texcoord.xy; + o.uv[0] = uv; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + uv.y = 1-uv.y; + #endif + + o.uv[1] = uv; + + return o; + } + + float4 fragDCheap(v2fd i) : SV_Target + { + // inspired by borderlands implementation of popular "sobel filter" + + float centerDepth = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv[1])); + float4 depthsDiag; + float4 depthsAxis; + + float2 uvDist = _SampleDistance * _MainTex_TexelSize.xy; + + depthsDiag.x = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist)); // TR + depthsDiag.y = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist*float2(-1,1))); // TL + depthsDiag.z = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist*float2(-1,1))); // BR + depthsDiag.w = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist)); // BL + + depthsAxis.x = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist*float2(0,1))); // T + depthsAxis.y = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist*float2(1,0))); // L + depthsAxis.z = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist*float2(1,0))); // R + depthsAxis.w = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist*float2(0,1))); // B + + depthsDiag -= centerDepth; + depthsAxis /= centerDepth; + + const float4 HorizDiagCoeff = float4(1,1,-1,-1); + const float4 VertDiagCoeff = float4(-1,1,-1,1); + const float4 HorizAxisCoeff = float4(1,0,0,-1); + const float4 VertAxisCoeff = float4(0,1,-1,0); + + float4 SobelH = depthsDiag * HorizDiagCoeff + depthsAxis * HorizAxisCoeff; + float4 SobelV = depthsDiag * VertDiagCoeff + depthsAxis * VertAxisCoeff; + + float SobelX = dot(SobelH, float4(1,1,1,1)); + float SobelY = dot(SobelV, float4(1,1,1,1)); + float Sobel = sqrt(SobelX * SobelX + SobelY * SobelY); + + Sobel = 1.0-pow(saturate(Sobel), _Exponent); + return Sobel * lerp(tex2D(_MainTex, i.uv[0].xy), _BgColor, _BgFade); + } + + // pretty much also just a sobel filter, except for that edges "outside" the silhouette get discarded + // which makes it compatible with other depth based post fx + + float4 fragD(v2fd i) : SV_Target + { + // inspired by borderlands implementation of popular "sobel filter" + + float centerDepth = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv[1])); + float4 depthsDiag; + float4 depthsAxis; + + float2 uvDist = _SampleDistance * _MainTex_TexelSize.xy; + + depthsDiag.x = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist)); // TR + depthsDiag.y = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist*float2(-1,1))); // TL + depthsDiag.z = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist*float2(-1,1))); // BR + depthsDiag.w = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist)); // BL + + depthsAxis.x = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist*float2(0,1))); // T + depthsAxis.y = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist*float2(1,0))); // L + depthsAxis.z = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]+uvDist*float2(1,0))); // R + depthsAxis.w = Linear01Depth(SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv[1]-uvDist*float2(0,1))); // B + + // make it work nicely with depth based image effects such as depth of field: + depthsDiag = (depthsDiag > centerDepth.xxxx) ? depthsDiag : centerDepth.xxxx; + depthsAxis = (depthsAxis > centerDepth.xxxx) ? depthsAxis : centerDepth.xxxx; + + depthsDiag -= centerDepth; + depthsAxis /= centerDepth; + + const float4 HorizDiagCoeff = float4(1,1,-1,-1); + const float4 VertDiagCoeff = float4(-1,1,-1,1); + const float4 HorizAxisCoeff = float4(1,0,0,-1); + const float4 VertAxisCoeff = float4(0,1,-1,0); + + float4 SobelH = depthsDiag * HorizDiagCoeff + depthsAxis * HorizAxisCoeff; + float4 SobelV = depthsDiag * VertDiagCoeff + depthsAxis * VertAxisCoeff; + + float SobelX = dot(SobelH, float4(1,1,1,1)); + float SobelY = dot(SobelV, float4(1,1,1,1)); + float Sobel = sqrt(SobelX * SobelX + SobelY * SobelY); + + Sobel = 1.0-pow(saturate(Sobel), _Exponent); + return Sobel * lerp(tex2D(_MainTex, i.uv[0].xy), _BgColor, _BgFade); + } + + half4 fragRobert(v2f i) : SV_Target { + half4 sample1 = tex2D(_CameraDepthNormalsTexture, i.uv[1].xy); + half4 sample2 = tex2D(_CameraDepthNormalsTexture, i.uv[2].xy); + half4 sample3 = tex2D(_CameraDepthNormalsTexture, i.uv[3].xy); + half4 sample4 = tex2D(_CameraDepthNormalsTexture, i.uv[4].xy); + + half edge = 1.0; + + edge *= CheckSame(sample1.xy, DecodeFloatRG(sample1.zw), sample2); + edge *= CheckSame(sample3.xy, DecodeFloatRG(sample3.zw), sample4); + + return edge * lerp(tex2D(_MainTex, i.uv[0]), _BgColor, _BgFade); + } + + half4 fragThin (v2f i) : SV_Target + { + half4 original = tex2D(_MainTex, i.uv[0]); + + half4 center = tex2D (_CameraDepthNormalsTexture, i.uv[1]); + half4 sample1 = tex2D (_CameraDepthNormalsTexture, i.uv[2]); + half4 sample2 = tex2D (_CameraDepthNormalsTexture, i.uv[3]); + + // encoded normal + half2 centerNormal = center.xy; + // decoded depth + float centerDepth = DecodeFloatRG (center.zw); + + half edge = 1.0; + + edge *= CheckSame(centerNormal, centerDepth, sample1); + edge *= CheckSame(centerNormal, centerDepth, sample2); + + return edge * lerp(original, _BgColor, _BgFade); + } + + ENDCG + +Subshader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vertThin + #pragma fragment fragThin + ENDCG + } + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vertRobert + #pragma fragment fragRobert + ENDCG + } + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma target 3.0 + #pragma vertex vertD + #pragma fragment fragDCheap + ENDCG + } + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma target 3.0 + #pragma vertex vertD + #pragma fragment fragD + ENDCG + } + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma target 3.0 + #pragma vertex vertLum + #pragma fragment fragLum + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/EdgeDetectNormals.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/EdgeDetectNormals.shader.meta new file mode 100644 index 00000000..328c9db5 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/EdgeDetectNormals.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 0d1644bdf064147baa97f235fc5b4903 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/FisheyeShader.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/FisheyeShader.shader new file mode 100644 index 00000000..ad5d8967 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/FisheyeShader.shader @@ -0,0 +1,60 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/FisheyeShader" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + // Shader code pasted into all further CGPROGRAM blocks + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + + float2 intensity; + + v2f vert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + half4 frag(v2f i) : SV_Target + { + half2 coords = i.uv; + coords = (coords - 0.5) * 2.0; + + half2 realCoordOffs; + realCoordOffs.x = (1-coords.y * coords.y) * intensity.y * (coords.x); + realCoordOffs.y = (1-coords.x * coords.x) * intensity.x * (coords.y); + + half4 color = tex2D (_MainTex, i.uv - realCoordOffs); + + return color; + } + + ENDCG + +Subshader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + ENDCG + } + +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/FisheyeShader.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/FisheyeShader.shader.meta new file mode 100644 index 00000000..8eb2318b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/FisheyeShader.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 874ceab4425f64bccb1d14032f4452b1 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/GlobalFog.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GlobalFog.shader new file mode 100644 index 00000000..62dd56a4 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GlobalFog.shader @@ -0,0 +1,188 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/GlobalFog" { +Properties { + _MainTex ("Base (RGB)", 2D) = "black" {} +} + +CGINCLUDE + + #include "UnityCG.cginc" + + uniform sampler2D _MainTex; + uniform sampler2D_float _CameraDepthTexture; + + // x = fog height + // y = FdotC (CameraY-FogHeight) + // z = k (FdotC > 0.0) + // w = a/2 + uniform float4 _HeightParams; + + // x = start distance + uniform float4 _DistanceParams; + + int4 _SceneFogMode; // x = fog mode, y = use radial flag + float4 _SceneFogParams; + #ifndef UNITY_APPLY_FOG + half4 unity_FogColor; + half4 unity_FogDensity; + #endif + + uniform float4 _MainTex_TexelSize; + + // for fast world space reconstruction + uniform float4x4 _FrustumCornersWS; + uniform float4 _CameraWS; + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uv_depth : TEXCOORD1; + float4 interpolatedRay : TEXCOORD2; + }; + + v2f vert (appdata_img v) + { + v2f o; + half index = v.vertex.z; + v.vertex.z = 0.1; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + o.uv_depth = v.texcoord.xy; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + o.uv.y = 1-o.uv.y; + #endif + + o.interpolatedRay = _FrustumCornersWS[(int)index]; + o.interpolatedRay.w = index; + + return o; + } + + // Applies one of standard fog formulas, given fog coordinate (i.e. distance) + half ComputeFogFactor (float coord) + { + float fogFac = 0.0; + if (_SceneFogMode.x == 1) // linear + { + // factor = (end-z)/(end-start) = z * (-1/(end-start)) + (end/(end-start)) + fogFac = coord * _SceneFogParams.z + _SceneFogParams.w; + } + if (_SceneFogMode.x == 2) // exp + { + // factor = exp(-density*z) + fogFac = _SceneFogParams.y * coord; fogFac = exp2(-fogFac); + } + if (_SceneFogMode.x == 3) // exp2 + { + // factor = exp(-(density*z)^2) + fogFac = _SceneFogParams.x * coord; fogFac = exp2(-fogFac*fogFac); + } + return saturate(fogFac); + } + + // Distance-based fog + float ComputeDistance (float3 camDir, float zdepth) + { + float dist; + if (_SceneFogMode.y == 1) + dist = length(camDir); + else + dist = zdepth * _ProjectionParams.z; + // Built-in fog starts at near plane, so match that by + // subtracting the near value. Not a perfect approximation + // if near plane is very large, but good enough. + dist -= _ProjectionParams.y; + return dist; + } + + // Linear half-space fog, from https://www.terathon.com/lengyel/Lengyel-UnifiedFog.pdf + float ComputeHalfSpace (float3 wsDir) + { + float3 wpos = _CameraWS + wsDir; + float FH = _HeightParams.x; + float3 C = _CameraWS; + float3 V = wsDir; + float3 P = wpos; + float3 aV = _HeightParams.w * V; + float FdotC = _HeightParams.y; + float k = _HeightParams.z; + float FdotP = P.y-FH; + float FdotV = wsDir.y; + float c1 = k * (FdotP + FdotC); + float c2 = (1-2*k) * FdotP; + float g = min(c2, 0.0); + g = -length(aV) * (c1 - g * g / abs(FdotV+1.0e-5f)); + return g; + } + + half4 ComputeFog (v2f i, bool distance, bool height) : SV_Target + { + half4 sceneColor = tex2D(_MainTex, i.uv); + + // Reconstruct world space position & direction + // towards this screen pixel. + float rawDepth = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture,i.uv_depth); + float dpth = Linear01Depth(rawDepth); + float4 wsDir = dpth * i.interpolatedRay; + float4 wsPos = _CameraWS + wsDir; + + // Compute fog distance + float g = _DistanceParams.x; + if (distance) + g += ComputeDistance (wsDir, dpth); + if (height) + g += ComputeHalfSpace (wsDir); + + // Compute fog amount + half fogFac = ComputeFogFactor (max(0.0,g)); + // Do not fog skybox + if (rawDepth >= 0.999999) + fogFac = 1.0; + //return fogFac; // for debugging + + // Lerp between fog color & original scene color + // by fog amount + return lerp (unity_FogColor, sceneColor, fogFac); + } + +ENDCG + +SubShader +{ + ZTest Always Cull Off ZWrite Off Fog { Mode Off } + + // 0: distance + height + Pass + { + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + half4 frag (v2f i) : SV_Target { return ComputeFog (i, true, true); } + ENDCG + } + // 1: distance + Pass + { + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + half4 frag (v2f i) : SV_Target { return ComputeFog (i, true, false); } + ENDCG + } + // 2: height + Pass + { + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + half4 frag (v2f i) : SV_Target { return ComputeFog (i, false, true); } + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/GlobalFog.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GlobalFog.shader.meta new file mode 100644 index 00000000..bcb93d2c --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GlobalFog.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 70d8568987ac0499f952b54c7c13e265 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/GrayscaleEffect.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GrayscaleEffect.shader new file mode 100644 index 00000000..2d27c9d9 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GrayscaleEffect.shader @@ -0,0 +1,36 @@ +Shader "Hidden/Grayscale Effect" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _RampTex ("Base (RGB)", 2D) = "grayscaleRamp" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert_img +#pragma fragment frag +#include "UnityCG.cginc" + +uniform sampler2D _MainTex; +uniform sampler2D _RampTex; +uniform half _RampOffset; + +fixed4 frag (v2f_img i) : SV_Target +{ + fixed4 original = tex2D(_MainTex, i.uv); + fixed grayscale = Luminance(original.rgb); + half2 remap = half2 (grayscale + _RampOffset, .5); + fixed4 output = tex2D(_RampTex, remap); + output.a = original.a; + return output; +} +ENDCG + + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/GrayscaleEffect.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GrayscaleEffect.shader.meta new file mode 100644 index 00000000..5fbca77a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/GrayscaleEffect.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: daf9781cad112c75d0008dfa8d76c639 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlur.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlur.shader new file mode 100644 index 00000000..22424957 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlur.shader @@ -0,0 +1,122 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/MotionBlur" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _AccumOrig("AccumOrig", Float) = 0.65 +} + + SubShader { + ZTest Always Cull Off ZWrite Off + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ColorMask RGB + BindChannels { + Bind "vertex", vertex + Bind "texcoord", texcoord + } + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + + #include "UnityCG.cginc" + + struct appdata_t { + float4 vertex : POSITION; + float2 texcoord : TEXCOORD; + }; + + struct v2f { + float4 vertex : SV_POSITION; + float2 texcoord : TEXCOORD; + }; + + float4 _MainTex_ST; + float _AccumOrig; + + v2f vert (appdata_t v) + { + v2f o; + o.vertex = UnityObjectToClipPos(v.vertex); + o.texcoord = TRANSFORM_TEX(v.texcoord, _MainTex); + return o; + } + + sampler2D _MainTex; + + half4 frag (v2f i) : SV_Target + { + return half4(tex2D(_MainTex, i.texcoord).rgb, _AccumOrig ); + } + ENDCG + } + + Pass { + Blend One Zero + ColorMask A + + BindChannels { + Bind "vertex", vertex + Bind "texcoord", texcoord + } + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + + #include "UnityCG.cginc" + + struct appdata_t { + float4 vertex : POSITION; + float2 texcoord : TEXCOORD; + }; + + struct v2f { + float4 vertex : SV_POSITION; + float2 texcoord : TEXCOORD; + }; + + float4 _MainTex_ST; + + v2f vert (appdata_t v) + { + v2f o; + o.vertex = UnityObjectToClipPos(v.vertex); + o.texcoord = TRANSFORM_TEX(v.texcoord, _MainTex); + return o; + } + + sampler2D _MainTex; + + half4 frag (v2f i) : SV_Target + { + return tex2D(_MainTex, i.texcoord); + } + ENDCG + } + + } + +SubShader { + ZTest Always Cull Off ZWrite Off + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ColorMask RGB + SetTexture [_MainTex] { + ConstantColor (0,0,0,[_AccumOrig]) + Combine texture, constant + } + } + Pass { + Blend One Zero + ColorMask A + SetTexture [_MainTex] { + Combine texture + } + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlur.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlur.shader.meta new file mode 100644 index 00000000..281af895 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlur.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: e9ba2083ad114a07d000fbfb8d76c639 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlurClear.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlurClear.shader new file mode 100644 index 00000000..24dea582 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlurClear.shader @@ -0,0 +1,60 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +Shader "Hidden/MotionBlurClear" +{ + +Properties { } + +SubShader { +Pass { + //ZTest LEqual + ZTest Always // lame depth test + ZWrite Off // lame depth test + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + + #include "UnityCG.cginc" + + struct vs_input { + float4 vertex : POSITION; + }; + + struct ps_input { + float4 pos : SV_POSITION; + float4 screen : TEXCOORD0; + }; + + sampler2D_float _CameraDepthTexture; + + ps_input vert (vs_input v) + { + ps_input o; + o.pos = UnityObjectToClipPos (v.vertex); + o.screen = ComputeScreenPos(o.pos); + COMPUTE_EYEDEPTH(o.screen.z); + return o; + } + + float4 frag (ps_input i) : SV_Target + { + // superlame: manual depth test needed as we can't bind depth, FIXME for 4.x + // alternatively implement SM > 3 version where we write out custom depth + + float d = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screen)); + d = LinearEyeDepth(d); + + clip(d - i.screen.z + 1e-2f); + return float4(0, 0, 0, 0); + } + + ENDCG + + } +} + +Fallback Off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlurClear.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlurClear.shader.meta new file mode 100644 index 00000000..3e9e48f8 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/MotionBlurClear.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 7699c5fbfa27745a1abe111ab7bf9785 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrain.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrain.shader new file mode 100644 index 00000000..a1dc44a2 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrain.shader @@ -0,0 +1,158 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/NoiseAndGrain" { + Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _NoiseTex ("Noise (RGB)", 2D) = "white" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + sampler2D _MainTex; + sampler2D _NoiseTex; + float4 _NoiseTex_TexelSize; + + uniform float4 _MainTex_TexelSize; + + uniform float3 _NoisePerChannel; + uniform float3 _NoiseTilingPerChannel; + uniform float3 _NoiseAmount; + uniform float3 _ThreshholdRGB; + uniform float3 _MidGrey; + + struct v2f + { + float4 pos : SV_POSITION; + float2 uv_screen : TEXCOORD0; + float4 uvRg : TEXCOORD1; + float2 uvB : TEXCOORD2; + }; + + struct appdata_img2 + { + float4 vertex : POSITION; + float2 texcoord : TEXCOORD0; + float2 texcoord1 : TEXCOORD1; + }; + + inline float3 Overlay(float3 m, float3 color) { + color = saturate(color); + float3 check = step(float3(0.5,0.5,0.5), color.rgb); + float3 result = check * (float3(1,1,1) - ((float3(1,1,1) - 2*(color.rgb-0.5)) * (1-m.rgb))); + result += (1-check) * (2*color.rgb) * m.rgb; + return result; + } + + v2f vert (appdata_img2 v) + { + v2f o; + + o.pos = UnityObjectToClipPos (v.vertex); + + #if UNITY_UV_STARTS_AT_TOP + o.uv_screen = v.vertex.xyxy; + if (_MainTex_TexelSize.y < 0) + o.uv_screen.y = 1-o.uv_screen.y; + #else + o.uv_screen = v.vertex.xy; + #endif + + // different tiling for 3 channels + o.uvRg = v.texcoord.xyxy + v.texcoord1.xyxy * _NoiseTilingPerChannel.rrgg * _NoiseTex_TexelSize.xyxy; + o.uvB = v.texcoord.xy + v.texcoord1.xy * _NoiseTilingPerChannel.bb * _NoiseTex_TexelSize.xy; + + return o; + } + + float4 frag ( v2f i ) : SV_Target + { + float4 color = (tex2D (_MainTex, i.uv_screen.xy)); + + // black & white intensities + float2 blackWhiteCurve = Luminance(color.rgb) - _MidGrey.x; // maybe tweak middle grey + blackWhiteCurve.xy = saturate(blackWhiteCurve.xy * _MidGrey.yz); //float2(1.0/0.8, -1.0/0.2)); + + float finalIntensity = _NoiseAmount.x + max(0.0f, dot(_NoiseAmount.zy, blackWhiteCurve.xy)); + + // fetching & scaling noise (COMPILER BUG WORKAROUND) + float3 m = float3(0,0,0); + m += (tex2D(_NoiseTex, i.uvRg.xy) * float4(1,0,0,0)).rgb; + m += (tex2D(_NoiseTex, i.uvRg.zw) * float4(0,1,0,0)).rgb; + m += (tex2D(_NoiseTex, i.uvB.xy) * float4(0,0,1,0)).rgb; + + m = saturate(lerp(float3(0.5,0.5,0.5), m, _NoisePerChannel.rgb * float3(finalIntensity,finalIntensity,finalIntensity) )); + + return float4(Overlay(m, color.rgb), color.a); + } + + float4 fragTmp ( v2f i ) : SV_Target + { + float4 color = (tex2D (_MainTex, i.uv_screen.xy)); + + // black & white intensities + float2 blackWhiteCurve = Luminance(color.rgb) - _MidGrey.x; // maybe tweak middle grey + blackWhiteCurve.xy = saturate(blackWhiteCurve.xy * _MidGrey.yz); //float2(1.0/0.8, -1.0/0.2)); + + float finalIntensity = _NoiseAmount.x + max(0.0f, dot(_NoiseAmount.zy, blackWhiteCurve.xy)); + + // fetching & scaling noise (COMPILER BUG WORKAROUND) + float3 m = float3(0,0,0); + m += (tex2D(_NoiseTex, i.uvRg.xy) * float4(1,0,0,0)).rgb; + m += (tex2D(_NoiseTex, i.uvRg.zw) * float4(0,1,0,0)).rgb; + m += (tex2D(_NoiseTex, i.uvB.xy) * float4(0,0,1,0)).rgb; + + m = saturate(lerp(float3(0.5,0.5,0.5), m, _NoisePerChannel.rgb * float3(finalIntensity,finalIntensity,finalIntensity))); + + return float4(m.rgb, color.a); + } + + float4 fragOverlayBlend ( v2f i ) : SV_Target + { + float4 color = tex2D(_MainTex, i.uv_screen.xy); + float4 m = tex2D(_NoiseTex, i.uv_screen.xy); + + return float4(Overlay(m, color.rgb), color.a); + } + + ENDCG + + SubShader { + ZTest Always Cull Off ZWrite Off Blend Off + + Pass { + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + + ENDCG + + } + + Pass { + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragOverlayBlend + + ENDCG + + } + + Pass { + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragTmp + + ENDCG + + } + } + FallBack Off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrain.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrain.shader.meta new file mode 100644 index 00000000..4f9286ac --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrain.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: b0249d8c935344451aa4de6db76f0688 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrainDX11.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrainDX11.shader new file mode 100644 index 00000000..1b8e3477 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrainDX11.shader @@ -0,0 +1,239 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/NoiseAndGrainDX11" { + Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _NoiseTex ("Noise (RGB)", 2D) = "white" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + sampler2D _MainTex; + sampler2D _NoiseTex; + float4 _NoiseTex_TexelSize; + + uniform float4 _MainTex_TexelSize; + + uniform float3 _NoisePerChannel; + uniform float3 _NoiseTilingPerChannel; + uniform float3 _NoiseAmount; + uniform float3 _ThreshholdRGB; + uniform float3 _MidGrey; + uniform float _DX11NoiseTime; + + // DX11 noise helper functions, credit: rgba/iq + + int ihash(int n) + { + n = (n<<13)^n; + return (n*(n*n*15731+789221)+1376312589) & 2147483647; + } + + float frand(int n) + { + return ihash(n) / 2147483647.0; + } + + float cellNoise1f(int3 p) + { + return frand(p.z*65536 + p.y*256 + p.x);//*2.0-1.0; + } + + float3 cellNoise3f(int3 p) + { + int i = p.z*65536 + p.y*256 + p.x; + return float3(frand(i), frand(i + 57), frand(i + 113));//*2.0-1.0; + } + + struct v2f + { + float4 pos : SV_POSITION; + float2 uv_screen : TEXCOORD0; + float4 uvRg : TEXCOORD1; + float2 uvB : TEXCOORD2; + float2 uvOffsets : TEXCOORD4; + }; + + struct appdata_img2 + { + float4 vertex : POSITION; + float2 texcoord : TEXCOORD0; + float2 texcoord1 : TEXCOORD1; + }; + + inline float3 Overlay(float3 m, float3 color) { + float3 check = step(0.5, color.rgb); + float3 result = check * (float3(1,1,1) - ((float3(1,1,1) - 2*(color.rgb-0.5)) * (1-m.rgb))); + result += (1-check) * (2*color.rgb) * m.rgb; + return result; + } + + v2f vert (appdata_img2 v) + { + v2f o; + + o.pos = UnityObjectToClipPos (v.vertex); + + #if UNITY_UV_STARTS_AT_TOP + o.uv_screen = v.vertex.xyxy; + if (_MainTex_TexelSize.y < 0) + o.uv_screen.y = 1-o.uv_screen.y; + #else + o.uv_screen = v.vertex.xy; + #endif + + // different tiling for 3 channels + o.uvRg = v.texcoord.xyxy + v.texcoord1.xyxy * _NoiseTilingPerChannel.rrgg * _NoiseTex_TexelSize.xyxy; + o.uvB = v.texcoord.xy + v.texcoord1.xy * _NoiseTilingPerChannel.bb * _NoiseTex_TexelSize.xy; + + o.uvOffsets = v.texcoord.xy; + + return o; + } + + float4 fragDX11 ( v2f i ) : SV_Target + { + float4 color = saturate(tex2D (_MainTex, i.uv_screen.xy)); + + // black & white intensities + float2 blackWhiteCurve = Luminance(color.rgb) - _MidGrey.x; // maybe tweak middle grey + blackWhiteCurve.xy = saturate(blackWhiteCurve.xy * _MidGrey.yz); //float2(1.0/0.8, -1.0/0.2)); + + float finalIntensity = _NoiseAmount.x + max(0.0f, dot(_NoiseAmount.zy, blackWhiteCurve.xy)); + + float3 m = cellNoise3f(float3( (i.uv_screen.xy + i.uvOffsets) * _MainTex_TexelSize.zw, _DX11NoiseTime)); + m = saturate(lerp(float3(0.5,0.5,0.5), m, _NoisePerChannel.rgb * finalIntensity)); + + return float4(Overlay(m, color.rgb), color.a); + } + + float4 fragDX11Monochrome ( v2f i ) : SV_Target + { + float4 color = saturate(tex2D (_MainTex, i.uv_screen.xy)); + + // black & white intensities + float2 blackWhiteCurve = Luminance(color.rgb) - _MidGrey.x; // maybe tweak middle grey + blackWhiteCurve.xy = saturate(blackWhiteCurve.xy * _MidGrey.yz); //float2(1.0/0.8, -1.0/0.2)); + + float finalIntensity = _NoiseAmount.x + max(0.0f, dot(_NoiseAmount.zy, blackWhiteCurve.xy)); + + float3 m = cellNoise1f(float3( (i.uv_screen.xy + i.uvOffsets) * _MainTex_TexelSize.zw, _DX11NoiseTime)); + m = saturate(lerp(float3(0.5,0.5,0.5), m, finalIntensity)); + + return float4(Overlay(m, color.rgb), color.a); + } + + float4 fragDX11Tmp ( v2f i ) : SV_Target + { + float4 color = saturate(tex2D (_MainTex, i.uv_screen.xy)); + + // black & white intensities + float2 blackWhiteCurve = Luminance(color.rgb) - _MidGrey.x; // maybe tweak middle grey + blackWhiteCurve.xy = saturate(blackWhiteCurve.xy * _MidGrey.yz); //float2(1.0/0.8, -1.0/0.2)); + + float finalIntensity = _NoiseAmount.x + max(0.0f, dot(_NoiseAmount.zy, blackWhiteCurve.xy)); + + float3 m = cellNoise3f(float3( (i.uv_screen.xy + i.uvOffsets) * _MainTex_TexelSize.zw, _DX11NoiseTime)); + m = saturate(lerp(float3(0.5,0.5,0.5), m, _NoisePerChannel.rgb * finalIntensity)); + + return float4(m.rgb, color.a); + } + + float4 fragDX11MonochromeTmp ( v2f i ) : SV_Target + { + float4 color = saturate(tex2D (_MainTex, i.uv_screen.xy)); + + // black & white intensities + float2 blackWhiteCurve = Luminance(color.rgb) - _MidGrey.x; // maybe tweak middle grey + blackWhiteCurve.xy = saturate(blackWhiteCurve.xy * _MidGrey.yz); //float2(1.0/0.8, -1.0/0.2)); + + float finalIntensity = _NoiseAmount.x + max(0.0f, dot(_NoiseAmount.zy, blackWhiteCurve.xy)); + + float3 m = cellNoise1f(float3( (i.uv_screen.xy + i.uvOffsets) * _MainTex_TexelSize.zw, _DX11NoiseTime)); + m = saturate(lerp(float3(0.5,0.5,0.5), m, finalIntensity)); + + return float4(m.rgb, color.a); + } + + float4 fragOverlayBlend ( v2f i ) : SV_Target + { + float4 color = saturate(tex2D (_MainTex, i.uv_screen.xy)); + float4 m = saturate(tex2D (_NoiseTex, i.uv_screen.xy)); + + return float4(Overlay(m, color.rgb), color.a); + } + + ENDCG + + SubShader { + ZTest Always Cull Off ZWrite Off Blend Off + + Pass { + + CGPROGRAM + + #pragma exclude_renderers gles xbox360 ps3 d3d9 + #pragma target 5.0 + #pragma vertex vert + #pragma fragment fragDX11 + + ENDCG + + } + + Pass { + + CGPROGRAM + + #pragma exclude_renderers gles xbox360 ps3 d3d9 + #pragma target 5.0 + #pragma vertex vert + #pragma fragment fragDX11Monochrome + + ENDCG + + } + + Pass { + + CGPROGRAM + + #pragma exclude_renderers gles xbox360 ps3 d3d9 + #pragma target 5.0 + #pragma vertex vert + #pragma fragment fragDX11Tmp + + ENDCG + + } + + Pass { + + CGPROGRAM + + #pragma exclude_renderers gles xbox360 ps3 d3d9 + #pragma target 5.0 + #pragma vertex vert + #pragma fragment fragDX11MonochromeTmp + + ENDCG + + } + + Pass { + + CGPROGRAM + + #pragma exclude_renderers gles xbox360 ps3 d3d9 + #pragma target 5.0 + #pragma vertex vert + #pragma fragment fragOverlayBlend + + ENDCG + + } + } + FallBack Off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrainDX11.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrainDX11.shader.meta new file mode 100644 index 00000000..829e8e3c --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseAndGrainDX11.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 8b30686bb4322ab42ad5eb50a0210b58 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderRGB.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderRGB.shader new file mode 100644 index 00000000..90f28581 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderRGB.shader @@ -0,0 +1,64 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/Noise Shader RGB" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _GrainTex ("Base (RGB)", 2D) = "gray" {} + _ScratchTex ("Base (RGB)", 2D) = "gray" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uvg : TEXCOORD1; // grain + float2 uvs : TEXCOORD2; // scratch +}; + +uniform sampler2D _MainTex; +uniform sampler2D _GrainTex; +uniform sampler2D _ScratchTex; + +uniform float4 _GrainOffsetScale; +uniform float4 _ScratchOffsetScale; +uniform fixed4 _Intensity; // x=grain, y=scratch + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = MultiplyUV (UNITY_MATRIX_TEXTURE0, v.texcoord); + o.uvg = v.texcoord.xy * _GrainOffsetScale.zw + _GrainOffsetScale.xy; + o.uvs = v.texcoord.xy * _ScratchOffsetScale.zw + _ScratchOffsetScale.xy; + return o; +} + +fixed4 frag (v2f i) : SV_Target +{ + fixed4 col = tex2D(_MainTex, i.uv); + + // sample noise texture and do a signed add + fixed3 grain = tex2D(_GrainTex, i.uvg).rgb * 2 - 1; + col.rgb += grain * _Intensity.x; + + // sample scratch texture and do a signed add + fixed3 scratch = tex2D(_ScratchTex, i.uvs).rgb * 2 - 1; + col.rgb += scratch * _Intensity.y; + + return col; +} +ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderRGB.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderRGB.shader.meta new file mode 100644 index 00000000..e11fb851 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderRGB.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 5d7f4c401ae8946bcb0d6ff68a9e7466 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderYUV.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderYUV.shader new file mode 100644 index 00000000..d13cdbe6 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderYUV.shader @@ -0,0 +1,75 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/Noise Shader YUV" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _GrainTex ("Base (RGB)", 2D) = "gray" {} + _ScratchTex ("Base (RGB)", 2D) = "gray" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uvg : TEXCOORD1; // grain + float2 uvs : TEXCOORD2; // scratch +}; + +uniform sampler2D _MainTex; +uniform sampler2D _GrainTex; +uniform sampler2D _ScratchTex; + +uniform float4 _GrainOffsetScale; +uniform float4 _ScratchOffsetScale; +uniform fixed4 _Intensity; // x=grain, y=scratch + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = MultiplyUV (UNITY_MATRIX_TEXTURE0, v.texcoord); + o.uvg = v.texcoord.xy * _GrainOffsetScale.zw + _GrainOffsetScale.xy; + o.uvs = v.texcoord.xy * _ScratchOffsetScale.zw + _ScratchOffsetScale.xy; + return o; +} + +fixed4 frag (v2f i) : SV_Target +{ + fixed4 col = tex2D(_MainTex, i.uv); + + // convert to YUV + fixed3 yuv; + yuv.x = dot( col.rgb, half3(0.299,0.587,0.114) ); + yuv.y = (col.b-yuv.x)*0.492; + yuv.z = (col.r-yuv.x)*0.877; + + // sample noise texture and do a signed add + fixed3 grain = tex2D(_GrainTex, i.uvg).rgb * 2 - 1; + yuv.rgb += grain * _Intensity.x; + + // convert back to rgb + col.r = yuv.z * 1.140 + yuv.x; + col.g = yuv.z * (-0.581) + yuv.y * (-0.395) + yuv.x; + col.b = yuv.y * 2.032 + yuv.x; + + // sample scratch texture and add + fixed3 scratch = tex2D(_ScratchTex, i.uvs).rgb * 2 - 1; + col.rgb += scratch * _Intensity.y; + + return col; +} +ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderYUV.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderYUV.shader.meta new file mode 100644 index 00000000..b817ce99 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/NoiseEffectShaderYUV.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 0e447868506ba49f0a73235b8a8b647a +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/PrepareSunShaftsBlur.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/PrepareSunShaftsBlur.shader new file mode 100644 index 00000000..5c8891a9 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/PrepareSunShaftsBlur.shader @@ -0,0 +1,99 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +Shader "Hidden/PrepareSunShaftsBlur" { + Properties { + _MainTex ("Base", 2D) = "" {} + _Skybox ("Skybox", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + sampler2D _Skybox; + sampler2D_float _CameraDepthTexture; + + uniform half _NoSkyBoxMask; + uniform half4 _SunPosition; + + v2f vert (appdata_img v) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + half TransformColor (half4 skyboxValue) { + return max (skyboxValue.a, _NoSkyBoxMask * dot (skyboxValue.rgb, float3 (0.59,0.3,0.11))); + } + + half4 frag (v2f i) : SV_Target { + float depthSample = SAMPLE_DEPTH_TEXTURE( _CameraDepthTexture, i.uv.xy); + half4 tex = tex2D (_MainTex, i.uv.xy); + + depthSample = Linear01Depth (depthSample); + + // consider maximum radius + half2 vec = _SunPosition.xy - i.uv.xy; + half dist = saturate (_SunPosition.w - length (vec.xy)); + + half4 outColor = 0; + + // consider shafts blockers + if (depthSample > 0.99) + outColor = TransformColor (tex) * dist; + + return outColor; + } + + half4 fragNoDepthNeeded (v2f i) : SV_Target { + float4 sky = (tex2D (_Skybox, i.uv.xy)); + float4 tex = (tex2D (_MainTex, i.uv.xy)); + + // consider maximum radius + half2 vec = _SunPosition.xy - i.uv.xy; + half dist = saturate (_SunPosition.w - length (vec)); + + half4 outColor = 0; + + if (Luminance ( abs(sky.rgb - tex.rgb)) < 0.2) + outColor = TransformColor (sky) * dist; + + return outColor; + } + + ENDCG + +Subshader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + + ENDCG + } + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragNoDepthNeeded + + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/PrepareSunShaftsBlur.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/PrepareSunShaftsBlur.shader.meta new file mode 100644 index 00000000..e32df022 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/PrepareSunShaftsBlur.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 9ad381ed8492840ab9f165df743e4826 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/RadialBlur.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/RadialBlur.shader new file mode 100644 index 00000000..5e0025c2 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/RadialBlur.shader @@ -0,0 +1,73 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/RadialBlur" +{ + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + // Shader code pasted into all further CGPROGRAM blocks + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 blurVector : TEXCOORD1; + }; + + sampler2D _MainTex; + + float4 _BlurRadius4; + float4 _SunPosition; + + float4 _MainTex_TexelSize; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv.xy = v.texcoord.xy; + + o.blurVector = (_SunPosition.xy - v.texcoord.xy) * _BlurRadius4.xy; + + return o; + } + + #define SAMPLES_FLOAT 6.0f + #define SAMPLES_INT 6 + + half4 frag(v2f i) : SV_Target + { + half4 color = half4(0,0,0,0); + + for(int j = 0; j < SAMPLES_INT; j++) + { + half4 tmpColor = tex2D(_MainTex, i.uv.xy); + color += tmpColor; + + i.uv.xy += i.blurVector; + } + + return color / SAMPLES_FLOAT; + } + + ENDCG + +Subshader +{ + Blend One Zero + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + + ENDCG + } // Pass +} // Subshader + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/RadialBlur.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/RadialBlur.shader.meta new file mode 100644 index 00000000..a8725c4d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/RadialBlur.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: f58445347fe2e4b8396487ed2bfa02ad +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SSAOShader.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SSAOShader.shader new file mode 100644 index 00000000..0ac6545d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SSAOShader.shader @@ -0,0 +1,281 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/SSAO" { +Properties { + _MainTex ("", 2D) = "" {} + _RandomTexture ("", 2D) = "" {} + _SSAO ("", 2D) = "" {} +} +Subshader { + ZTest Always Cull Off ZWrite Off + +CGINCLUDE +// Common code used by several SSAO passes below +#include "UnityCG.cginc" +struct v2f_ao { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uvr : TEXCOORD1; +}; + +uniform float2 _NoiseScale; +float4 _CameraDepthNormalsTexture_ST; + +v2f_ao vert_ao (appdata_img v) +{ + v2f_ao o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = TRANSFORM_TEX(v.texcoord, _CameraDepthNormalsTexture); + o.uvr = v.texcoord.xy * _NoiseScale; + return o; +} + +sampler2D _CameraDepthNormalsTexture; +sampler2D _RandomTexture; +float4 _Params; // x=radius, y=minz, z=attenuation power, w=SSAO power + +// HLSL and GLSL do not support arbitrarily sized arrays as function parameters (eg. float bla[]), whereas Cg does. +#if !defined(UNITY_COMPILER_CG) + +# define INPUT_SAMPLE_COUNT 8 +# include "frag_ao.cginc" +# undef INPUT_SAMPLE_COUNT + +# define INPUT_SAMPLE_COUNT 14 +# include "frag_ao.cginc" +# undef INPUT_SAMPLE_COUNT + +# define INPUT_SAMPLE_COUNT 26 +# include "frag_ao.cginc" +# undef INPUT_SAMPLE_COUNT + +# define INPUT_SAMPLE_COUNT 34 +# include "frag_ao.cginc" +# undef INPUT_SAMPLE_COUNT + +#else +# define INPUT_SAMPLE_COUNT +# include "frag_ao.cginc" +#endif + +ENDCG + + // ---- SSAO pass, 8 samples + Pass { + +CGPROGRAM +#pragma vertex vert_ao +#pragma fragment frag +#pragma target 3.0 + + +half4 frag (v2f_ao i) : SV_Target +{ + #define SAMPLE_COUNT 8 + const float3 RAND_SAMPLES[SAMPLE_COUNT] = { + float3(0.01305719,0.5872321,-0.119337), + float3(0.3230782,0.02207272,-0.4188725), + float3(-0.310725,-0.191367,0.05613686), + float3(-0.4796457,0.09398766,-0.5802653), + float3(0.1399992,-0.3357702,0.5596789), + float3(-0.2484578,0.2555322,0.3489439), + float3(0.1871898,-0.702764,-0.2317479), + float3(0.8849149,0.2842076,0.368524), + }; + return frag_ao (i, SAMPLE_COUNT, RAND_SAMPLES); +} +ENDCG + + } + +// ---- SSAO pass, 14 samples + Pass { + +CGPROGRAM +#pragma vertex vert_ao +#pragma fragment frag +#pragma target 3.0 + + +half4 frag (v2f_ao i) : SV_Target +{ + #define SAMPLE_COUNT 14 + const float3 RAND_SAMPLES[SAMPLE_COUNT] = { + float3(0.4010039,0.8899381,-0.01751772), + float3(0.1617837,0.1338552,-0.3530486), + float3(-0.2305296,-0.1900085,0.5025396), + float3(-0.6256684,0.1241661,0.1163932), + float3(0.3820786,-0.3241398,0.4112825), + float3(-0.08829653,0.1649759,0.1395879), + float3(0.1891677,-0.1283755,-0.09873557), + float3(0.1986142,0.1767239,0.4380491), + float3(-0.3294966,0.02684341,-0.4021836), + float3(-0.01956503,-0.3108062,-0.410663), + float3(-0.3215499,0.6832048,-0.3433446), + float3(0.7026125,0.1648249,0.02250625), + float3(0.03704464,-0.939131,0.1358765), + float3(-0.6984446,-0.6003422,-0.04016943), + }; + return frag_ao (i, SAMPLE_COUNT, RAND_SAMPLES); +} +ENDCG + + } + +// ---- SSAO pass, 26 samples + Pass { + +CGPROGRAM +#pragma vertex vert_ao +#pragma fragment frag +#pragma target 3.0 + + +half4 frag (v2f_ao i) : SV_Target +{ + #define SAMPLE_COUNT 26 + const float3 RAND_SAMPLES[SAMPLE_COUNT] = { + float3(0.2196607,0.9032637,0.2254677), + float3(0.05916681,0.2201506,-0.1430302), + float3(-0.4152246,0.1320857,0.7036734), + float3(-0.3790807,0.1454145,0.100605), + float3(0.3149606,-0.1294581,0.7044517), + float3(-0.1108412,0.2162839,0.1336278), + float3(0.658012,-0.4395972,-0.2919373), + float3(0.5377914,0.3112189,0.426864), + float3(-0.2752537,0.07625949,-0.1273409), + float3(-0.1915639,-0.4973421,-0.3129629), + float3(-0.2634767,0.5277923,-0.1107446), + float3(0.8242752,0.02434147,0.06049098), + float3(0.06262707,-0.2128643,-0.03671562), + float3(-0.1795662,-0.3543862,0.07924347), + float3(0.06039629,0.24629,0.4501176), + float3(-0.7786345,-0.3814852,-0.2391262), + float3(0.2792919,0.2487278,-0.05185341), + float3(0.1841383,0.1696993,-0.8936281), + float3(-0.3479781,0.4725766,-0.719685), + float3(-0.1365018,-0.2513416,0.470937), + float3(0.1280388,-0.563242,0.3419276), + float3(-0.4800232,-0.1899473,0.2398808), + float3(0.6389147,0.1191014,-0.5271206), + float3(0.1932822,-0.3692099,-0.6060588), + float3(-0.3465451,-0.1654651,-0.6746758), + float3(0.2448421,-0.1610962,0.1289366), + }; + return frag_ao (i, SAMPLE_COUNT, RAND_SAMPLES); +} +ENDCG + + } + +// ---- Blur pass + Pass { +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#pragma target 3.0 +#include "UnityCG.cginc" + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; +}; + +float4 _MainTex_ST; + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = TRANSFORM_TEX (v.texcoord, _CameraDepthNormalsTexture); + return o; +} + +sampler2D _SSAO; +float3 _TexelOffsetScale; + +inline half CheckSame (half4 n, half4 nn) +{ + // difference in normals + half2 diff = abs(n.xy - nn.xy); + half sn = (diff.x + diff.y) < 0.1; + // difference in depth + float z = DecodeFloatRG (n.zw); + float zz = DecodeFloatRG (nn.zw); + float zdiff = abs(z-zz) * _ProjectionParams.z; + half sz = zdiff < 0.2; + return sn * sz; +} + + +half4 frag( v2f i ) : SV_Target +{ + #define NUM_BLUR_SAMPLES 4 + + float2 o = _TexelOffsetScale.xy; + + half sum = tex2D(_SSAO, i.uv).r * (NUM_BLUR_SAMPLES + 1); + half denom = NUM_BLUR_SAMPLES + 1; + + half4 geom = tex2D (_CameraDepthNormalsTexture, i.uv); + + for (int s = 0; s < NUM_BLUR_SAMPLES; ++s) + { + float2 nuv = i.uv + o * (s+1); + half4 ngeom = tex2D (_CameraDepthNormalsTexture, nuv.xy); + half coef = (NUM_BLUR_SAMPLES - s) * CheckSame (geom, ngeom); + sum += tex2D (_SSAO, nuv.xy).r * coef; + denom += coef; + } + for (int s = 0; s < NUM_BLUR_SAMPLES; ++s) + { + float2 nuv = i.uv - o * (s+1); + half4 ngeom = tex2D (_CameraDepthNormalsTexture, nuv.xy); + half coef = (NUM_BLUR_SAMPLES - s) * CheckSame (geom, ngeom); + sum += tex2D (_SSAO, nuv.xy).r * coef; + denom += coef; + } + return sum / denom; +} +ENDCG + } + + // ---- Composite pass + Pass { +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" + +struct v2f { + float4 pos : SV_POSITION; + float2 uv[2] : TEXCOORD0; +}; + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv[0] = MultiplyUV (UNITY_MATRIX_TEXTURE0, v.texcoord); + o.uv[1] = MultiplyUV (UNITY_MATRIX_TEXTURE1, v.texcoord); + return o; +} + +sampler2D _MainTex; +sampler2D _SSAO; + +half4 frag( v2f i ) : SV_Target +{ + half4 c = tex2D (_MainTex, i.uv[0]); + half ao = tex2D (_SSAO, i.uv[1]).r; + ao = pow (ao, _Params.w); + c.rgb *= ao; + return c; +} +ENDCG + } + +} + +Fallback off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SSAOShader.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SSAOShader.shader.meta new file mode 100644 index 00000000..0e2cdcc1 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SSAOShader.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 43ca18288c424f645aaa1e9e07f04c50 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/ScreenSpaceAmbientObscurance.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ScreenSpaceAmbientObscurance.shader new file mode 100644 index 00000000..b9377e4a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ScreenSpaceAmbientObscurance.shader @@ -0,0 +1,404 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +// This Ambient Occlusion image effect is based on "Scalable Ambient Obscurance": + +/** + +\author Morgan McGuire and Michael Mara, NVIDIA and Williams College, http://research.nvidia.com, http://graphics.cs.williams.edu + +Open Source under the "BSD" license: http://www.opensource.org/licenses/bsd-license.php + +Copyright (c) 2011-2012, NVIDIA +All rights reserved. + +Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: + +Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. +Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. +THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. + +*/ + +Shader "Hidden/ScreenSpaceAmbientObscurance" +{ + Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + #ifdef SHADER_API_D3D11 + #define NUM_SAMPLES (15) + #else + #define NUM_SAMPLES (11) + #endif + + #define FAR_PLANE_Z (300.0) + #define NUM_SPIRAL_TURNS (7) + #define bias (0.01) + + float _Radius; + float _Radius2; // _Radius * _Radius; + float _Intensity; + float4 _ProjInfo; + float4x4 _ProjectionInv; // ref only + + sampler2D_float _CameraDepthTexture; + sampler2D _Rand; + sampler2D _AOTex; + sampler2D _MainTex; + + float4 _MainTex_TexelSize; + + static const float gaussian[5] = { 0.153170, 0.144893, 0.122649, 0.092902, 0.062970 }; // stddev = 2.0 + + float2 _Axis; + + /** Increase to make edges crisper. Decrease to reduce temporal flicker. */ + #define EDGE_SHARPNESS (1.0) + + float _BlurFilterDistance; + #define SCALE _BlurFilterDistance + + /** Filter _Radius in pixels. This will be multiplied by SCALE. */ + #define R (4) + + struct v2f + { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uv2 : TEXCOORD1; + }; + + v2f vert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + o.uv2 = v.texcoord.xy; + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + o.uv2.y = 1-o.uv2.y; + #endif + return o; + } + + float3 ReconstructCSPosition(float2 S, float z) + { + float linEyeZ = LinearEyeDepth(z); + return float3(( ( S.xy * _MainTex_TexelSize.zw) * _ProjInfo.xy + _ProjInfo.zw) * linEyeZ, linEyeZ); + + /* + // for reference + float4 clipPos = float4(S*2.0-1.0, (z*2-1), 1); + float4 viewPos; + viewPos.x = dot((float4)_ProjectionInv[0], clipPos); + viewPos.y = dot((float4)_ProjectionInv[1], clipPos); + viewPos.w = dot((float4)_ProjectionInv[3], clipPos); + viewPos.z = z; + viewPos = viewPos/viewPos.w; + return viewPos.xyz; + */ + } + + float3 ReconstructCSFaceNormal(float3 C) { + return normalize(cross(ddy(C), ddx(C))); + } + + + /** Returns a unit vector and a screen-space _Radius for the tap on a unit disk (the caller should scale by the actual disk _Radius) */ + + float2 TapLocation(int sampleNumber, float spinAngle, out float ssR){ + // Radius relative to ssR + float alpha = float(sampleNumber + 0.5) * (1.0 / NUM_SAMPLES); + float angle = alpha * (NUM_SPIRAL_TURNS * 6.28) + spinAngle; + + ssR = alpha; + return float2(cos(angle), sin(angle)); + } + + /** Used for packing Z into the GB channels */ + float CSZToKey(float z) { + return saturate(z * (1.0 / FAR_PLANE_Z)); + } + + /** Used for packing Z into the GB channels */ + void packKey(float key, out float2 p) { + // Round to the nearest 1/256.0 + float temp = floor(key * 256.0); + + // Integer part + p.x = temp * (1.0 / 256.0); + + // Fractional part + p.y = key * 256.0 - temp; + } + + /** Returns a number on (0, 1) */ + float UnpackKey(float2 p) + { + return p.x * (256.0 / 257.0) + p.y * (1.0 / 257.0); + } + + + /** Read the camera-space position of the point at screen-space pixel ssP */ + float3 GetPosition(float2 ssP) { + float3 P; + + P.z = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, ssP.xy); + + // Offset to pixel center + P = ReconstructCSPosition(float2(ssP) /*+ float2(0.5, 0.5)*/, P.z); + return P; + } + + /** Read the camera-space position of the point at screen-space pixel ssP + unitOffset * ssR. Assumes length(unitOffset) == 1 */ + float3 GetOffsetPosition(float2 ssC, float2 unitOffset, float ssR) + { + float2 ssP = saturate(float2(ssR*unitOffset) + ssC); + + float3 P; + P.z = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, ssP.xy); + + // Offset to pixel center + P = ReconstructCSPosition(float2(ssP)/* + float2(0.5, 0.5)*/, P.z); + + return P; + } + + /** Compute the occlusion due to sample with index \a i about the pixel at \a ssC that corresponds + to camera-space point \a C with unit normal \a n_C, using maximum screen-space sampling _Radius \a ssDiskRadius */ + + float SampleAO(in float2 ssC, in float3 C, in float3 n_C, in float ssDiskRadius, in int tapIndex, in float randomPatternRotationAngle) + { + // Offset on the unit disk, spun for this pixel + float ssR; + float2 unitOffset = TapLocation(tapIndex, randomPatternRotationAngle, ssR); + ssR *= ssDiskRadius; + + // The occluding point in camera space + float3 Q = GetOffsetPosition(ssC, unitOffset, ssR); + + float3 v = Q - C; + + float vv = dot(v, v); + float vn = dot(v, n_C); + + const float epsilon = 0.01; + float f = max(_Radius2 - vv, 0.0); + return f * f * f * max((vn - bias) / (epsilon + vv), 0.0); + } + + float4 fragAO(v2f i) : SV_Target + { + float4 fragment = fixed4(1,1,1,1); + + // Pixel being shaded + float2 ssC = i.uv2.xy;// * _MainTex_TexelSize.zw; + + // View space point being shaded + float3 C = GetPosition(ssC); + + //return abs(float4(C.xyz,0)); + //if(abs(C.z)<0.31) + // return 1; + //return abs(C.z); + + packKey(CSZToKey(C.z), fragment.gb); + //packKey(CSZToKey(C.z), bilateralKey); + + float randomPatternRotationAngle = 1.0; + #ifdef SHADER_API_D3D11 + int2 ssCInt = ssC.xy * _MainTex_TexelSize.zw; + randomPatternRotationAngle = (3 * ssCInt.x ^ ssCInt.y + ssCInt.x * ssCInt.y) * 10; + #else + // TODO: make dx9 rand better + randomPatternRotationAngle = tex2D(_Rand, i.uv*12.0).x * 1000.0; + #endif + + // Reconstruct normals from positions. These will lead to 1-pixel black lines + // at depth discontinuities, however the blur will wipe those out so they are not visible + // in the final image. + float3 n_C = ReconstructCSFaceNormal(C); + + //return float4((n_C),0); + + // Choose the screen-space sample _Radius + // proportional to the projected area of the sphere + float ssDiskRadius = -_Radius / C.z; // -projScale * _Radius / C.z; // <::::: + + float sum = 0.0; + for (int l = 0; l < NUM_SAMPLES; ++l) { + sum += SampleAO(ssC, C, n_C, (ssDiskRadius), l, randomPatternRotationAngle); + } + + float temp = _Radius2 * _Radius; + sum /= temp * temp; + + float A = max(0.0, 1.0 - sum * _Intensity * (5.0 / NUM_SAMPLES)); + fragment.ra = float2(A,A); + + return fragment; + } + + float4 fragUpsample (v2f i) : SV_Target + { + float4 fragment = fixed4(1,1,1,1); + + // View space point being shaded + float3 C = GetPosition(i.uv.xy); + + packKey(CSZToKey(C.z), fragment.gb); + fragment.ra = tex2D(_MainTex, i.uv.xy).ra; + + return fragment; + } + + float4 fragApply (v2f i) : SV_Target + { + float4 ao = tex2D(_AOTex, i.uv2.xy); + return tex2D(_MainTex, i.uv.xy) * ao.rrrr; + } + + float4 fragApplySoft (v2f i) : SV_Target + { + float4 color = tex2D(_MainTex, i.uv.xy); + + float ao = tex2D(_AOTex, i.uv2.xy).r; + ao += tex2D(_AOTex, i.uv2.xy + _MainTex_TexelSize.xy * 0.75).r; + ao += tex2D(_AOTex, i.uv2.xy - _MainTex_TexelSize.xy * 0.75).r; + ao += tex2D(_AOTex, i.uv2.xy + _MainTex_TexelSize.xy * float2(-0.75,0.75)).r; + ao += tex2D(_AOTex, i.uv2.xy - _MainTex_TexelSize.xy * float2(-0.75,0.75)).r; + + return color * float4(ao,ao,ao,5)/5; + } + + float4 fragBlurBL (v2f i) : SV_Target + { + float4 fragment = float4(1,1,1,1); + + float2 ssC = i.uv.xy; + + float4 temp = tex2Dlod(_MainTex, float4(i.uv.xy,0,0)); + + float2 passthrough2 = temp.gb; + float key = UnpackKey(passthrough2); + + float sum = temp.r; + + /* + if (key >= 0.999) { + // Sky pixel (if you aren't using depth keying, disable this test) + fragment.gb = passthrough2; + return fragment; + } + */ + + // Base weight for depth falloff. Increase this for more blurriness, decrease it for better edge discrimination + + float BASE = gaussian[0] * 0.5; // ole: i decreased + float totalWeight = BASE; + sum *= totalWeight; + + for (int r = -R; r <= R; ++r) { + // We already handled the zero case above. This loop should be unrolled and the branch discarded + if (r != 0) { + temp = tex2Dlod(_MainTex, float4(ssC + _Axis * _MainTex_TexelSize.xy * (r * SCALE),0,0) ); + float tapKey = UnpackKey(temp.gb); + float value = temp.r; + + // spatial domain: offset gaussian tap + float weight = 0.3 + gaussian[abs(r)]; + + // range domain (the "bilateral" weight). As depth difference increases, decrease weight. + weight *= max(0.0, 1.0 - (2000.0 * EDGE_SHARPNESS) * abs(tapKey - key)); + + sum += value * weight; + totalWeight += weight; + } + } + + const float epsilon = 0.0001; + fragment = sum / (totalWeight + epsilon); + + fragment.gb = passthrough2; + + return fragment; + } + + ENDCG + +SubShader { + + // 0: get ao + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragAO + #pragma target 3.0 + + ENDCG + } + + // 1: bilateral blur + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragBlurBL + #pragma target 3.0 + + ENDCG + } + + // 2: apply ao + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragApply + #pragma target 3.0 + + ENDCG + } + + // 3: apply with a slight box filter + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragApplySoft + #pragma target 3.0 + + ENDCG + } + + // 4: in case you want to blur in high rez for nicer z borders + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragUpsample + #pragma target 3.0 + + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/ScreenSpaceAmbientObscurance.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ScreenSpaceAmbientObscurance.shader.meta new file mode 100644 index 00000000..dbe9a72b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ScreenSpaceAmbientObscurance.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 95616c020c5604dda96cf76afbbc0272 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SepiaToneEffect.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SepiaToneEffect.shader new file mode 100644 index 00000000..c042cd8f --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SepiaToneEffect.shader @@ -0,0 +1,38 @@ +Shader "Hidden/Sepiatone Effect" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert_img +#pragma fragment frag +#include "UnityCG.cginc" + +uniform sampler2D _MainTex; + +fixed4 frag (v2f_img i) : SV_Target +{ + fixed4 original = tex2D(_MainTex, i.uv); + + // get intensity value (Y part of YIQ color space) + fixed Y = dot (fixed3(0.299, 0.587, 0.114), original.rgb); + + // Convert to Sepia Tone by adding constant + fixed4 sepiaConvert = float4 (0.191, -0.054, -0.221, 0.0); + fixed4 output = sepiaConvert + Y; + output.a = original.a; + + return output; +} +ENDCG + + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SepiaToneEffect.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SepiaToneEffect.shader.meta new file mode 100644 index 00000000..34528f5e --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SepiaToneEffect.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: b6aa781cad112c75d0008dfa8d76c639 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/ShowAlphaChannel.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ShowAlphaChannel.shader new file mode 100644 index 00000000..00e0d42a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ShowAlphaChannel.shader @@ -0,0 +1,56 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + + +Shader "Hidden/ShowAlphaChannel" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _EdgeTex ("_EdgeTex", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag + +#include "UnityCG.cginc" + +uniform sampler2D _MainTex; +uniform sampler2D _EdgeTex; + +uniform float4 _MainTex_TexelSize; + +float filterRadius; + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; +}; + +v2f vert( appdata_img v ) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = v.texcoord.xy; + + return o; +} + +half4 frag (v2f i) : SV_Target +{ + + half4 color = tex2D(_MainTex, i.uv.xy); + half edges = color.a; + + return edges; +} +ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/ShowAlphaChannel.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ShowAlphaChannel.shader.meta new file mode 100644 index 00000000..37d3f861 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/ShowAlphaChannel.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: da310021e2a4142429d95c537846dc38 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SimpleClear.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SimpleClear.shader new file mode 100644 index 00000000..4d4cec96 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SimpleClear.shader @@ -0,0 +1,43 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + + +Shader "Hidden/SimpleClear" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" + +uniform sampler2D _MainTex; +uniform float4 _MainTex_TexelSize; + +struct v2f { + float4 pos : SV_POSITION; +}; + +v2f vert( appdata_img v ) +{ + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + return o; +} + +half4 frag (v2f i) : SV_Target +{ + return half4(0,0,0,0); +} +ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SimpleClear.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SimpleClear.shader.meta new file mode 100644 index 00000000..eba30cb2 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SimpleClear.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: f688f89ed5eb847c5b19c934a0f1e772 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SunShaftsComposite.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SunShaftsComposite.shader new file mode 100644 index 00000000..175e586a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SunShaftsComposite.shader @@ -0,0 +1,224 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/SunShaftsComposite" { + Properties { + _MainTex ("Base", 2D) = "" {} + _ColorBuffer ("Color", 2D) = "" {} + _Skybox ("Skybox", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + #if UNITY_UV_STARTS_AT_TOP + float2 uv1 : TEXCOORD1; + #endif + }; + + struct v2f_radial { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 blurVector : TEXCOORD1; + }; + + sampler2D _MainTex; + sampler2D _ColorBuffer; + sampler2D _Skybox; + sampler2D_float _CameraDepthTexture; + + uniform half4 _SunThreshold; + + uniform half4 _SunColor; + uniform half4 _BlurRadius4; + uniform half4 _SunPosition; + uniform half4 _MainTex_TexelSize; + + #define SAMPLES_FLOAT 6.0f + #define SAMPLES_INT 6 + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + + #if UNITY_UV_STARTS_AT_TOP + o.uv1 = v.texcoord.xy; + if (_MainTex_TexelSize.y < 0) + o.uv1.y = 1-o.uv1.y; + #endif + + return o; + } + + half4 fragScreen(v2f i) : SV_Target { + half4 colorA = tex2D (_MainTex, i.uv.xy); + #if UNITY_UV_STARTS_AT_TOP + half4 colorB = tex2D (_ColorBuffer, i.uv1.xy); + #else + half4 colorB = tex2D (_ColorBuffer, i.uv.xy); + #endif + half4 depthMask = saturate (colorB * _SunColor); + return 1.0f - (1.0f-colorA) * (1.0f-depthMask); + } + + half4 fragAdd(v2f i) : SV_Target { + half4 colorA = tex2D (_MainTex, i.uv.xy); + #if UNITY_UV_STARTS_AT_TOP + half4 colorB = tex2D (_ColorBuffer, i.uv1.xy); + #else + half4 colorB = tex2D (_ColorBuffer, i.uv.xy); + #endif + half4 depthMask = saturate (colorB * _SunColor); + return colorA + depthMask; + } + + v2f_radial vert_radial( appdata_img v ) { + v2f_radial o; + o.pos = UnityObjectToClipPos(v.vertex); + + o.uv.xy = v.texcoord.xy; + o.blurVector = (_SunPosition.xy - v.texcoord.xy) * _BlurRadius4.xy; + + return o; + } + + half4 frag_radial(v2f_radial i) : SV_Target + { + half4 color = half4(0,0,0,0); + for(int j = 0; j < SAMPLES_INT; j++) + { + half4 tmpColor = tex2D(_MainTex, i.uv.xy); + color += tmpColor; + i.uv.xy += i.blurVector; + } + return color / SAMPLES_FLOAT; + } + + half TransformColor (half4 skyboxValue) { + return dot(max(skyboxValue.rgb - _SunThreshold.rgb, half3(0,0,0)), half3(1,1,1)); // threshold and convert to greyscale + } + + half4 frag_depth (v2f i) : SV_Target { + #if UNITY_UV_STARTS_AT_TOP + float depthSample = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv1.xy); + #else + float depthSample = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv.xy); + #endif + + half4 tex = tex2D (_MainTex, i.uv.xy); + + depthSample = Linear01Depth (depthSample); + + // consider maximum radius + #if UNITY_UV_STARTS_AT_TOP + half2 vec = _SunPosition.xy - i.uv1.xy; + #else + half2 vec = _SunPosition.xy - i.uv.xy; + #endif + half dist = saturate (_SunPosition.w - length (vec.xy)); + + half4 outColor = 0; + + // consider shafts blockers + if (depthSample > 0.99) + outColor = TransformColor (tex) * dist; + + return outColor; + } + + half4 frag_nodepth (v2f i) : SV_Target { + #if UNITY_UV_STARTS_AT_TOP + float4 sky = (tex2D (_Skybox, i.uv1.xy)); + #else + float4 sky = (tex2D (_Skybox, i.uv.xy)); + #endif + + float4 tex = (tex2D (_MainTex, i.uv.xy)); + + // consider maximum radius + #if UNITY_UV_STARTS_AT_TOP + half2 vec = _SunPosition.xy - i.uv1.xy; + #else + half2 vec = _SunPosition.xy - i.uv.xy; + #endif + half dist = saturate (_SunPosition.w - length (vec)); + + half4 outColor = 0; + + // find unoccluded sky pixels + // consider pixel values that differ significantly between framebuffer and sky-only buffer as occluded + if (Luminance ( abs(sky.rgb - tex.rgb)) < 0.2) + outColor = TransformColor (sky) * dist; + + return outColor; + } + + + + ENDCG + +Subshader { + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragScreen + + ENDCG + } + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert_radial + #pragma fragment frag_radial + + ENDCG + } + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag_depth + + ENDCG + } + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag_nodepth + + ENDCG + } + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragAdd + + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/SunShaftsComposite.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SunShaftsComposite.shader.meta new file mode 100644 index 00000000..82a06803 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/SunShaftsComposite.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: d3b1c8c1036784176946f5cfbfb7fe4c +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/Tonemapper.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/Tonemapper.shader new file mode 100644 index 00000000..51c3a109 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/Tonemapper.shader @@ -0,0 +1,356 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/Tonemapper" { + Properties { + _MainTex ("", 2D) = "black" {} + _SmallTex ("", 2D) = "grey" {} + _Curve ("", 2D) = "black" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + sampler2D _SmallTex; + sampler2D _Curve; + + float4 _HdrParams; + float2 intensity; + float4 _MainTex_TexelSize; + float _AdaptionSpeed; + float _ExposureAdjustment; + float _RangeScale; + + v2f vert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + float4 fragLog(v2f i) : SV_Target + { + const float DELTA = 0.0001f; + + float fLogLumSum = 0.0f; + + fLogLumSum += log( Luminance(tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(-1,-1)).rgb) + DELTA); + fLogLumSum += log( Luminance(tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(1,1)).rgb) + DELTA); + fLogLumSum += log( Luminance(tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(-1,1)).rgb) + DELTA); + fLogLumSum += log( Luminance(tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(1,-1)).rgb) + DELTA); + + float avg = fLogLumSum / 4.0; + return float4(avg, avg, avg, avg); + } + + float4 fragExp(v2f i) : SV_Target + { + float2 lum = float2(0.0f, 0.0f); + + lum += tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(-1,-1)).xy; + lum += tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(1,1)).xy; + lum += tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(1,-1)).xy; + lum += tex2D(_MainTex, i.uv + _MainTex_TexelSize.xy * float2(-1,1)).xy; + + lum = exp(lum / 4.0f); + + return float4(lum.x, lum.y, lum.x, saturate(0.0125 * _AdaptionSpeed)); + } + + float3 ToCIE(float3 FullScreenImage) + { + // RGB -> XYZ conversion + // http://www.w3.org/Graphics/Color/sRGB + // The official sRGB to XYZ conversion matrix is (following ITU-R BT.709) + // 0.4125 0.3576 0.1805 + // 0.2126 0.7152 0.0722 + // 0.0193 0.1192 0.9505 + + float3x3 RGB2XYZ = {0.5141364, 0.3238786, 0.16036376, 0.265068, 0.67023428, 0.06409157, 0.0241188, 0.1228178, 0.84442666}; + + float3 XYZ = mul(RGB2XYZ, FullScreenImage.rgb); + + // XYZ -> Yxy conversion + + float3 Yxy; + + Yxy.r = XYZ.g; + + // x = X / (X + Y + Z) + // y = X / (X + Y + Z) + + float temp = dot(float3(1.0,1.0,1.0), XYZ.rgb); + + Yxy.gb = XYZ.rg / temp; + + return Yxy; + } + + float3 FromCIE(float3 Yxy) + { + float3 XYZ; + // Yxy -> XYZ conversion + XYZ.r = Yxy.r * Yxy.g / Yxy. b; + + // X = Y * x / y + XYZ.g = Yxy.r; + + // copy luminance Y + XYZ.b = Yxy.r * (1 - Yxy.g - Yxy.b) / Yxy.b; + + // Z = Y * (1-x-y) / y + + // XYZ -> RGB conversion + // The official XYZ to sRGB conversion matrix is (following ITU-R BT.709) + // 3.2410 -1.5374 -0.4986 + // -0.9692 1.8760 0.0416 + // 0.0556 -0.2040 1.0570 + + float3x3 XYZ2RGB = { 2.5651,-1.1665,-0.3986, -1.0217, 1.9777, 0.0439, 0.0753, -0.2543, 1.1892}; + + return mul(XYZ2RGB, XYZ); + } + + // NOTE/OPTIMIZATION: we're not going the extra CIE detour anymore, but + // scale with the OUT/IN luminance ratio,this is sooooo much faster + + float4 fragAdaptive(v2f i) : SV_Target + { + float avgLum = tex2D(_SmallTex, i.uv).x; + float4 color = tex2D (_MainTex, i.uv); + + float cieLum = max(0.000001, Luminance(color.rgb)); //ToCIE(color.rgb); + + float lumScaled = cieLum * _HdrParams.z / (0.001 + avgLum.x); + + lumScaled = (lumScaled * (1.0f + lumScaled / (_HdrParams.w)))/(1.0f + lumScaled); + + //cie.r = lumScaled; + + color.rgb = color.rgb * (lumScaled / cieLum); + + //color.rgb = FromCIE(cie); + return color; + } + + float4 fragAdaptiveAutoWhite(v2f i) : SV_Target + { + float2 avgLum = tex2D(_SmallTex, i.uv).xy; + float4 color = tex2D(_MainTex, i.uv); + + float cieLum = max(0.000001, Luminance(color.rgb)); //ToCIE(color.rgb); + + float lumScaled = cieLum * _HdrParams.z / (0.001 + avgLum.x); + + lumScaled = (lumScaled * (1.0f + lumScaled / (avgLum.y*avgLum.y)))/(1.0f + lumScaled); + + //cie.r = lumScaled; + + color.rgb = color.rgb * (lumScaled / cieLum); + + //color.rgb = FromCIE(cie); + return color; + } + + float4 fragCurve(v2f i) : SV_Target + { + float4 color = tex2D(_MainTex, i.uv); + float3 cie = ToCIE(color.rgb); + + // Remap to new lum range + float newLum = tex2D(_Curve, float2(cie.r * _RangeScale, 0.5)).r; + cie.r = newLum; + color.rgb = FromCIE(cie); + + return color; + } + + float4 fragHable(v2f i) : SV_Target + { + const float A = 0.15; + const float B = 0.50; + const float C = 0.10; + const float D = 0.20; + const float E = 0.02; + const float F = 0.30; + const float W = 11.2; + + float3 texColor = tex2D(_MainTex, i.uv).rgb; + texColor *= _ExposureAdjustment; + + float ExposureBias = 2.0; + float3 x = ExposureBias*texColor; + float3 curr = ((x*(A*x+C*B)+D*E)/(x*(A*x+B)+D*F))-E/F; + + x = W; + float3 whiteScale = 1.0f/(((x*(A*x+C*B)+D*E)/(x*(A*x+B)+D*F))-E/F); + float3 color = curr*whiteScale; + + // float3 retColor = pow(color,1/2.2); // we have SRGB write enabled at this stage + + return float4(color, 1.0); + } + + // we are doing it on luminance here (better color preservation, but some other problems like very fast saturation) + float4 fragSimpleReinhard(v2f i) : SV_Target + { + float4 texColor = tex2D(_MainTex, i.uv); + float lum = Luminance(texColor.rgb); + float lumTm = lum * _ExposureAdjustment; + float scale = lumTm / (1+lumTm); + return float4(texColor.rgb * scale / lum, texColor.a); + } + + float4 fragOptimizedHejiDawson(v2f i) : SV_Target + { + float4 texColor = tex2D(_MainTex, i.uv ); + texColor *= _ExposureAdjustment; + float4 X = max(float4(0.0,0.0,0.0,0.0), texColor-0.004); + float4 retColor = (X*(6.2*X+.5))/(X*(6.2*X+1.7)+0.06); + return retColor*retColor; + } + + float4 fragPhotographic(v2f i) : SV_Target + { + float4 texColor = tex2D(_MainTex, i.uv); + return 1-exp2(-_ExposureAdjustment * texColor); + } + + float4 fragDownsample(v2f i) : SV_Target + { + float4 tapA = tex2D(_MainTex, i.uv + _MainTex_TexelSize * 0.5); + float4 tapB = tex2D(_MainTex, i.uv - _MainTex_TexelSize * 0.5); + float4 tapC = tex2D(_MainTex, i.uv + _MainTex_TexelSize * float2(0.5,-0.5)); + float4 tapD = tex2D(_MainTex, i.uv - _MainTex_TexelSize * float2(0.5,-0.5)); + + float4 average = (tapA+tapB+tapC+tapD)/4; + average.y = max(max(tapA.y,tapB.y), max(tapC.y,tapD.y)); + + return average; + } + + ENDCG + +Subshader { + // adaptive reinhhard apply + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAdaptive + ENDCG + } + + // 1 + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragLog + ENDCG + } + // 2 + Pass { + ZTest Always Cull Off ZWrite Off + Blend SrcAlpha OneMinusSrcAlpha + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragExp + ENDCG + } + // 3 + Pass { + ZTest Always Cull Off ZWrite Off + + Blend Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragExp + ENDCG + } + + // 4 user controllable tonemap curve + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragCurve + ENDCG + } + + // 5 tonemapping in uncharted + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragHable + ENDCG + } + + // 6 simple tonemapping based reinhard + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragSimpleReinhard + ENDCG + } + + // 7 OptimizedHejiDawson + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragOptimizedHejiDawson + ENDCG + } + + // 8 Photographic + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragPhotographic + ENDCG + } + + // 9 Downsample with auto white detection + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragDownsample + ENDCG + } + + // 10 adaptive reinhhard apply with auto white + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAdaptiveAutoWhite + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/Tonemapper.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/Tonemapper.shader.meta new file mode 100644 index 00000000..370e2846 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/Tonemapper.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 003377fc2620a44939dadde6fe3f8190 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/TwirlEffect.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/TwirlEffect.shader new file mode 100644 index 00000000..ca49f6d5 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/TwirlEffect.shader @@ -0,0 +1,54 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/Twirt Effect Shader" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" + +uniform sampler2D _MainTex; +uniform float4 _MainTex_TexelSize; +uniform float4 _CenterRadius; +uniform float4x4 _RotationMatrix; + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; +}; + +v2f vert( appdata_img v ) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = v.texcoord - _CenterRadius.xy; + return o; +} + +float4 frag (v2f i) : SV_Target +{ + float2 offset = i.uv; + float2 distortedOffset = MultiplyUV (_RotationMatrix, offset.xy); + float2 tmp = offset / _CenterRadius.zw; + float t = min (1, length(tmp)); + + offset = lerp (distortedOffset, offset, t); + offset += _CenterRadius.xy; + + return tex2D(_MainTex, offset); +} +ENDCG + + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/TwirlEffect.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/TwirlEffect.shader.meta new file mode 100644 index 00000000..a11709fb --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/TwirlEffect.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 641b781cad112c75d0008dfa8d76c639 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/VignettingShader.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VignettingShader.shader new file mode 100644 index 00000000..a175bb46 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VignettingShader.shader @@ -0,0 +1,71 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/Vignetting" { + Properties { + _MainTex ("Base", 2D) = "white" {} + _VignetteTex ("Vignette", 2D) = "white" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uv2 : TEXCOORD1; + }; + + sampler2D _MainTex; + sampler2D _VignetteTex; + + half _Intensity; + half _Blur; + + float4 _MainTex_TexelSize; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + o.uv2 = v.texcoord.xy; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + o.uv2.y = 1.0 - o.uv2.y; + #endif + + return o; + } + + half4 frag(v2f i) : SV_Target { + half2 coords = i.uv; + half2 uv = i.uv; + + coords = (coords - 0.5) * 2.0; + half coordDot = dot (coords,coords); + half4 color = tex2D (_MainTex, uv); + + float mask = 1.0 - coordDot * _Intensity * 0.1; + + half4 colorBlur = tex2D (_VignetteTex, i.uv2); + color = lerp (color, colorBlur, saturate (_Blur * coordDot)); + + return color * mask; + } + + ENDCG + +Subshader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + ENDCG + } +} + +Fallback off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/VignettingShader.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VignettingShader.shader.meta new file mode 100644 index 00000000..2ecd8720 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VignettingShader.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 627943dc7a9a74286b70a4f694a0acd5 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/VortexEffect.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VortexEffect.shader new file mode 100644 index 00000000..c291d4e7 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VortexEffect.shader @@ -0,0 +1,67 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/Twist Effect" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader +{ + Pass + { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag + +#include "UnityCG.cginc" + +uniform sampler2D _MainTex; + +uniform float4 _MainTex_ST; + +uniform float4 _MainTex_TexelSize; +uniform float _Angle; +uniform float4 _CenterRadius; + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uvOrig : TEXCOORD1; +}; + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + float2 uv = v.texcoord.xy - _CenterRadius.xy; + o.uv = TRANSFORM_TEX(uv, _MainTex); //MultiplyUV (UNITY_MATRIX_TEXTURE0, uv); + o.uvOrig = uv; + return o; +} + +float4 frag (v2f i) : SV_Target +{ + float2 offset = i.uvOrig; + float angle = 1.0 - length(offset / _CenterRadius.zw); + angle = max (0, angle); + angle = angle * angle * _Angle; + float cosLength, sinLength; + sincos (angle, sinLength, cosLength); + + float2 uv; + uv.x = cosLength * offset[0] - sinLength * offset[1]; + uv.y = sinLength * offset[0] + cosLength * offset[1]; + uv += _CenterRadius.xy; + + return tex2D(_MainTex, uv); +} +ENDCG + + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/VortexEffect.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VortexEffect.shader.meta new file mode 100644 index 00000000..78ded6ff --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/VortexEffect.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 708b781cad112c75d0008dfa8d76c639 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing.meta new file mode 100644 index 00000000..b456d829 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 334b150936366c641b98537928001174 +folderAsset: yes +timeCreated: 1507412775 +licenseType: Free +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/DLAA.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/DLAA.shader new file mode 100644 index 00000000..8a149e4a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/DLAA.shader @@ -0,0 +1,346 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +// +// modified and adapted DLAA code based on Dmitry Andreev's +// Directionally Localized Anti-Aliasing (DLAA) +// +// as seen in "The Force Unleashed 2" +// + +Shader "Hidden/DLAA" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +CGINCLUDE + + #include "UnityCG.cginc" + + uniform sampler2D _MainTex; + uniform float4 _MainTex_TexelSize; + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + #define LD( o, dx, dy ) o = tex2D( _MainTex, texCoord + float2( dx, dy ) * _MainTex_TexelSize.xy ); + + float GetIntensity( float3 col ) + { + return dot( col, float3( 0.33f, 0.33f, 0.33f ) ); + } + + float4 highPassPre( float2 texCoord ) + { + LD(float4 sCenter, 0.0,0.0) + LD(float4 sUpLeft, -1.0,-1.0) + LD(float4 sUpRight, 1.0,-1.0) + LD(float4 sDownLeft, -1.0,1.0) + LD(float4 sDownRight, 1.0,1.0) + + float4 diff = 4.0f * abs( (sUpLeft + sUpRight + sDownLeft + sDownRight) - 4.0f * sCenter ); + float edgeMask = GetIntensity(diff.xyz); + + return float4(sCenter.rgb, edgeMask); + } + + // Softer (5-pixel wide high-pass) + /* + void HighPassEdgeHV (out float4 edge_h, out float4 edge_v, float4 center, float4 w_h, float4 w_v, float2 texCoord) { + edge_h = abs( w_h - 4.0f * center ) / 4.0f; + edge_v = abs( w_v - 4.0f * center ) / 4.0f; + } + + // Sharper (3-pixel wide high-pass) + void EdgeHV (out float4 edge_h, out float4 edge_v, float4 center, float2 texCoord) { + float4 left, right, top, bottom; + + LD( left, -1, 0 ) + LD( right, 1, 0 ) + LD( top, 0, -1 ) + LD( bottom, 0, 1 ) + + edge_h = abs( left + right - 2.0f * center ) / 2.0f; + edge_v = abs( top + bottom - 2.0f * center ) / 2.0f; + } + */ + + float4 edgeDetectAndBlur( float2 texCoord ) + { + float lambda = 3.0f; + float epsilon = 0.1f; + + // + // Short Edges + // + + float4 center, left_01, right_01, top_01, bottom_01; + + // sample 5x5 cross + LD( center, 0, 0 ) + LD( left_01, -1.5, 0 ) + LD( right_01, 1.5, 0 ) + LD( top_01, 0,-1.5 ) + LD( bottom_01, 0, 1.5 ) + + + float4 w_h = 2.0f * ( left_01 + right_01 ); + float4 w_v = 2.0f * ( top_01 + bottom_01 ); + + + // Softer (5-pixel wide high-pass) + float4 edge_h = abs( w_h - 4.0f * center ) / 4.0f; + float4 edge_v = abs( w_v - 4.0f * center ) / 4.0f; + + + float4 blurred_h = ( w_h + 2.0f * center ) / 6.0f; + float4 blurred_v = ( w_v + 2.0f * center ) / 6.0f; + + float edge_h_lum = GetIntensity( edge_h.xyz ); + float edge_v_lum = GetIntensity( edge_v.xyz ); + float blurred_h_lum = GetIntensity( blurred_h.xyz ); + float blurred_v_lum = GetIntensity( blurred_v.xyz ); + + float edge_mask_h = saturate( ( lambda * edge_h_lum - epsilon ) / blurred_v_lum ); + float edge_mask_v = saturate( ( lambda * edge_v_lum - epsilon ) / blurred_h_lum ); + + float4 clr = center; + clr = lerp( clr, blurred_h, edge_mask_v ); + clr = lerp( clr, blurred_v, edge_mask_h ); // blurrier version + + // + // Long Edges + // + + float4 h0, h1, h2, h3, h4, h5, h6, h7; + float4 v0, v1, v2, v3, v4, v5, v6, v7; + + // sample 16x16 cross (sparse-sample on X360, incremental kernel update on SPUs) + LD( h0, 1.5, 0 ) LD( h1, 3.5, 0 ) LD( h2, 5.5, 0 ) LD( h3, 7.5, 0 ) LD( h4, -1.5,0 ) LD( h5, -3.5,0 ) LD( h6, -5.5,0 ) LD( h7, -7.5,0 ) + LD( v0, 0, 1.5 ) LD( v1, 0, 3.5 ) LD( v2, 0, 5.5 ) LD( v3, 0, 7.5 ) LD( v4, 0,-1.5 ) LD( v5, 0,-3.5 ) LD( v6, 0,-5.5 ) LD( v7, 0,-7.5 ) + + float long_edge_mask_h = ( h0.a + h1.a + h2.a + h3.a + h4.a + h5.a + h6.a + h7.a ) / 8.0f; + float long_edge_mask_v = ( v0.a + v1.a + v2.a + v3.a + v4.a + v5.a + v6.a + v7.a ) / 8.0f; + + long_edge_mask_h = saturate( long_edge_mask_h * 2.0f - 1.0f ); + long_edge_mask_v = saturate( long_edge_mask_v * 2.0f - 1.0f ); + + float4 left, right, top, bottom; + + LD( left, -1, 0 ) + LD( right, 1, 0 ) + LD( top, 0, -1 ) + LD( bottom, 0, 1 ) + + if ( long_edge_mask_h > 0 || long_edge_mask_v > 0 ) // faster but less resistant to noise (TFU2 X360) + //if ( abs( long_edge_mask_h - long_edge_mask_v ) > 0.2f ) // resistant to noise (TFU2 SPUs) + { + float4 long_blurred_h = ( h0 + h1 + h2 + h3 + h4 + h5 + h6 + h7 ) / 8.0f; + float4 long_blurred_v = ( v0 + v1 + v2 + v3 + v4 + v5 + v6 + v7 ) / 8.0f; + + float lb_h_lum = GetIntensity( long_blurred_h.xyz ); + float lb_v_lum = GetIntensity( long_blurred_v.xyz ); + + float center_lum = GetIntensity( center.xyz ); + float left_lum = GetIntensity( left.xyz ); + float right_lum = GetIntensity( right.xyz ); + float top_lum = GetIntensity( top.xyz ); + float bottom_lum = GetIntensity( bottom.xyz ); + + float4 clr_v = center; + float4 clr_h = center; + + // we had to hack this because DIV by 0 gives some artefacts on different platforms + float hx = center_lum == top_lum ? 0.0 : saturate( 0 + ( lb_h_lum - top_lum ) / ( center_lum - top_lum ) ); + float hy = center_lum == bottom_lum ? 0.0 : saturate( 1 + ( lb_h_lum - center_lum ) / ( center_lum - bottom_lum ) ); + float vx = center_lum == left_lum ? 0.0 : saturate( 0 + ( lb_v_lum - left_lum ) / ( center_lum - left_lum ) ); + float vy = center_lum == right_lum ? 0.0 : saturate( 1 + ( lb_v_lum - center_lum ) / ( center_lum - right_lum ) ); + + float4 vhxy = float4( vx, vy, hx, hy ); + //vhxy = vhxy == float4( 0, 0, 0, 0 ) ? float4( 1, 1, 1, 1 ) : vhxy; + + clr_v = lerp( left , clr_v, vhxy.x ); + clr_v = lerp( right , clr_v, vhxy.y ); + clr_h = lerp( top , clr_h, vhxy.z ); + clr_h = lerp( bottom, clr_h, vhxy.w ); + + clr = lerp( clr, clr_v, long_edge_mask_v ); + clr = lerp( clr, clr_h, long_edge_mask_h ); + } + + return clr; + } + + float4 edgeDetectAndBlurSharper(float2 texCoord) + { + float lambda = 3.0f; + float epsilon = 0.1f; + + // + // Short Edges + // + + float4 center, left_01, right_01, top_01, bottom_01; + + // sample 5x5 cross + LD( center, 0, 0 ) + LD( left_01, -1.5, 0 ) + LD( right_01, 1.5, 0 ) + LD( top_01, 0,-1.5 ) + LD( bottom_01, 0, 1.5 ) + + + float4 w_h = 2.0f * ( left_01 + right_01 ); + float4 w_v = 2.0f * ( top_01 + bottom_01 ); + + // Sharper (3-pixel wide high-pass) + float4 left, right, top, bottom; + + LD( left, -1, 0 ) + LD( right, 1, 0 ) + LD( top, 0, -1 ) + LD( bottom, 0, 1 ) + + float4 edge_h = abs( left + right - 2.0f * center ) / 2.0f; + float4 edge_v = abs( top + bottom - 2.0f * center ) / 2.0f; + + float4 blurred_h = ( w_h + 2.0f * center ) / 6.0f; + float4 blurred_v = ( w_v + 2.0f * center ) / 6.0f; + + float edge_h_lum = GetIntensity( edge_h.xyz ); + float edge_v_lum = GetIntensity( edge_v.xyz ); + float blurred_h_lum = GetIntensity( blurred_h.xyz ); + float blurred_v_lum = GetIntensity( blurred_v.xyz ); + + float edge_mask_h = saturate( ( lambda * edge_h_lum - epsilon ) / blurred_v_lum ); + float edge_mask_v = saturate( ( lambda * edge_v_lum - epsilon ) / blurred_h_lum ); + + float4 clr = center; + clr = lerp( clr, blurred_h, edge_mask_v ); + clr = lerp( clr, blurred_v, edge_mask_h * 0.5f ); // TFU2 uses 1.0f instead of 0.5f + + // + // Long Edges + // + + float4 h0, h1, h2, h3, h4, h5, h6, h7; + float4 v0, v1, v2, v3, v4, v5, v6, v7; + + // sample 16x16 cross (sparse-sample on X360, incremental kernel update on SPUs) + LD( h0, 1.5, 0 ) LD( h1, 3.5, 0 ) LD( h2, 5.5, 0 ) LD( h3, 7.5, 0 ) LD( h4, -1.5,0 ) LD( h5, -3.5,0 ) LD( h6, -5.5,0 ) LD( h7, -7.5,0 ) + LD( v0, 0, 1.5 ) LD( v1, 0, 3.5 ) LD( v2, 0, 5.5 ) LD( v3, 0, 7.5 ) LD( v4, 0,-1.5 ) LD( v5, 0,-3.5 ) LD( v6, 0,-5.5 ) LD( v7, 0,-7.5 ) + + float long_edge_mask_h = ( h0.a + h1.a + h2.a + h3.a + h4.a + h5.a + h6.a + h7.a ) / 8.0f; + float long_edge_mask_v = ( v0.a + v1.a + v2.a + v3.a + v4.a + v5.a + v6.a + v7.a ) / 8.0f; + + long_edge_mask_h = saturate( long_edge_mask_h * 2.0f - 1.0f ); + long_edge_mask_v = saturate( long_edge_mask_v * 2.0f - 1.0f ); + + //if ( long_edge_mask_h > 0 || long_edge_mask_v > 0 ) // faster but less resistant to noise (TFU2 X360) + if ( abs( long_edge_mask_h - long_edge_mask_v ) > 0.2f ) // resistant to noise (TFU2 SPUs) + { + float4 long_blurred_h = ( h0 + h1 + h2 + h3 + h4 + h5 + h6 + h7 ) / 8.0f; + float4 long_blurred_v = ( v0 + v1 + v2 + v3 + v4 + v5 + v6 + v7 ) / 8.0f; + + float lb_h_lum = GetIntensity( long_blurred_h.xyz ); + float lb_v_lum = GetIntensity( long_blurred_v.xyz ); + + float center_lum = GetIntensity( center.xyz ); + float left_lum = GetIntensity( left.xyz ); + float right_lum = GetIntensity( right.xyz ); + float top_lum = GetIntensity( top.xyz ); + float bottom_lum = GetIntensity( bottom.xyz ); + + float4 clr_v = center; + float4 clr_h = center; + + // we had to hack this because DIV by 0 gives some artefacts on different platforms + float hx = center_lum == top_lum ? 0.0 : saturate( 0 + ( lb_h_lum - top_lum ) / ( center_lum - top_lum ) ); + float hy = center_lum == bottom_lum ? 0.0 : saturate( 1 + ( lb_h_lum - center_lum ) / ( center_lum - bottom_lum ) ); + float vx = center_lum == left_lum ? 0.0 : saturate( 0 + ( lb_v_lum - left_lum ) / ( center_lum - left_lum ) ); + float vy = center_lum == right_lum ? 0.0 : saturate( 1 + ( lb_v_lum - center_lum ) / ( center_lum - right_lum ) ); + + float4 vhxy = float4( vx, vy, hx, hy ); + //vhxy = vhxy == float4( 0, 0, 0, 0 ) ? float4( 1, 1, 1, 1 ) : vhxy; + + clr_v = lerp( left , clr_v, vhxy.x ); + clr_v = lerp( right , clr_v, vhxy.y ); + clr_h = lerp( top , clr_h, vhxy.z ); + clr_h = lerp( bottom, clr_h, vhxy.w ); + + clr = lerp( clr, clr_v, long_edge_mask_v ); + clr = lerp( clr, clr_h, long_edge_mask_h ); + } + + return clr; + } + + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + + float2 uv = v.texcoord.xy; + o.uv.xy = uv; + + return o; + } + + half4 fragFirst (v2f i) : SV_Target { + return highPassPre (i.uv); + } + + half4 fragSecond (v2f i) : SV_Target { + return edgeDetectAndBlur( i.uv ); + } + + half4 fragThird (v2f i) : SV_Target { + return edgeDetectAndBlurSharper( i.uv ); + } + +ENDCG + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragFirst + #pragma exclude_renderers d3d11_9x + + ENDCG + } + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragSecond + #pragma target 3.0 + #pragma exclude_renderers d3d11_9x + + ENDCG + } + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragThird + #pragma target 3.0 + + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/DLAA.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/DLAA.shader.meta new file mode 100644 index 00000000..8db070d0 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/DLAA.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 017ca72b9e8a749058d13ebd527e98fa +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA2.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA2.shader new file mode 100644 index 00000000..600ad853 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA2.shader @@ -0,0 +1,189 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/FXAA II" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM + +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" +#pragma target 3.0 + +#define FXAA_HLSL_3 1 + +/*============================================================================ + + FXAA v2 CONSOLE by TIMOTHY LOTTES @ NVIDIA + +============================================================================*/ + +/*============================================================================ + API PORTING +============================================================================*/ +#ifndef FXAA_GLSL_120 + #define FXAA_GLSL_120 0 +#endif +#ifndef FXAA_GLSL_130 + #define FXAA_GLSL_130 0 +#endif +#ifndef FXAA_HLSL_3 + #define FXAA_HLSL_3 0 +#endif +#ifndef FXAA_HLSL_4 + #define FXAA_HLSL_4 0 +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_GLSL_120 + // Requires, + // #version 120 + // #extension GL_EXT_gpu_shader4 : enable + #define int2 ivec2 + #define float2 vec2 + #define float3 vec3 + #define float4 vec4 + #define FxaaInt2 ivec2 + #define FxaaFloat2 vec2 + #define FxaaSat(a) clamp((a), 0.0, 1.0) + #define FxaaTex sampler2D + #define FxaaTexLod0(t, p) texture2DLod(t, p, 0.0) + #define FxaaTexOff(t, p, o, r) texture2DLodOffset(t, p, 0.0, o) +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_GLSL_130 + // Requires "#version 130" or better + #define int2 ivec2 + #define float2 vec2 + #define float3 vec3 + #define float4 vec4 + #define FxaaInt2 ivec2 + #define FxaaFloat2 vec2 + #define FxaaSat(a) clamp((a), 0.0, 1.0) + #define FxaaTex sampler2D + #define FxaaTexLod0(t, p) textureLod(t, p, 0.0) + #define FxaaTexOff(t, p, o, r) textureLodOffset(t, p, 0.0, o) +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_HLSL_3 + #define int2 float2 + #define FxaaInt2 float2 + #define FxaaFloat2 float2 + #define FxaaSat(a) saturate((a)) + #define FxaaTex sampler2D + #define FxaaTexLod0(t, p) tex2Dlod(t, float4(p, 0.0, 0.0)) + #define FxaaTexOff(t, p, o, r) tex2Dlod(t, float4(p + (o * r), 0, 0)) +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_HLSL_4 + #define FxaaInt2 int2 + #define FxaaFloat2 float2 + #define FxaaSat(a) saturate((a)) + struct FxaaTex { SamplerState smpl; Texture2D tex; }; + #define FxaaTexLod0(t, p) t.tex.SampleLevel(t.smpl, p, 0.0) + #define FxaaTexOff(t, p, o, r) t.tex.SampleLevel(t.smpl, p, 0.0, o) +#endif + + +/*============================================================================ + + VERTEX SHADER + +============================================================================*/ +float4 FxaaVertexShader( +float2 pos, // Both x and y range {-1.0 to 1.0 across screen}. +float2 rcpFrame) { // {1.0/frameWidth, 1.0/frameHeight} +/*--------------------------------------------------------------------------*/ + #define FXAA_SUBPIX_SHIFT (1.0/4.0) +/*--------------------------------------------------------------------------*/ + float4 posPos; + posPos.xy = (pos.xy * 0.5) + 0.5; + posPos.zw = posPos.xy - (rcpFrame * (0.5 + FXAA_SUBPIX_SHIFT)); + return posPos; } + +/*============================================================================ + + PIXEL SHADER + +============================================================================*/ +float3 FxaaPixelShader( +float4 posPos, // Output of FxaaVertexShader interpolated across screen. +FxaaTex tex, // Input texture. +float2 rcpFrame) { // Constant {1.0/frameWidth, 1.0/frameHeight}. +/*--------------------------------------------------------------------------*/ + #define FXAA_REDUCE_MIN (1.0/128.0) + #define FXAA_REDUCE_MUL (1.0/8.0) + #define FXAA_SPAN_MAX 8.0 +/*--------------------------------------------------------------------------*/ + float3 rgbNW = FxaaTexLod0(tex, posPos.zw).xyz; + float3 rgbNE = FxaaTexOff(tex, posPos.zw, FxaaInt2(1,0), rcpFrame.xy).xyz; + float3 rgbSW = FxaaTexOff(tex, posPos.zw, FxaaInt2(0,1), rcpFrame.xy).xyz; + float3 rgbSE = FxaaTexOff(tex, posPos.zw, FxaaInt2(1,1), rcpFrame.xy).xyz; + float3 rgbM = FxaaTexLod0(tex, posPos.xy).xyz; +/*--------------------------------------------------------------------------*/ + float3 luma = float3(0.299, 0.587, 0.114); + float lumaNW = dot(rgbNW, luma); + float lumaNE = dot(rgbNE, luma); + float lumaSW = dot(rgbSW, luma); + float lumaSE = dot(rgbSE, luma); + float lumaM = dot(rgbM, luma); +/*--------------------------------------------------------------------------*/ + float lumaMin = min(lumaM, min(min(lumaNW, lumaNE), min(lumaSW, lumaSE))); + float lumaMax = max(lumaM, max(max(lumaNW, lumaNE), max(lumaSW, lumaSE))); +/*--------------------------------------------------------------------------*/ + float2 dir; + dir.x = -((lumaNW + lumaNE) - (lumaSW + lumaSE)); + dir.y = ((lumaNW + lumaSW) - (lumaNE + lumaSE)); +/*--------------------------------------------------------------------------*/ + float dirReduce = max( + (lumaNW + lumaNE + lumaSW + lumaSE) * (0.25 * FXAA_REDUCE_MUL), + FXAA_REDUCE_MIN); + float rcpDirMin = 1.0/(min(abs(dir.x), abs(dir.y)) + dirReduce); + dir = min(FxaaFloat2( FXAA_SPAN_MAX, FXAA_SPAN_MAX), + max(FxaaFloat2(-FXAA_SPAN_MAX, -FXAA_SPAN_MAX), + dir * rcpDirMin)) * rcpFrame.xy; +/*--------------------------------------------------------------------------*/ + float3 rgbA = (1.0/2.0) * ( + FxaaTexLod0(tex, posPos.xy + dir * (1.0/3.0 - 0.5)).xyz + + FxaaTexLod0(tex, posPos.xy + dir * (2.0/3.0 - 0.5)).xyz); + float3 rgbB = rgbA * (1.0/2.0) + (1.0/4.0) * ( + FxaaTexLod0(tex, posPos.xy + dir * (0.0/3.0 - 0.5)).xyz + + FxaaTexLod0(tex, posPos.xy + dir * (3.0/3.0 - 0.5)).xyz); + float lumaB = dot(rgbB, luma); + if((lumaB < lumaMin) || (lumaB > lumaMax)) return rgbA; + return rgbB; } + + +struct v2f { + float4 pos : SV_POSITION; + float4 uv : TEXCOORD0; +}; + +float4 _MainTex_TexelSize; + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = FxaaVertexShader (v.texcoord.xy*2-1, _MainTex_TexelSize.xy); + return o; +} + +sampler2D _MainTex; + +float4 frag (v2f i) : SV_Target +{ + return float4(FxaaPixelShader(i.uv, _MainTex, _MainTex_TexelSize.xy).xyz, 0.0f); +} + +ENDCG + } +} + +Fallback off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA2.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA2.shader.meta new file mode 100644 index 00000000..365db5f7 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA2.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: cd5b323dcc592457790ff18b528f5e67 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA3Console.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA3Console.shader new file mode 100644 index 00000000..c00f526d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA3Console.shader @@ -0,0 +1,174 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + + +/*============================================================================ + +source taken from + + + NVIDIA FXAA 3.11 by TIMOTHY LOTTES + + +and adapted and ported to Unity by Unity Technologies + + +------------------------------------------------------------------------------ +COPYRIGHT (C) 2010, 2011 NVIDIA CORPORATION. ALL RIGHTS RESERVED. +------------------------------------------------------------------------------ +TO THE MAXIMUM EXTENT PERMITTED BY APPLICABLE LAW, THIS SOFTWARE IS PROVIDED +*AS IS* AND NVIDIA AND ITS SUPPLIERS DISCLAIM ALL WARRANTIES, EITHER EXPRESS +OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, IMPLIED WARRANTIES OF +MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. IN NO EVENT SHALL NVIDIA +OR ITS SUPPLIERS BE LIABLE FOR ANY SPECIAL, INCIDENTAL, INDIRECT, OR +CONSEQUENTIAL DAMAGES WHATSOEVER (INCLUDING, WITHOUT LIMITATION, DAMAGES FOR +LOSS OF BUSINESS PROFITS, BUSINESS INTERRUPTION, LOSS OF BUSINESS INFORMATION, +OR ANY OTHER PECUNIARY LOSS) ARISING OUT OF THE USE OF OR INABILITY TO USE +THIS SOFTWARE, EVEN IF NVIDIA HAS BEEN ADVISED OF THE POSSIBILITY OF SUCH +DAMAGES. + +============================================================================*/ + + +Shader "Hidden/FXAA III (Console)" { + Properties { + _MainTex ("-", 2D) = "white" {} + _EdgeThresholdMin ("Edge threshold min",float) = 0.125 + _EdgeThreshold("Edge Threshold", float) = 0.25 + _EdgeSharpness("Edge sharpness",float) = 4.0 + } + SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + #pragma target 3.0 + + #include "UnityCG.cginc" + + uniform sampler2D _MainTex; + uniform half _EdgeThresholdMin; + uniform half _EdgeThreshold; + uniform half _EdgeSharpness; + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float4 interpolatorA : TEXCOORD1; + float4 interpolatorB : TEXCOORD2; + float4 interpolatorC : TEXCOORD3; + }; + + float4 _MainTex_TexelSize; + + v2f vert (appdata_img v) + { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = v.texcoord.xy; + + float4 extents; + float2 offset = ( _MainTex_TexelSize.xy ) * 0.5f; + extents.xy = v.texcoord.xy - offset; + extents.zw = v.texcoord.xy + offset; + + float4 rcpSize; + rcpSize.xy = -_MainTex_TexelSize.xy * 0.5f; + rcpSize.zw = _MainTex_TexelSize.xy * 0.5f; +#if defined (SHADER_API_PSP2) + //cg compiler linker bug workaround + float almostzero = v.texcoord.x*0.000001f; + rcpSize.x += almostzero; +#endif + o.interpolatorA = extents; + o.interpolatorB = rcpSize; + o.interpolatorC = rcpSize; + + o.interpolatorC.xy *= 4.0; + o.interpolatorC.zw *= 4.0; + + return o; + } + +// hacky support for NaCl +#if defined(SHADER_API_GLES) && defined(SHADER_API_DESKTOP) + #define FxaaTexTop(t, p) tex2D(t, p) +#else + #define FxaaTexTop(t, p) tex2Dlod(t, float4(p, 0.0, 0.0)) +#endif + + inline half TexLuminance( float2 uv ) + { + return Luminance(FxaaTexTop(_MainTex, uv).rgb); + } + + half3 FxaaPixelShader(float2 pos, float4 extents, float4 rcpSize, float4 rcpSize2) + { + half lumaNw = TexLuminance(extents.xy); + half lumaSw = TexLuminance(extents.xw); + half lumaNe = TexLuminance(extents.zy); + half lumaSe = TexLuminance(extents.zw); + + half3 centre = FxaaTexTop(_MainTex, pos).rgb; + half lumaCentre = Luminance(centre); + + half lumaMaxNwSw = max( lumaNw , lumaSw ); + lumaNe += 1.0/384.0; + half lumaMinNwSw = min( lumaNw , lumaSw ); + + half lumaMaxNeSe = max( lumaNe , lumaSe ); + half lumaMinNeSe = min( lumaNe , lumaSe ); + + half lumaMax = max( lumaMaxNeSe, lumaMaxNwSw ); + half lumaMin = min( lumaMinNeSe, lumaMinNwSw ); + + half lumaMaxScaled = lumaMax * _EdgeThreshold; + + half lumaMinCentre = min( lumaMin , lumaCentre ); + half lumaMaxScaledClamped = max( _EdgeThresholdMin , lumaMaxScaled ); + half lumaMaxCentre = max( lumaMax , lumaCentre ); + half dirSWMinusNE = lumaSw - lumaNe; + half lumaMaxCMinusMinC = lumaMaxCentre - lumaMinCentre; + half dirSEMinusNW = lumaSe - lumaNw; + + if(lumaMaxCMinusMinC < lumaMaxScaledClamped) + return centre; + + half2 dir; + dir.x = dirSWMinusNE + dirSEMinusNW; + dir.y = dirSWMinusNE - dirSEMinusNW; + + dir = normalize(dir); + half3 col1 = FxaaTexTop(_MainTex, pos.xy - dir * rcpSize.zw).rgb; + half3 col2 = FxaaTexTop(_MainTex, pos.xy + dir * rcpSize.zw).rgb; + + half dirAbsMinTimesC = min( abs( dir.x ) , abs( dir.y ) ) * _EdgeSharpness; + dir = clamp(dir.xy/dirAbsMinTimesC, -2.0, 2.0); + + half3 col3 = FxaaTexTop(_MainTex, pos.xy - dir * rcpSize2.zw).rgb; + half3 col4 = FxaaTexTop(_MainTex, pos.xy + dir * rcpSize2.zw).rgb; + + half3 rgbyA = col1 + col2; + half3 rgbyB = ((col3 + col4) * 0.25) + (rgbyA * 0.25); + + if((Luminance(rgbyA) < lumaMin) || (Luminance(rgbyB) > lumaMax)) + return rgbyA * 0.5; + else + return rgbyB; + } + + half4 frag (v2f i) : SV_Target + { + half3 color = FxaaPixelShader(i.uv, i.interpolatorA, i.interpolatorB, i.interpolatorC); + return half4(color, 1.0); + } + + ENDCG + } + } + FallBack Off +} + diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA3Console.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA3Console.shader.meta new file mode 100644 index 00000000..63068157 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAA3Console.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: c547503fff0e8482ea5793727057041c +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset2.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset2.shader new file mode 100644 index 00000000..07afa03b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset2.shader @@ -0,0 +1,829 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/FXAA Preset 2" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" +#pragma target 3.0 + +// doesn't make sense to have this on consoles, it'll fallback to FXAA2 +#pragma exclude_renderers xbox360 ps3 gles + + +#define FXAA_HLSL_3 1 +#define FXAA_PRESET 2 + + +// Copyright (c) 2010 NVIDIA Corporation. All rights reserved. +// +// TO THE MAXIMUM EXTENT PERMITTED BY APPLICABLE LAW, THIS SOFTWARE IS PROVIDED +// *AS IS* AND NVIDIA AND ITS SUPPLIERS DISCLAIM ALL WARRANTIES, EITHER EXPRESS +// OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, IMPLIED WARRANTIES OF MERCHANTABILITY +// AND FITNESS FOR A PARTICULAR PURPOSE. IN NO EVENT SHALL NVIDIA OR ITS SUPPLIERS +// BE LIABLE FOR ANY SPECIAL, INCIDENTAL, INDIRECT, OR CONSEQUENTIAL DAMAGES +// WHATSOEVER (INCLUDING, WITHOUT LIMITATION, DAMAGES FOR LOSS OF BUSINESS PROFITS, +// BUSINESS INTERRUPTION, LOSS OF BUSINESS INFORMATION, OR ANY OTHER PECUNIARY LOSS) +// ARISING OUT OF THE USE OF OR INABILITY TO USE THIS SOFTWARE, EVEN IF NVIDIA HAS +// BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES. + +/*============================================================================ + + FXAA + +============================================================================*/ + +/*============================================================================ + API PORTING +============================================================================*/ +#ifndef FXAA_GLSL_120 + #define FXAA_GLSL_120 0 +#endif +#ifndef FXAA_GLSL_130 + #define FXAA_GLSL_130 0 +#endif +#ifndef FXAA_HLSL_3 + #define FXAA_HLSL_3 0 +#endif +#ifndef FXAA_HLSL_4 + #define FXAA_HLSL_4 0 +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_GLSL_120 + // Requires, + // #version 120 + // #extension GL_EXT_gpu_shader4 : enable + #define int2 ivec2 + #define float2 vec2 + #define float3 vec3 + #define float4 vec4 + #define FxaaBool3 bvec3 + #define FxaaInt2 ivec2 + #define FxaaFloat2 vec2 + #define FxaaFloat3 vec3 + #define FxaaFloat4 vec4 + #define FxaaBool2Float(a) mix(0.0, 1.0, (a)) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) mix((f), (t), (b)) + #define FxaaTex sampler2D +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_GLSL_130 + // Requires "#version 130" or better + #define int2 ivec2 + #define float2 vec2 + #define float3 vec3 + #define float4 vec4 + #define FxaaBool3 bvec3 + #define FxaaInt2 ivec2 + #define FxaaFloat2 vec2 + #define FxaaFloat3 vec3 + #define FxaaFloat4 vec4 + #define FxaaBool2Float(a) mix(0.0, 1.0, (a)) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) mix((f), (t), (b)) + #define FxaaTex sampler2D +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_HLSL_3 + #define int2 float2 + #define FxaaInt2 float2 + #define FxaaFloat2 float2 + #define FxaaFloat3 float3 + #define FxaaFloat4 float4 + #define FxaaBool2Float(a) (a) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) ((f)*(!b) + (t)*(b)) + #define FxaaTex sampler2D +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_HLSL_4 + #define FxaaInt2 int2 + #define FxaaFloat2 float2 + #define FxaaFloat3 float3 + #define FxaaFloat4 float4 + #define FxaaBool2Float(a) (a) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) ((f)*(!b) + (t)*(b)) + struct FxaaTex { SamplerState smpl; Texture2D tex; }; +#endif +/*--------------------------------------------------------------------------*/ +#define FxaaToFloat3(a) FxaaFloat3((a), (a), (a)) +/*--------------------------------------------------------------------------*/ +float4 FxaaTexLod0(FxaaTex tex, float2 pos) { + #if FXAA_GLSL_120 + return texture2DLod(tex, pos.xy, 0.0); + #endif + #if FXAA_GLSL_130 + return textureLod(tex, pos.xy, 0.0); + #endif + #if FXAA_HLSL_3 + return tex2Dlod(tex, float4(pos.xy, 0.0, 0.0)); + #endif + #if FXAA_HLSL_4 + return tex.tex.SampleLevel(tex.smpl, pos.xy, 0.0); + #endif +} +/*--------------------------------------------------------------------------*/ +float4 FxaaTexGrad(FxaaTex tex, float2 pos, float2 grad) { + #if FXAA_GLSL_120 + return texture2DGrad(tex, pos.xy, grad, grad); + #endif + #if FXAA_GLSL_130 + return textureGrad(tex, pos.xy, grad, grad); + #endif + #if FXAA_HLSL_3 + return tex2Dgrad(tex, pos.xy, grad, grad); + #endif + #if FXAA_HLSL_4 + return tex.tex.SampleGrad(tex.smpl, pos.xy, grad, grad); + #endif +} +/*--------------------------------------------------------------------------*/ +float4 FxaaTexOff(FxaaTex tex, float2 pos, int2 off, float2 rcpFrame) { + #if FXAA_GLSL_120 + return texture2DLodOffset(tex, pos.xy, 0.0, off.xy); + #endif + #if FXAA_GLSL_130 + return textureLodOffset(tex, pos.xy, 0.0, off.xy); + #endif + #if FXAA_HLSL_3 + return tex2Dlod(tex, float4(pos.xy + (off * rcpFrame), 0, 0)); + #endif + #if FXAA_HLSL_4 + return tex.tex.SampleLevel(tex.smpl, pos.xy, 0.0, off.xy); + #endif +} + +/*============================================================================ + SRGB KNOBS +------------------------------------------------------------------------------ +FXAA_SRGB_ROP - Set to 1 when applying FXAA to an sRGB back buffer (DX10/11). + This will do the sRGB to linear transform, + as ROP will expect linear color from this shader, + and this shader works in non-linear color. +============================================================================*/ +#define FXAA_SRGB_ROP 0 + +/*============================================================================ + DEBUG KNOBS +------------------------------------------------------------------------------ +All debug knobs draw FXAA-untouched pixels in FXAA computed luma (monochrome). + +FXAA_DEBUG_PASSTHROUGH - Red for pixels which are filtered by FXAA with a + yellow tint on sub-pixel aliasing filtered by FXAA. +FXAA_DEBUG_HORZVERT - Blue for horizontal edges, gold for vertical edges. +FXAA_DEBUG_PAIR - Blue/green for the 2 pixel pair choice. +FXAA_DEBUG_NEGPOS - Red/blue for which side of center of span. +FXAA_DEBUG_OFFSET - Red/blue for -/+ x, gold/skyblue for -/+ y. +============================================================================*/ +#ifndef FXAA_DEBUG_PASSTHROUGH + #define FXAA_DEBUG_PASSTHROUGH 0 +#endif +#ifndef FXAA_DEBUG_HORZVERT + #define FXAA_DEBUG_HORZVERT 0 +#endif +#ifndef FXAA_DEBUG_PAIR + #define FXAA_DEBUG_PAIR 0 +#endif +#ifndef FXAA_DEBUG_NEGPOS + #define FXAA_DEBUG_NEGPOS 0 +#endif +#ifndef FXAA_DEBUG_OFFSET + #define FXAA_DEBUG_OFFSET 0 +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_DEBUG_PASSTHROUGH || FXAA_DEBUG_HORZVERT || FXAA_DEBUG_PAIR + #define FXAA_DEBUG 1 +#endif +#if FXAA_DEBUG_NEGPOS || FXAA_DEBUG_OFFSET + #define FXAA_DEBUG 1 +#endif +#ifndef FXAA_DEBUG + #define FXAA_DEBUG 0 +#endif + +/*============================================================================ + COMPILE-IN KNOBS +------------------------------------------------------------------------------ +FXAA_PRESET - Choose compile-in knob preset 0-5. +------------------------------------------------------------------------------ +FXAA_EDGE_THRESHOLD - The minimum amount of local contrast required + to apply algorithm. + 1.0/3.0 - too little + 1.0/4.0 - good start + 1.0/8.0 - applies to more edges + 1.0/16.0 - overkill +------------------------------------------------------------------------------ +FXAA_EDGE_THRESHOLD_MIN - Trims the algorithm from processing darks. + Perf optimization. + 1.0/32.0 - visible limit (smaller isn't visible) + 1.0/16.0 - good compromise + 1.0/12.0 - upper limit (seeing artifacts) +------------------------------------------------------------------------------ +FXAA_SEARCH_STEPS - Maximum number of search steps for end of span. +------------------------------------------------------------------------------ +FXAA_SEARCH_ACCELERATION - How much to accelerate search, + 1 - no acceleration + 2 - skip by 2 pixels + 3 - skip by 3 pixels + 4 - skip by 4 pixels +------------------------------------------------------------------------------ +FXAA_SEARCH_THRESHOLD - Controls when to stop searching. + 1.0/4.0 - seems to be the best quality wise +------------------------------------------------------------------------------ +FXAA_SUBPIX_FASTER - Turn on lower quality but faster subpix path. + Not recomended, but used in preset 0. +------------------------------------------------------------------------------ +FXAA_SUBPIX - Toggle subpix filtering. + 0 - turn off + 1 - turn on + 2 - turn on full (ignores FXAA_SUBPIX_TRIM and CAP) +------------------------------------------------------------------------------ +FXAA_SUBPIX_TRIM - Controls sub-pixel aliasing removal. + 1.0/2.0 - low removal + 1.0/3.0 - medium removal + 1.0/4.0 - default removal + 1.0/8.0 - high removal + 0.0 - complete removal +------------------------------------------------------------------------------ +FXAA_SUBPIX_CAP - Insures fine detail is not completely removed. + This is important for the transition of sub-pixel detail, + like fences and wires. + 3.0/4.0 - default (medium amount of filtering) + 7.0/8.0 - high amount of filtering + 1.0 - no capping of sub-pixel aliasing removal +============================================================================*/ +#ifndef FXAA_PRESET + #define FXAA_PRESET 3 +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 0) + #define FXAA_EDGE_THRESHOLD (1.0/4.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/12.0) + #define FXAA_SEARCH_STEPS 2 + #define FXAA_SEARCH_ACCELERATION 4 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 1 + #define FXAA_SUBPIX_CAP (2.0/3.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 1) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/16.0) + #define FXAA_SEARCH_STEPS 4 + #define FXAA_SEARCH_ACCELERATION 3 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 2) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 8 + #define FXAA_SEARCH_ACCELERATION 2 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 3) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 16 + #define FXAA_SEARCH_ACCELERATION 1 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 4) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 24 + #define FXAA_SEARCH_ACCELERATION 1 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 5) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 32 + #define FXAA_SEARCH_ACCELERATION 1 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#define FXAA_SUBPIX_TRIM_SCALE (1.0/(1.0 - FXAA_SUBPIX_TRIM)) + +/*============================================================================ + HELPERS +============================================================================*/ +// Return the luma, the estimation of luminance from rgb inputs. +// This approximates luma using one FMA instruction, +// skipping normalization and tossing out blue. +// FxaaLuma() will range 0.0 to 2.963210702. +float FxaaLuma(float3 rgb) { + return rgb.y * (0.587/0.299) + rgb.x; } +/*--------------------------------------------------------------------------*/ +float3 FxaaLerp3(float3 a, float3 b, float amountOfA) { + return (FxaaToFloat3(-amountOfA) * b) + + ((a * FxaaToFloat3(amountOfA)) + b); } +/*--------------------------------------------------------------------------*/ +// Support any extra filtering before returning color. +float3 FxaaFilterReturn(float3 rgb) { + #if FXAA_SRGB_ROP + // Do sRGB encoded value to linear conversion. + return FxaaSel3( + rgb * FxaaToFloat3(1.0/12.92), + FxaaPow3( + rgb * FxaaToFloat3(1.0/1.055) + FxaaToFloat3(0.055/1.055), + FxaaToFloat3(2.4)), + rgb > FxaaToFloat3(0.04045)); + #else + return rgb; + #endif +} + +/*============================================================================ + VERTEX SHADER +============================================================================*/ +float2 FxaaVertexShader( +// Both x and y range {-1.0 to 1.0 across screen}. +float2 inPos) { + float2 pos; + pos.xy = (inPos.xy * FxaaFloat2(0.5, 0.5)) + FxaaFloat2(0.5, 0.5); + return pos; } + +/*============================================================================ + + PIXEL SHADER + +============================================================================*/ +float3 FxaaPixelShader( +// Output of FxaaVertexShader interpolated across screen. +// xy -> actual texture position {0.0 to 1.0} +float2 pos, +// Input texture. +FxaaTex tex, +// RCPFRAME SHOULD PIXEL SHADER CONSTANTS!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! +// {1.0/frameWidth, 1.0/frameHeight} +float2 rcpFrame) { + +/*---------------------------------------------------------------------------- + EARLY EXIT IF LOCAL CONTRAST BELOW EDGE DETECT LIMIT +------------------------------------------------------------------------------ +Majority of pixels of a typical image do not require filtering, +often pixels are grouped into blocks which could benefit from early exit +right at the beginning of the algorithm. +Given the following neighborhood, + + N + W M E + S + +If the difference in local maximum and minimum luma (contrast "range") +is lower than a threshold proportional to the maximum local luma ("rangeMax"), +then the shader early exits (no visible aliasing). +This threshold is clamped at a minimum value ("FXAA_EDGE_THRESHOLD_MIN") +to avoid processing in really dark areas. +----------------------------------------------------------------------------*/ + float3 rgbN = FxaaTexOff(tex, pos.xy, FxaaInt2( 0,-1), rcpFrame).xyz; + float3 rgbW = FxaaTexOff(tex, pos.xy, FxaaInt2(-1, 0), rcpFrame).xyz; + float3 rgbM = FxaaTexOff(tex, pos.xy, FxaaInt2( 0, 0), rcpFrame).xyz; + float3 rgbE = FxaaTexOff(tex, pos.xy, FxaaInt2( 1, 0), rcpFrame).xyz; + float3 rgbS = FxaaTexOff(tex, pos.xy, FxaaInt2( 0, 1), rcpFrame).xyz; + float lumaN = FxaaLuma(rgbN); + float lumaW = FxaaLuma(rgbW); + float lumaM = FxaaLuma(rgbM); + float lumaE = FxaaLuma(rgbE); + float lumaS = FxaaLuma(rgbS); + float rangeMin = min(lumaM, min(min(lumaN, lumaW), min(lumaS, lumaE))); + float rangeMax = max(lumaM, max(max(lumaN, lumaW), max(lumaS, lumaE))); + float range = rangeMax - rangeMin; + #if FXAA_DEBUG + float lumaO = lumaM / (1.0 + (0.587/0.299)); + #endif + if(range < max(FXAA_EDGE_THRESHOLD_MIN, rangeMax * FXAA_EDGE_THRESHOLD)) { + #if FXAA_DEBUG + return FxaaFilterReturn(FxaaToFloat3(lumaO)); + #endif + return FxaaFilterReturn(rgbM); } + #if FXAA_SUBPIX > 0 + #if FXAA_SUBPIX_FASTER + float3 rgbL = (rgbN + rgbW + rgbE + rgbS + rgbM) * + FxaaToFloat3(1.0/5.0); + #else + float3 rgbL = rgbN + rgbW + rgbM + rgbE + rgbS; + #endif + #endif + +/*---------------------------------------------------------------------------- + COMPUTE LOWPASS +------------------------------------------------------------------------------ +FXAA computes a local neighborhood lowpass value as follows, + + (N + W + E + S)/4 + +Then uses the ratio of the contrast range of the lowpass +and the range found in the early exit check, +as a sub-pixel aliasing detection filter. +When FXAA detects sub-pixel aliasing (such as single pixel dots), +it later blends in "blendL" amount +of a lowpass value (computed in the next section) to the final result. +----------------------------------------------------------------------------*/ + #if FXAA_SUBPIX != 0 + float lumaL = (lumaN + lumaW + lumaE + lumaS) * 0.25; + float rangeL = abs(lumaL - lumaM); + #endif + #if FXAA_SUBPIX == 1 + float blendL = max(0.0, + (rangeL / range) - FXAA_SUBPIX_TRIM) * FXAA_SUBPIX_TRIM_SCALE; + blendL = min(FXAA_SUBPIX_CAP, blendL); + #endif + #if FXAA_SUBPIX == 2 + float blendL = rangeL / range; + #endif + #if FXAA_DEBUG_PASSTHROUGH + #if FXAA_SUBPIX == 0 + float blendL = 0.0; + #endif + return FxaaFilterReturn( + FxaaFloat3(1.0, blendL/FXAA_SUBPIX_CAP, 0.0)); + #endif + +/*---------------------------------------------------------------------------- + CHOOSE VERTICAL OR HORIZONTAL SEARCH +------------------------------------------------------------------------------ +FXAA uses the following local neighborhood, + + NW N NE + W M E + SW S SE + +To compute an edge amount for both vertical and horizontal directions. +Note edge detect filters like Sobel fail on single pixel lines through M. +FXAA takes the weighted average magnitude of the high-pass values +for rows and columns as an indication of local edge amount. + +A lowpass value for anti-sub-pixel-aliasing is computed as + (N+W+E+S+M+NW+NE+SW+SE)/9. +This full box pattern has higher quality than other options. + +Note following this block, both vertical and horizontal cases +flow in parallel (reusing the horizontal variables). +----------------------------------------------------------------------------*/ + float3 rgbNW = FxaaTexOff(tex, pos.xy, FxaaInt2(-1,-1), rcpFrame).xyz; + float3 rgbNE = FxaaTexOff(tex, pos.xy, FxaaInt2( 1,-1), rcpFrame).xyz; + float3 rgbSW = FxaaTexOff(tex, pos.xy, FxaaInt2(-1, 1), rcpFrame).xyz; + float3 rgbSE = FxaaTexOff(tex, pos.xy, FxaaInt2( 1, 1), rcpFrame).xyz; + #if (FXAA_SUBPIX_FASTER == 0) && (FXAA_SUBPIX > 0) + rgbL += (rgbNW + rgbNE + rgbSW + rgbSE); + rgbL *= FxaaToFloat3(1.0/9.0); + #endif + float lumaNW = FxaaLuma(rgbNW); + float lumaNE = FxaaLuma(rgbNE); + float lumaSW = FxaaLuma(rgbSW); + float lumaSE = FxaaLuma(rgbSE); + float edgeVert = + abs((0.25 * lumaNW) + (-0.5 * lumaN) + (0.25 * lumaNE)) + + abs((0.50 * lumaW ) + (-1.0 * lumaM) + (0.50 * lumaE )) + + abs((0.25 * lumaSW) + (-0.5 * lumaS) + (0.25 * lumaSE)); + float edgeHorz = + abs((0.25 * lumaNW) + (-0.5 * lumaW) + (0.25 * lumaSW)) + + abs((0.50 * lumaN ) + (-1.0 * lumaM) + (0.50 * lumaS )) + + abs((0.25 * lumaNE) + (-0.5 * lumaE) + (0.25 * lumaSE)); + bool horzSpan = edgeHorz >= edgeVert; + #if FXAA_DEBUG_HORZVERT + if(horzSpan) return FxaaFilterReturn(FxaaFloat3(1.0, 0.75, 0.0)); + else return FxaaFilterReturn(FxaaFloat3(0.0, 0.50, 1.0)); + #endif + float lengthSign = horzSpan ? -rcpFrame.y : -rcpFrame.x; + if(!horzSpan) lumaN = lumaW; + if(!horzSpan) lumaS = lumaE; + float gradientN = abs(lumaN - lumaM); + float gradientS = abs(lumaS - lumaM); + lumaN = (lumaN + lumaM) * 0.5; + lumaS = (lumaS + lumaM) * 0.5; + +/*---------------------------------------------------------------------------- + CHOOSE SIDE OF PIXEL WHERE GRADIENT IS HIGHEST +------------------------------------------------------------------------------ +This chooses a pixel pair. +For "horzSpan == true" this will be a vertical pair, + + [N] N + [M] or [M] + S [S] + +Note following this block, both {N,M} and {S,M} cases +flow in parallel (reusing the {N,M} variables). + +This pair of image rows or columns is searched below +in the positive and negative direction +until edge status changes +(or the maximum number of search steps is reached). +----------------------------------------------------------------------------*/ + bool pairN = gradientN >= gradientS; + #if FXAA_DEBUG_PAIR + if(pairN) return FxaaFilterReturn(FxaaFloat3(0.0, 0.0, 1.0)); + else return FxaaFilterReturn(FxaaFloat3(0.0, 1.0, 0.0)); + #endif + if(!pairN) lumaN = lumaS; + if(!pairN) gradientN = gradientS; + if(!pairN) lengthSign *= -1.0; + float2 posN; + posN.x = pos.x + (horzSpan ? 0.0 : lengthSign * 0.5); + posN.y = pos.y + (horzSpan ? lengthSign * 0.5 : 0.0); + +/*---------------------------------------------------------------------------- + CHOOSE SEARCH LIMITING VALUES +------------------------------------------------------------------------------ +Search limit (+/- gradientN) is a function of local gradient. +----------------------------------------------------------------------------*/ + gradientN *= FXAA_SEARCH_THRESHOLD; + +/*---------------------------------------------------------------------------- + SEARCH IN BOTH DIRECTIONS UNTIL FIND LUMA PAIR AVERAGE IS OUT OF RANGE +------------------------------------------------------------------------------ +This loop searches either in vertical or horizontal directions, +and in both the negative and positive direction in parallel. +This loop fusion is faster than searching separately. + +The search is accelerated using FXAA_SEARCH_ACCELERATION length box filter +via anisotropic filtering with specified texture gradients. +----------------------------------------------------------------------------*/ + float2 posP = posN; + float2 offNP = horzSpan ? + FxaaFloat2(rcpFrame.x, 0.0) : + FxaaFloat2(0.0f, rcpFrame.y); + float lumaEndN = lumaN; + float lumaEndP = lumaN; + bool doneN = false; + bool doneP = false; + #if FXAA_SEARCH_ACCELERATION == 1 + posN += offNP * FxaaFloat2(-1.0, -1.0); + posP += offNP * FxaaFloat2( 1.0, 1.0); + #endif + #if FXAA_SEARCH_ACCELERATION == 2 + posN += offNP * FxaaFloat2(-1.5, -1.5); + posP += offNP * FxaaFloat2( 1.5, 1.5); + offNP *= FxaaFloat2(2.0, 2.0); + #endif + #if FXAA_SEARCH_ACCELERATION == 3 + posN += offNP * FxaaFloat2(-2.0, -2.0); + posP += offNP * FxaaFloat2( 2.0, 2.0); + offNP *= FxaaFloat2(3.0, 3.0); + #endif + #if FXAA_SEARCH_ACCELERATION == 4 + posN += offNP * FxaaFloat2(-2.5, -2.5); + posP += offNP * FxaaFloat2( 2.5, 2.5); + offNP *= FxaaFloat2(4.0, 4.0); + #endif + for(int i = 0; i < FXAA_SEARCH_STEPS; i++) { + #if FXAA_SEARCH_ACCELERATION == 1 + if(!doneN) lumaEndN = + FxaaLuma(FxaaTexLod0(tex, posN.xy).xyz); + if(!doneP) lumaEndP = + FxaaLuma(FxaaTexLod0(tex, posP.xy).xyz); + #else + if(!doneN) lumaEndN = + FxaaLuma(FxaaTexGrad(tex, posN.xy, offNP).xyz); + if(!doneP) lumaEndP = + FxaaLuma(FxaaTexGrad(tex, posP.xy, offNP).xyz); + #endif + doneN = doneN || (abs(lumaEndN - lumaN) >= gradientN); + doneP = doneP || (abs(lumaEndP - lumaN) >= gradientN); + if(doneN && doneP) break; + if(!doneN) posN -= offNP; + if(!doneP) posP += offNP; } + +/*---------------------------------------------------------------------------- + HANDLE IF CENTER IS ON POSITIVE OR NEGATIVE SIDE +------------------------------------------------------------------------------ +FXAA uses the pixel's position in the span +in combination with the values (lumaEnd*) at the ends of the span, +to determine filtering. + +This step computes which side of the span the pixel is on. +On negative side if dstN < dstP, + + posN pos posP + |-----------|------|------------------| + | | | | + |<--dstN--->|<---------dstP---------->| + | + span center + +----------------------------------------------------------------------------*/ + float dstN = horzSpan ? pos.x - posN.x : pos.y - posN.y; + float dstP = horzSpan ? posP.x - pos.x : posP.y - pos.y; + bool directionN = dstN < dstP; + #if FXAA_DEBUG_NEGPOS + if(directionN) return FxaaFilterReturn(FxaaFloat3(1.0, 0.0, 0.0)); + else return FxaaFilterReturn(FxaaFloat3(0.0, 0.0, 1.0)); + #endif + lumaEndN = directionN ? lumaEndN : lumaEndP; + +/*---------------------------------------------------------------------------- + CHECK IF PIXEL IS IN SECTION OF SPAN WHICH GETS NO FILTERING +------------------------------------------------------------------------------ +If both the pair luma at the end of the span (lumaEndN) +and middle pixel luma (lumaM) +are on the same side of the middle pair average luma (lumaN), +then don't filter. + +Cases, + +(1.) "L", + + lumaM + | + V XXXXXXXX <- other line averaged + XXXXXXX[X]XXXXXXXXXXX <- source pixel line + | . | + -------------------------- + [ ]xxxxxx[x]xx[X]XXXXXX <- pair average + -------------------------- + ^ ^ ^ ^ + | | | | + . |<---->|<---------- no filter region + . | | | + . center | | + . | lumaEndN + . | . + . lumaN . + . . + |<--- span -->| + + +(2.) "^" and "-", + + <- other line averaged + XXXXX[X]XXX <- source pixel line + | | | + -------------------------- + [ ]xxxx[x]xx[ ] <- pair average + -------------------------- + | | | + |<--->|<--->|<---------- filter both sides + + +(3.) "v" and inverse of "-", + + XXXXXX XXXXXXXXX <- other line averaged + XXXXXXXXXXX[X]XXXXXXXXXXXX <- source pixel line + | | | + -------------------------- + XXXX[X]xxxx[x]xx[X]XXXXXXX <- pair average + -------------------------- + | | | + |<--->|<--->|<---------- don't filter both! + + +Note the "v" case for FXAA requires no filtering. +This is because the inverse of the "-" case is the "v". +Filtering "v" case turns open spans like this, + + XXXXXXXXX + +Into this (which is not desired), + + x+. .+x + XXXXXXXXX + +----------------------------------------------------------------------------*/ + if(((lumaM - lumaN) < 0.0) == ((lumaEndN - lumaN) < 0.0)) + lengthSign = 0.0; + +/*---------------------------------------------------------------------------- + COMPUTE SUB-PIXEL OFFSET AND FILTER SPAN +------------------------------------------------------------------------------ +FXAA filters using a bilinear texture fetch offset +from the middle pixel M towards the center of the pair (NM below). +Maximum filtering will be half way between pair. +Reminder, at this point in the code, +the {N,M} pair is also reused for all cases: {S,M}, {W,M}, and {E,M}. + + +-------+ + | | 0.5 offset + | N | | + | | V + +-------+....--- + | | + | M...|....--- + | | ^ + +-------+ | + . . 0.0 offset + . S . + . . + ......... + +Position on span is used to compute sub-pixel filter offset using simple ramp, + + posN posP + |\ |<------- 0.5 pixel offset into pair pixel + | \ | + | \ | + ---.......|...\..........|<------- 0.25 pixel offset into pair pixel + ^ | ^\ | + | | | \ | + V | | \ | + ---.......|===|==========|<------- 0.0 pixel offset (ie M pixel) + ^ . | ^ . + | . pos | . + | . . | . + | . . center . + | . . . + | |<->|<---------.-------- dstN + | . . . + | . |<-------->|<------- dstP + | . . + | |<------------>|<------- spanLength + | + subPixelOffset + +----------------------------------------------------------------------------*/ + float spanLength = (dstP + dstN); + dstN = directionN ? dstN : dstP; + float subPixelOffset = (0.5 + (dstN * (-1.0/spanLength))) * lengthSign; + #if FXAA_DEBUG_OFFSET + float ox = horzSpan ? 0.0 : subPixelOffset*2.0/rcpFrame.x; + float oy = horzSpan ? subPixelOffset*2.0/rcpFrame.y : 0.0; + if(ox < 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(1.0, 0.0, 0.0), -ox)); + if(ox > 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(0.0, 0.0, 1.0), ox)); + if(oy < 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(1.0, 0.6, 0.2), -oy)); + if(oy > 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(0.2, 0.6, 1.0), oy)); + return FxaaFilterReturn(FxaaFloat3(lumaO, lumaO, lumaO)); + #endif + float3 rgbF = FxaaTexLod0(tex, FxaaFloat2( + pos.x + (horzSpan ? 0.0 : subPixelOffset), + pos.y + (horzSpan ? subPixelOffset : 0.0))).xyz; + #if FXAA_SUBPIX == 0 + return FxaaFilterReturn(rgbF); + #else + return FxaaFilterReturn(FxaaLerp3(rgbL, rgbF, blendL)); + #endif +} + + + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; +}; + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = v.texcoord.xy; + return o; +} + +sampler2D _MainTex; +float4 _MainTex_TexelSize; + +float4 frag (v2f i) : SV_Target +{ + return float4(FxaaPixelShader(i.uv.xy, _MainTex, _MainTex_TexelSize.xy).xyz, 0.0f); +} + +ENDCG + } +} + +Fallback "Hidden/FXAA II" +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset2.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset2.shader.meta new file mode 100644 index 00000000..a0d603d3 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset2.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 6f1418cffd12146f2a83be795f6fa5a7 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset3.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset3.shader new file mode 100644 index 00000000..1cba248b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset3.shader @@ -0,0 +1,828 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/FXAA Preset 3" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + +CGPROGRAM +#pragma vertex vert +#pragma fragment frag +#include "UnityCG.cginc" +#pragma target 3.0 + +// Not very practical on consoles/mobile, and PS3 Cg takes ages to compile this :( +#pragma exclude_renderers xbox360 ps3 gles + +#define FXAA_HLSL_3 1 +#define FXAA_PRESET 3 + + +// Copyright (c) 2010 NVIDIA Corporation. All rights reserved. +// +// TO THE MAXIMUM EXTENT PERMITTED BY APPLICABLE LAW, THIS SOFTWARE IS PROVIDED +// *AS IS* AND NVIDIA AND ITS SUPPLIERS DISCLAIM ALL WARRANTIES, EITHER EXPRESS +// OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, IMPLIED WARRANTIES OF MERCHANTABILITY +// AND FITNESS FOR A PARTICULAR PURPOSE. IN NO EVENT SHALL NVIDIA OR ITS SUPPLIERS +// BE LIABLE FOR ANY SPECIAL, INCIDENTAL, INDIRECT, OR CONSEQUENTIAL DAMAGES +// WHATSOEVER (INCLUDING, WITHOUT LIMITATION, DAMAGES FOR LOSS OF BUSINESS PROFITS, +// BUSINESS INTERRUPTION, LOSS OF BUSINESS INFORMATION, OR ANY OTHER PECUNIARY LOSS) +// ARISING OUT OF THE USE OF OR INABILITY TO USE THIS SOFTWARE, EVEN IF NVIDIA HAS +// BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES. + +/*============================================================================ + + FXAA + +============================================================================*/ + +/*============================================================================ + API PORTING +============================================================================*/ +#ifndef FXAA_GLSL_120 + #define FXAA_GLSL_120 0 +#endif +#ifndef FXAA_GLSL_130 + #define FXAA_GLSL_130 0 +#endif +#ifndef FXAA_HLSL_3 + #define FXAA_HLSL_3 0 +#endif +#ifndef FXAA_HLSL_4 + #define FXAA_HLSL_4 0 +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_GLSL_120 + // Requires, + // #version 120 + // #extension GL_EXT_gpu_shader4 : enable + #define int2 ivec2 + #define float2 vec2 + #define float3 vec3 + #define float4 vec4 + #define FxaaBool3 bvec3 + #define FxaaInt2 ivec2 + #define FxaaFloat2 vec2 + #define FxaaFloat3 vec3 + #define FxaaFloat4 vec4 + #define FxaaBool2Float(a) mix(0.0, 1.0, (a)) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) mix((f), (t), (b)) + #define FxaaTex sampler2D +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_GLSL_130 + // Requires "#version 130" or better + #define int2 ivec2 + #define float2 vec2 + #define float3 vec3 + #define float4 vec4 + #define FxaaBool3 bvec3 + #define FxaaInt2 ivec2 + #define FxaaFloat2 vec2 + #define FxaaFloat3 vec3 + #define FxaaFloat4 vec4 + #define FxaaBool2Float(a) mix(0.0, 1.0, (a)) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) mix((f), (t), (b)) + #define FxaaTex sampler2D +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_HLSL_3 + #define int2 float2 + #define FxaaInt2 float2 + #define FxaaFloat2 float2 + #define FxaaFloat3 float3 + #define FxaaFloat4 float4 + #define FxaaBool2Float(a) (a) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) ((f)*(!b) + (t)*(b)) + #define FxaaTex sampler2D +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_HLSL_4 + #define FxaaInt2 int2 + #define FxaaFloat2 float2 + #define FxaaFloat3 float3 + #define FxaaFloat4 float4 + #define FxaaBool2Float(a) (a) + #define FxaaPow3(x, y) pow(x, y) + #define FxaaSel3(f, t, b) ((f)*(!b) + (t)*(b)) + struct FxaaTex { SamplerState smpl; Texture2D tex; }; +#endif +/*--------------------------------------------------------------------------*/ +#define FxaaToFloat3(a) FxaaFloat3((a), (a), (a)) +/*--------------------------------------------------------------------------*/ +float4 FxaaTexLod0(FxaaTex tex, float2 pos) { + #if FXAA_GLSL_120 + return texture2DLod(tex, pos.xy, 0.0); + #endif + #if FXAA_GLSL_130 + return textureLod(tex, pos.xy, 0.0); + #endif + #if FXAA_HLSL_3 + return tex2Dlod(tex, float4(pos.xy, 0.0, 0.0)); + #endif + #if FXAA_HLSL_4 + return tex.tex.SampleLevel(tex.smpl, pos.xy, 0.0); + #endif +} +/*--------------------------------------------------------------------------*/ +float4 FxaaTexGrad(FxaaTex tex, float2 pos, float2 grad) { + #if FXAA_GLSL_120 + return texture2DGrad(tex, pos.xy, grad, grad); + #endif + #if FXAA_GLSL_130 + return textureGrad(tex, pos.xy, grad, grad); + #endif + #if FXAA_HLSL_3 + return tex2Dgrad(tex, pos.xy, grad, grad); + #endif + #if FXAA_HLSL_4 + return tex.tex.SampleGrad(tex.smpl, pos.xy, grad, grad); + #endif +} +/*--------------------------------------------------------------------------*/ +float4 FxaaTexOff(FxaaTex tex, float2 pos, int2 off, float2 rcpFrame) { + #if FXAA_GLSL_120 + return texture2DLodOffset(tex, pos.xy, 0.0, off.xy); + #endif + #if FXAA_GLSL_130 + return textureLodOffset(tex, pos.xy, 0.0, off.xy); + #endif + #if FXAA_HLSL_3 + return tex2Dlod(tex, float4(pos.xy + (off * rcpFrame), 0, 0)); + #endif + #if FXAA_HLSL_4 + return tex.tex.SampleLevel(tex.smpl, pos.xy, 0.0, off.xy); + #endif +} + +/*============================================================================ + SRGB KNOBS +------------------------------------------------------------------------------ +FXAA_SRGB_ROP - Set to 1 when applying FXAA to an sRGB back buffer (DX10/11). + This will do the sRGB to linear transform, + as ROP will expect linear color from this shader, + and this shader works in non-linear color. +============================================================================*/ +#define FXAA_SRGB_ROP 0 + +/*============================================================================ + DEBUG KNOBS +------------------------------------------------------------------------------ +All debug knobs draw FXAA-untouched pixels in FXAA computed luma (monochrome). + +FXAA_DEBUG_PASSTHROUGH - Red for pixels which are filtered by FXAA with a + yellow tint on sub-pixel aliasing filtered by FXAA. +FXAA_DEBUG_HORZVERT - Blue for horizontal edges, gold for vertical edges. +FXAA_DEBUG_PAIR - Blue/green for the 2 pixel pair choice. +FXAA_DEBUG_NEGPOS - Red/blue for which side of center of span. +FXAA_DEBUG_OFFSET - Red/blue for -/+ x, gold/skyblue for -/+ y. +============================================================================*/ +#ifndef FXAA_DEBUG_PASSTHROUGH + #define FXAA_DEBUG_PASSTHROUGH 0 +#endif +#ifndef FXAA_DEBUG_HORZVERT + #define FXAA_DEBUG_HORZVERT 0 +#endif +#ifndef FXAA_DEBUG_PAIR + #define FXAA_DEBUG_PAIR 0 +#endif +#ifndef FXAA_DEBUG_NEGPOS + #define FXAA_DEBUG_NEGPOS 0 +#endif +#ifndef FXAA_DEBUG_OFFSET + #define FXAA_DEBUG_OFFSET 0 +#endif +/*--------------------------------------------------------------------------*/ +#if FXAA_DEBUG_PASSTHROUGH || FXAA_DEBUG_HORZVERT || FXAA_DEBUG_PAIR + #define FXAA_DEBUG 1 +#endif +#if FXAA_DEBUG_NEGPOS || FXAA_DEBUG_OFFSET + #define FXAA_DEBUG 1 +#endif +#ifndef FXAA_DEBUG + #define FXAA_DEBUG 0 +#endif + +/*============================================================================ + COMPILE-IN KNOBS +------------------------------------------------------------------------------ +FXAA_PRESET - Choose compile-in knob preset 0-5. +------------------------------------------------------------------------------ +FXAA_EDGE_THRESHOLD - The minimum amount of local contrast required + to apply algorithm. + 1.0/3.0 - too little + 1.0/4.0 - good start + 1.0/8.0 - applies to more edges + 1.0/16.0 - overkill +------------------------------------------------------------------------------ +FXAA_EDGE_THRESHOLD_MIN - Trims the algorithm from processing darks. + Perf optimization. + 1.0/32.0 - visible limit (smaller isn't visible) + 1.0/16.0 - good compromise + 1.0/12.0 - upper limit (seeing artifacts) +------------------------------------------------------------------------------ +FXAA_SEARCH_STEPS - Maximum number of search steps for end of span. +------------------------------------------------------------------------------ +FXAA_SEARCH_ACCELERATION - How much to accelerate search, + 1 - no acceleration + 2 - skip by 2 pixels + 3 - skip by 3 pixels + 4 - skip by 4 pixels +------------------------------------------------------------------------------ +FXAA_SEARCH_THRESHOLD - Controls when to stop searching. + 1.0/4.0 - seems to be the best quality wise +------------------------------------------------------------------------------ +FXAA_SUBPIX_FASTER - Turn on lower quality but faster subpix path. + Not recomended, but used in preset 0. +------------------------------------------------------------------------------ +FXAA_SUBPIX - Toggle subpix filtering. + 0 - turn off + 1 - turn on + 2 - turn on full (ignores FXAA_SUBPIX_TRIM and CAP) +------------------------------------------------------------------------------ +FXAA_SUBPIX_TRIM - Controls sub-pixel aliasing removal. + 1.0/2.0 - low removal + 1.0/3.0 - medium removal + 1.0/4.0 - default removal + 1.0/8.0 - high removal + 0.0 - complete removal +------------------------------------------------------------------------------ +FXAA_SUBPIX_CAP - Insures fine detail is not completely removed. + This is important for the transition of sub-pixel detail, + like fences and wires. + 3.0/4.0 - default (medium amount of filtering) + 7.0/8.0 - high amount of filtering + 1.0 - no capping of sub-pixel aliasing removal +============================================================================*/ +#ifndef FXAA_PRESET + #define FXAA_PRESET 3 +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 0) + #define FXAA_EDGE_THRESHOLD (1.0/4.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/12.0) + #define FXAA_SEARCH_STEPS 2 + #define FXAA_SEARCH_ACCELERATION 4 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 1 + #define FXAA_SUBPIX_CAP (2.0/3.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 1) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/16.0) + #define FXAA_SEARCH_STEPS 4 + #define FXAA_SEARCH_ACCELERATION 3 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 2) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 8 + #define FXAA_SEARCH_ACCELERATION 2 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 3) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 16 + #define FXAA_SEARCH_ACCELERATION 1 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 4) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 24 + #define FXAA_SEARCH_ACCELERATION 1 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#if (FXAA_PRESET == 5) + #define FXAA_EDGE_THRESHOLD (1.0/8.0) + #define FXAA_EDGE_THRESHOLD_MIN (1.0/24.0) + #define FXAA_SEARCH_STEPS 32 + #define FXAA_SEARCH_ACCELERATION 1 + #define FXAA_SEARCH_THRESHOLD (1.0/4.0) + #define FXAA_SUBPIX 1 + #define FXAA_SUBPIX_FASTER 0 + #define FXAA_SUBPIX_CAP (3.0/4.0) + #define FXAA_SUBPIX_TRIM (1.0/4.0) +#endif +/*--------------------------------------------------------------------------*/ +#define FXAA_SUBPIX_TRIM_SCALE (1.0/(1.0 - FXAA_SUBPIX_TRIM)) + +/*============================================================================ + HELPERS +============================================================================*/ +// Return the luma, the estimation of luminance from rgb inputs. +// This approximates luma using one FMA instruction, +// skipping normalization and tossing out blue. +// FxaaLuma() will range 0.0 to 2.963210702. +float FxaaLuma(float3 rgb) { + return rgb.y * (0.587/0.299) + rgb.x; } +/*--------------------------------------------------------------------------*/ +float3 FxaaLerp3(float3 a, float3 b, float amountOfA) { + return (FxaaToFloat3(-amountOfA) * b) + + ((a * FxaaToFloat3(amountOfA)) + b); } +/*--------------------------------------------------------------------------*/ +// Support any extra filtering before returning color. +float3 FxaaFilterReturn(float3 rgb) { + #if FXAA_SRGB_ROP + // Do sRGB encoded value to linear conversion. + return FxaaSel3( + rgb * FxaaToFloat3(1.0/12.92), + FxaaPow3( + rgb * FxaaToFloat3(1.0/1.055) + FxaaToFloat3(0.055/1.055), + FxaaToFloat3(2.4)), + rgb > FxaaToFloat3(0.04045)); + #else + return rgb; + #endif +} + +/*============================================================================ + VERTEX SHADER +============================================================================*/ +float2 FxaaVertexShader( +// Both x and y range {-1.0 to 1.0 across screen}. +float2 inPos) { + float2 pos; + pos.xy = (inPos.xy * FxaaFloat2(0.5, 0.5)) + FxaaFloat2(0.5, 0.5); + return pos; } + +/*============================================================================ + + PIXEL SHADER + +============================================================================*/ +float3 FxaaPixelShader( +// Output of FxaaVertexShader interpolated across screen. +// xy -> actual texture position {0.0 to 1.0} +float2 pos, +// Input texture. +FxaaTex tex, +// RCPFRAME SHOULD PIXEL SHADER CONSTANTS!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! +// {1.0/frameWidth, 1.0/frameHeight} +float2 rcpFrame) { + +/*---------------------------------------------------------------------------- + EARLY EXIT IF LOCAL CONTRAST BELOW EDGE DETECT LIMIT +------------------------------------------------------------------------------ +Majority of pixels of a typical image do not require filtering, +often pixels are grouped into blocks which could benefit from early exit +right at the beginning of the algorithm. +Given the following neighborhood, + + N + W M E + S + +If the difference in local maximum and minimum luma (contrast "range") +is lower than a threshold proportional to the maximum local luma ("rangeMax"), +then the shader early exits (no visible aliasing). +This threshold is clamped at a minimum value ("FXAA_EDGE_THRESHOLD_MIN") +to avoid processing in really dark areas. +----------------------------------------------------------------------------*/ + float3 rgbN = FxaaTexOff(tex, pos.xy, FxaaInt2( 0,-1), rcpFrame).xyz; + float3 rgbW = FxaaTexOff(tex, pos.xy, FxaaInt2(-1, 0), rcpFrame).xyz; + float3 rgbM = FxaaTexOff(tex, pos.xy, FxaaInt2( 0, 0), rcpFrame).xyz; + float3 rgbE = FxaaTexOff(tex, pos.xy, FxaaInt2( 1, 0), rcpFrame).xyz; + float3 rgbS = FxaaTexOff(tex, pos.xy, FxaaInt2( 0, 1), rcpFrame).xyz; + float lumaN = FxaaLuma(rgbN); + float lumaW = FxaaLuma(rgbW); + float lumaM = FxaaLuma(rgbM); + float lumaE = FxaaLuma(rgbE); + float lumaS = FxaaLuma(rgbS); + float rangeMin = min(lumaM, min(min(lumaN, lumaW), min(lumaS, lumaE))); + float rangeMax = max(lumaM, max(max(lumaN, lumaW), max(lumaS, lumaE))); + float range = rangeMax - rangeMin; + #if FXAA_DEBUG + float lumaO = lumaM / (1.0 + (0.587/0.299)); + #endif + if(range < max(FXAA_EDGE_THRESHOLD_MIN, rangeMax * FXAA_EDGE_THRESHOLD)) { + #if FXAA_DEBUG + return FxaaFilterReturn(FxaaToFloat3(lumaO)); + #endif + return FxaaFilterReturn(rgbM); } + #if FXAA_SUBPIX > 0 + #if FXAA_SUBPIX_FASTER + float3 rgbL = (rgbN + rgbW + rgbE + rgbS + rgbM) * + FxaaToFloat3(1.0/5.0); + #else + float3 rgbL = rgbN + rgbW + rgbM + rgbE + rgbS; + #endif + #endif + +/*---------------------------------------------------------------------------- + COMPUTE LOWPASS +------------------------------------------------------------------------------ +FXAA computes a local neighborhood lowpass value as follows, + + (N + W + E + S)/4 + +Then uses the ratio of the contrast range of the lowpass +and the range found in the early exit check, +as a sub-pixel aliasing detection filter. +When FXAA detects sub-pixel aliasing (such as single pixel dots), +it later blends in "blendL" amount +of a lowpass value (computed in the next section) to the final result. +----------------------------------------------------------------------------*/ + #if FXAA_SUBPIX != 0 + float lumaL = (lumaN + lumaW + lumaE + lumaS) * 0.25; + float rangeL = abs(lumaL - lumaM); + #endif + #if FXAA_SUBPIX == 1 + float blendL = max(0.0, + (rangeL / range) - FXAA_SUBPIX_TRIM) * FXAA_SUBPIX_TRIM_SCALE; + blendL = min(FXAA_SUBPIX_CAP, blendL); + #endif + #if FXAA_SUBPIX == 2 + float blendL = rangeL / range; + #endif + #if FXAA_DEBUG_PASSTHROUGH + #if FXAA_SUBPIX == 0 + float blendL = 0.0; + #endif + return FxaaFilterReturn( + FxaaFloat3(1.0, blendL/FXAA_SUBPIX_CAP, 0.0)); + #endif + +/*---------------------------------------------------------------------------- + CHOOSE VERTICAL OR HORIZONTAL SEARCH +------------------------------------------------------------------------------ +FXAA uses the following local neighborhood, + + NW N NE + W M E + SW S SE + +To compute an edge amount for both vertical and horizontal directions. +Note edge detect filters like Sobel fail on single pixel lines through M. +FXAA takes the weighted average magnitude of the high-pass values +for rows and columns as an indication of local edge amount. + +A lowpass value for anti-sub-pixel-aliasing is computed as + (N+W+E+S+M+NW+NE+SW+SE)/9. +This full box pattern has higher quality than other options. + +Note following this block, both vertical and horizontal cases +flow in parallel (reusing the horizontal variables). +----------------------------------------------------------------------------*/ + float3 rgbNW = FxaaTexOff(tex, pos.xy, FxaaInt2(-1,-1), rcpFrame).xyz; + float3 rgbNE = FxaaTexOff(tex, pos.xy, FxaaInt2( 1,-1), rcpFrame).xyz; + float3 rgbSW = FxaaTexOff(tex, pos.xy, FxaaInt2(-1, 1), rcpFrame).xyz; + float3 rgbSE = FxaaTexOff(tex, pos.xy, FxaaInt2( 1, 1), rcpFrame).xyz; + #if (FXAA_SUBPIX_FASTER == 0) && (FXAA_SUBPIX > 0) + rgbL += (rgbNW + rgbNE + rgbSW + rgbSE); + rgbL *= FxaaToFloat3(1.0/9.0); + #endif + float lumaNW = FxaaLuma(rgbNW); + float lumaNE = FxaaLuma(rgbNE); + float lumaSW = FxaaLuma(rgbSW); + float lumaSE = FxaaLuma(rgbSE); + float edgeVert = + abs((0.25 * lumaNW) + (-0.5 * lumaN) + (0.25 * lumaNE)) + + abs((0.50 * lumaW ) + (-1.0 * lumaM) + (0.50 * lumaE )) + + abs((0.25 * lumaSW) + (-0.5 * lumaS) + (0.25 * lumaSE)); + float edgeHorz = + abs((0.25 * lumaNW) + (-0.5 * lumaW) + (0.25 * lumaSW)) + + abs((0.50 * lumaN ) + (-1.0 * lumaM) + (0.50 * lumaS )) + + abs((0.25 * lumaNE) + (-0.5 * lumaE) + (0.25 * lumaSE)); + bool horzSpan = edgeHorz >= edgeVert; + #if FXAA_DEBUG_HORZVERT + if(horzSpan) return FxaaFilterReturn(FxaaFloat3(1.0, 0.75, 0.0)); + else return FxaaFilterReturn(FxaaFloat3(0.0, 0.50, 1.0)); + #endif + float lengthSign = horzSpan ? -rcpFrame.y : -rcpFrame.x; + if(!horzSpan) lumaN = lumaW; + if(!horzSpan) lumaS = lumaE; + float gradientN = abs(lumaN - lumaM); + float gradientS = abs(lumaS - lumaM); + lumaN = (lumaN + lumaM) * 0.5; + lumaS = (lumaS + lumaM) * 0.5; + +/*---------------------------------------------------------------------------- + CHOOSE SIDE OF PIXEL WHERE GRADIENT IS HIGHEST +------------------------------------------------------------------------------ +This chooses a pixel pair. +For "horzSpan == true" this will be a vertical pair, + + [N] N + [M] or [M] + S [S] + +Note following this block, both {N,M} and {S,M} cases +flow in parallel (reusing the {N,M} variables). + +This pair of image rows or columns is searched below +in the positive and negative direction +until edge status changes +(or the maximum number of search steps is reached). +----------------------------------------------------------------------------*/ + bool pairN = gradientN >= gradientS; + #if FXAA_DEBUG_PAIR + if(pairN) return FxaaFilterReturn(FxaaFloat3(0.0, 0.0, 1.0)); + else return FxaaFilterReturn(FxaaFloat3(0.0, 1.0, 0.0)); + #endif + if(!pairN) lumaN = lumaS; + if(!pairN) gradientN = gradientS; + if(!pairN) lengthSign *= -1.0; + float2 posN; + posN.x = pos.x + (horzSpan ? 0.0 : lengthSign * 0.5); + posN.y = pos.y + (horzSpan ? lengthSign * 0.5 : 0.0); + +/*---------------------------------------------------------------------------- + CHOOSE SEARCH LIMITING VALUES +------------------------------------------------------------------------------ +Search limit (+/- gradientN) is a function of local gradient. +----------------------------------------------------------------------------*/ + gradientN *= FXAA_SEARCH_THRESHOLD; + +/*---------------------------------------------------------------------------- + SEARCH IN BOTH DIRECTIONS UNTIL FIND LUMA PAIR AVERAGE IS OUT OF RANGE +------------------------------------------------------------------------------ +This loop searches either in vertical or horizontal directions, +and in both the negative and positive direction in parallel. +This loop fusion is faster than searching separately. + +The search is accelerated using FXAA_SEARCH_ACCELERATION length box filter +via anisotropic filtering with specified texture gradients. +----------------------------------------------------------------------------*/ + float2 posP = posN; + float2 offNP = horzSpan ? + FxaaFloat2(rcpFrame.x, 0.0) : + FxaaFloat2(0.0f, rcpFrame.y); + float lumaEndN = lumaN; + float lumaEndP = lumaN; + bool doneN = false; + bool doneP = false; + #if FXAA_SEARCH_ACCELERATION == 1 + posN += offNP * FxaaFloat2(-1.0, -1.0); + posP += offNP * FxaaFloat2( 1.0, 1.0); + #endif + #if FXAA_SEARCH_ACCELERATION == 2 + posN += offNP * FxaaFloat2(-1.5, -1.5); + posP += offNP * FxaaFloat2( 1.5, 1.5); + offNP *= FxaaFloat2(2.0, 2.0); + #endif + #if FXAA_SEARCH_ACCELERATION == 3 + posN += offNP * FxaaFloat2(-2.0, -2.0); + posP += offNP * FxaaFloat2( 2.0, 2.0); + offNP *= FxaaFloat2(3.0, 3.0); + #endif + #if FXAA_SEARCH_ACCELERATION == 4 + posN += offNP * FxaaFloat2(-2.5, -2.5); + posP += offNP * FxaaFloat2( 2.5, 2.5); + offNP *= FxaaFloat2(4.0, 4.0); + #endif + for(int i = 0; i < FXAA_SEARCH_STEPS; i++) { + #if FXAA_SEARCH_ACCELERATION == 1 + if(!doneN) lumaEndN = + FxaaLuma(FxaaTexLod0(tex, posN.xy).xyz); + if(!doneP) lumaEndP = + FxaaLuma(FxaaTexLod0(tex, posP.xy).xyz); + #else + if(!doneN) lumaEndN = + FxaaLuma(FxaaTexGrad(tex, posN.xy, offNP).xyz); + if(!doneP) lumaEndP = + FxaaLuma(FxaaTexGrad(tex, posP.xy, offNP).xyz); + #endif + doneN = doneN || (abs(lumaEndN - lumaN) >= gradientN); + doneP = doneP || (abs(lumaEndP - lumaN) >= gradientN); + if(doneN && doneP) break; + if(!doneN) posN -= offNP; + if(!doneP) posP += offNP; } + +/*---------------------------------------------------------------------------- + HANDLE IF CENTER IS ON POSITIVE OR NEGATIVE SIDE +------------------------------------------------------------------------------ +FXAA uses the pixel's position in the span +in combination with the values (lumaEnd*) at the ends of the span, +to determine filtering. + +This step computes which side of the span the pixel is on. +On negative side if dstN < dstP, + + posN pos posP + |-----------|------|------------------| + | | | | + |<--dstN--->|<---------dstP---------->| + | + span center + +----------------------------------------------------------------------------*/ + float dstN = horzSpan ? pos.x - posN.x : pos.y - posN.y; + float dstP = horzSpan ? posP.x - pos.x : posP.y - pos.y; + bool directionN = dstN < dstP; + #if FXAA_DEBUG_NEGPOS + if(directionN) return FxaaFilterReturn(FxaaFloat3(1.0, 0.0, 0.0)); + else return FxaaFilterReturn(FxaaFloat3(0.0, 0.0, 1.0)); + #endif + lumaEndN = directionN ? lumaEndN : lumaEndP; + +/*---------------------------------------------------------------------------- + CHECK IF PIXEL IS IN SECTION OF SPAN WHICH GETS NO FILTERING +------------------------------------------------------------------------------ +If both the pair luma at the end of the span (lumaEndN) +and middle pixel luma (lumaM) +are on the same side of the middle pair average luma (lumaN), +then don't filter. + +Cases, + +(1.) "L", + + lumaM + | + V XXXXXXXX <- other line averaged + XXXXXXX[X]XXXXXXXXXXX <- source pixel line + | . | + -------------------------- + [ ]xxxxxx[x]xx[X]XXXXXX <- pair average + -------------------------- + ^ ^ ^ ^ + | | | | + . |<---->|<---------- no filter region + . | | | + . center | | + . | lumaEndN + . | . + . lumaN . + . . + |<--- span -->| + + +(2.) "^" and "-", + + <- other line averaged + XXXXX[X]XXX <- source pixel line + | | | + -------------------------- + [ ]xxxx[x]xx[ ] <- pair average + -------------------------- + | | | + |<--->|<--->|<---------- filter both sides + + +(3.) "v" and inverse of "-", + + XXXXXX XXXXXXXXX <- other line averaged + XXXXXXXXXXX[X]XXXXXXXXXXXX <- source pixel line + | | | + -------------------------- + XXXX[X]xxxx[x]xx[X]XXXXXXX <- pair average + -------------------------- + | | | + |<--->|<--->|<---------- don't filter both! + + +Note the "v" case for FXAA requires no filtering. +This is because the inverse of the "-" case is the "v". +Filtering "v" case turns open spans like this, + + XXXXXXXXX + +Into this (which is not desired), + + x+. .+x + XXXXXXXXX + +----------------------------------------------------------------------------*/ + if(((lumaM - lumaN) < 0.0) == ((lumaEndN - lumaN) < 0.0)) + lengthSign = 0.0; + +/*---------------------------------------------------------------------------- + COMPUTE SUB-PIXEL OFFSET AND FILTER SPAN +------------------------------------------------------------------------------ +FXAA filters using a bilinear texture fetch offset +from the middle pixel M towards the center of the pair (NM below). +Maximum filtering will be half way between pair. +Reminder, at this point in the code, +the {N,M} pair is also reused for all cases: {S,M}, {W,M}, and {E,M}. + + +-------+ + | | 0.5 offset + | N | | + | | V + +-------+....--- + | | + | M...|....--- + | | ^ + +-------+ | + . . 0.0 offset + . S . + . . + ......... + +Position on span is used to compute sub-pixel filter offset using simple ramp, + + posN posP + |\ |<------- 0.5 pixel offset into pair pixel + | \ | + | \ | + ---.......|...\..........|<------- 0.25 pixel offset into pair pixel + ^ | ^\ | + | | | \ | + V | | \ | + ---.......|===|==========|<------- 0.0 pixel offset (ie M pixel) + ^ . | ^ . + | . pos | . + | . . | . + | . . center . + | . . . + | |<->|<---------.-------- dstN + | . . . + | . |<-------->|<------- dstP + | . . + | |<------------>|<------- spanLength + | + subPixelOffset + +----------------------------------------------------------------------------*/ + float spanLength = (dstP + dstN); + dstN = directionN ? dstN : dstP; + float subPixelOffset = (0.5 + (dstN * (-1.0/spanLength))) * lengthSign; + #if FXAA_DEBUG_OFFSET + float ox = horzSpan ? 0.0 : subPixelOffset*2.0/rcpFrame.x; + float oy = horzSpan ? subPixelOffset*2.0/rcpFrame.y : 0.0; + if(ox < 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(1.0, 0.0, 0.0), -ox)); + if(ox > 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(0.0, 0.0, 1.0), ox)); + if(oy < 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(1.0, 0.6, 0.2), -oy)); + if(oy > 0.0) return FxaaFilterReturn( + FxaaLerp3(FxaaToFloat3(lumaO), + FxaaFloat3(0.2, 0.6, 1.0), oy)); + return FxaaFilterReturn(FxaaFloat3(lumaO, lumaO, lumaO)); + #endif + float3 rgbF = FxaaTexLod0(tex, FxaaFloat2( + pos.x + (horzSpan ? 0.0 : subPixelOffset), + pos.y + (horzSpan ? subPixelOffset : 0.0))).xyz; + #if FXAA_SUBPIX == 0 + return FxaaFilterReturn(rgbF); + #else + return FxaaFilterReturn(FxaaLerp3(rgbL, rgbF, blendL)); + #endif +} + + + +struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; +}; + +v2f vert (appdata_img v) +{ + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = v.texcoord.xy; + return o; +} + +sampler2D _MainTex; +float4 _MainTex_TexelSize; + +float4 frag (v2f i) : SV_Target +{ + return float4(FxaaPixelShader(i.uv.xy, _MainTex, _MainTex_TexelSize.xy).xyz, 0.0f); +} + +ENDCG + } +} + +Fallback "Hidden/FXAA II" +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset3.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset3.shader.meta new file mode 100644 index 00000000..053bdbf9 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/FXAAPreset3.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: c182fa94a5a0a4c02870641efcd38cd5 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/NFAA.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/NFAA.shader new file mode 100644 index 00000000..ce23ff73 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/NFAA.shader @@ -0,0 +1,148 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +Shader "Hidden/NFAA" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _BlurTex ("Base (RGB)", 2D) = "white" {} + +} + +CGINCLUDE + +#include "UnityCG.cginc" + +uniform sampler2D _MainTex; +uniform float4 _MainTex_TexelSize; +uniform float _OffsetScale; +uniform float _BlurRadius; + +struct v2f { + float4 pos : SV_POSITION; + float2 uv[8] : TEXCOORD0; +}; + + v2f vert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + + float2 uv = v.texcoord.xy; + + float2 up = float2(0.0, _MainTex_TexelSize.y) * _OffsetScale; + float2 right = float2(_MainTex_TexelSize.x, 0.0) * _OffsetScale; + + o.uv[0].xy = uv + up; + o.uv[1].xy = uv - up; + o.uv[2].xy = uv + right; + o.uv[3].xy = uv - right; + o.uv[4].xy = uv - right + up; + o.uv[5].xy = uv - right -up; + o.uv[6].xy = uv + right + up; + o.uv[7].xy = uv + right -up; + + return o; + } + + half4 frag (v2f i) : SV_Target + { + // get luminance values + // maybe: experiment with different luminance calculations + float topL = Luminance( tex2D(_MainTex, i.uv[0]).rgb ); + float bottomL = Luminance( tex2D(_MainTex, i.uv[1]).rgb ); + float rightL = Luminance( tex2D(_MainTex, i.uv[2]).rgb ); + float leftL = Luminance( tex2D(_MainTex, i.uv[3]).rgb ); + float leftTopL = Luminance( tex2D(_MainTex, i.uv[4]).rgb ); + float leftBottomL = Luminance( tex2D(_MainTex, i.uv[5]).rgb ); + float rightBottomL = Luminance( tex2D(_MainTex, i.uv[6]).rgb ); + float rightTopL = Luminance( tex2D(_MainTex, i.uv[7]).rgb ); + + // 2 triangle subtractions + float sum0 = dot(float3(1,1,1), float3(rightTopL,bottomL,leftTopL)); + float sum1 = dot(float3(1,1,1), float3(leftBottomL,topL,rightBottomL)); + float sum2 = dot(float3(1,1,1), float3(leftTopL,rightL,leftBottomL)); + float sum3 = dot(float3(1,1,1), float3(rightBottomL,leftL,rightTopL)); + + // figure out "normal" + float2 blurDir = half2((sum0-sum1), (sum3-sum2)); + blurDir *= _MainTex_TexelSize.xy * _BlurRadius; + + // reconstruct normal uv + float2 uv_ = (i.uv[0] + i.uv[1]) * 0.5; + + float4 returnColor = tex2D(_MainTex, uv_); + returnColor += tex2D(_MainTex, uv_+ blurDir.xy); + returnColor += tex2D(_MainTex, uv_ - blurDir.xy); + returnColor += tex2D(_MainTex, uv_ + float2(blurDir.x, -blurDir.y)); + returnColor += tex2D(_MainTex, uv_ - float2(blurDir.x, -blurDir.y)); + + return returnColor * 0.2; + } + + half4 fragDebug (v2f i) : SV_Target + { + // get luminance values + // maybe: experiment with different luminance calculations + float topL = Luminance( tex2D(_MainTex, i.uv[0]).rgb ); + float bottomL = Luminance( tex2D(_MainTex, i.uv[1]).rgb ); + float rightL = Luminance( tex2D(_MainTex, i.uv[2]).rgb ); + float leftL = Luminance( tex2D(_MainTex, i.uv[3]).rgb ); + float leftTopL = Luminance( tex2D(_MainTex, i.uv[4]).rgb ); + float leftBottomL = Luminance( tex2D(_MainTex, i.uv[5]).rgb ); + float rightBottomL = Luminance( tex2D(_MainTex, i.uv[6]).rgb ); + float rightTopL = Luminance( tex2D(_MainTex, i.uv[7]).rgb ); + + // 2 triangle subtractions + float sum0 = dot(float3(1,1,1), float3(rightTopL,bottomL,leftTopL)); + float sum1 = dot(float3(1,1,1), float3(leftBottomL,topL,rightBottomL)); + float sum2 = dot(float3(1,1,1), float3(leftTopL,rightL,leftBottomL)); + float sum3 = dot(float3(1,1,1), float3(rightBottomL,leftL,rightTopL)); + + // figure out "normal" + float2 blurDir = half2((sum0-sum1), (sum3-sum2)); + blurDir *= _MainTex_TexelSize.xy * _BlurRadius; + + // reconstruct normal uv + float2 uv_ = (i.uv[0] + i.uv[1]) * 0.5; + + float4 returnColor = tex2D(_MainTex, uv_); + returnColor += tex2D(_MainTex, uv_+ blurDir.xy); + returnColor += tex2D(_MainTex, uv_ - blurDir.xy); + returnColor += tex2D(_MainTex, uv_ + float2(blurDir.x, -blurDir.y)); + returnColor += tex2D(_MainTex, uv_ - float2(blurDir.x, -blurDir.y)); + + blurDir = half2((sum0-sum1), (sum3-sum2)) * _BlurRadius; + return half4(normalize( half3(blurDir,1) * 0.5 + 0.5), 1); + return returnColor * 0.2; + } + +ENDCG + +SubShader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + #pragma exclude_renderers d3d11_9x + + ENDCG + } + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragDebug + #pragma exclude_renderers d3d11_9x + + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/NFAA.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/NFAA.shader.meta new file mode 100644 index 00000000..af7b4b65 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/NFAA.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: ce0cb2621f6d84e21a87414e471a3cce +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/SSAA.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/SSAA.shader new file mode 100644 index 00000000..77b1632a --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/SSAA.shader @@ -0,0 +1,87 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +Shader "Hidden/SSAA" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} +} + +// very simple & fast AA by Emmanuel Julien + +SubShader { + Pass { + + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + + #include "UnityCG.cginc" + + uniform sampler2D _MainTex; + uniform float4 _MainTex_TexelSize; + + struct v2f { + float4 pos : SV_POSITION; + float2 uv[5] : TEXCOORD0; + }; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + + float2 uv = v.texcoord.xy; + + float w = 1.75; + + float2 up = float2(0.0, _MainTex_TexelSize.y) * w; + float2 right = float2(_MainTex_TexelSize.x, 0.0) * w; + + o.uv[0].xy = uv - up; + o.uv[1].xy = uv - right; + o.uv[2].xy = uv + right; + o.uv[3].xy = uv + up; + + o.uv[4].xy = uv; + + return o; + } + + half4 frag (v2f i) : SV_Target + { + half4 outColor; + + float t = Luminance( tex2D( _MainTex, i.uv[0] ).xyz ); + float l = Luminance( tex2D( _MainTex, i.uv[1] ).xyz); + float r = Luminance( tex2D( _MainTex, i.uv[2] ).xyz); + float b = Luminance( tex2D( _MainTex, i.uv[3] ).xyz); + + half2 n = half2( -( t - b ), r - l ); + float nl = length( n ); + + if ( nl < (1.0 / 16.0) ) + outColor = tex2D( _MainTex, i.uv[4] ); + else { + n *= _MainTex_TexelSize.xy / nl; + + half4 o = tex2D( _MainTex, i.uv[4]); + half4 t0 = tex2D( _MainTex, i.uv[4] + n * 0.5) * 0.9; + half4 t1 = tex2D( _MainTex, i.uv[4] - n * 0.5) * 0.9; + half4 t2 = tex2D( _MainTex, i.uv[4] + n) * 0.75; + half4 t3 = tex2D( _MainTex, i.uv[4] - n) * 0.75; + + outColor = (o + t0 + t1 + t2 + t3) / 4.3; + } + + return outColor; + } + + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/SSAA.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/SSAA.shader.meta new file mode 100644 index 00000000..e9723171 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_Antialiasing/SSAA.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: b3728d1488b02490cbd196c7941bf1f8 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares.meta new file mode 100644 index 00000000..b8e6e5de --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 21ff94ea9b5c65b4ea2ae0ad6a596fa0 +folderAsset: yes +timeCreated: 1507412775 +licenseType: Free +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/Blend.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/Blend.shader new file mode 100644 index 00000000..abda9384 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/Blend.shader @@ -0,0 +1,116 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/Blend" { + Properties { + _MainTex ("Screen Blended", 2D) = "" {} + _ColorBuffer ("Color", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv[2] : TEXCOORD0; + }; + struct v2f_mt { + float4 pos : SV_POSITION; + float2 uv[4] : TEXCOORD0; + }; + + sampler2D _ColorBuffer; + sampler2D _MainTex; + + half _Intensity; + half4 _ColorBuffer_TexelSize; + half4 _MainTex_TexelSize; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv[0] = v.texcoord.xy; + o.uv[1] = v.texcoord.xy; + + #if UNITY_UV_STARTS_AT_TOP + if (_ColorBuffer_TexelSize.y < 0) + o.uv[1].y = 1-o.uv[1].y; + #endif + + return o; + } + + v2f_mt vertMultiTap( appdata_img v ) { + v2f_mt o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv[0] = v.texcoord.xy + _MainTex_TexelSize.xy * 0.5; + o.uv[1] = v.texcoord.xy - _MainTex_TexelSize.xy * 0.5; + o.uv[2] = v.texcoord.xy - _MainTex_TexelSize.xy * half2(1,-1) * 0.5; + o.uv[3] = v.texcoord.xy + _MainTex_TexelSize.xy * half2(1,-1) * 0.5; + return o; + } + + half4 fragScreen (v2f i) : SV_Target { + half4 toBlend = saturate (tex2D(_MainTex, i.uv[0]) * _Intensity); + return 1-(1-toBlend)*(1-tex2D(_ColorBuffer, i.uv[1])); + } + + half4 fragAdd (v2f i) : SV_Target { + return tex2D(_MainTex, i.uv[0].xy) * _Intensity + tex2D(_ColorBuffer, i.uv[1]); + } + + half4 fragVignetteBlend (v2f i) : SV_Target { + return tex2D(_MainTex, i.uv[0].xy) * tex2D(_ColorBuffer, i.uv[0]); + } + + half4 fragMultiTap (v2f_mt i) : SV_Target { + half4 outColor = tex2D(_MainTex, i.uv[0].xy); + outColor += tex2D(_MainTex, i.uv[1].xy); + outColor += tex2D(_MainTex, i.uv[2].xy); + outColor += tex2D(_MainTex, i.uv[3].xy); + return outColor * 0.25; + } + + ENDCG + +Subshader { + ZTest Always Cull Off ZWrite Off + + // 0: nicer & softer "screen" blend mode + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragScreen + ENDCG + } + + // 1: simple "add" blend mode + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAdd + ENDCG + } + // 2: used for "stable" downsampling + Pass { + + CGPROGRAM + #pragma vertex vertMultiTap + #pragma fragment fragMultiTap + ENDCG + } + // 3: vignette blending + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragVignetteBlend + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/Blend.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/Blend.shader.meta new file mode 100644 index 00000000..e9a742b0 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/Blend.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 53b3960ee3d3d4a5caa8d5473d120187 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendForBloom.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendForBloom.shader new file mode 100644 index 00000000..fbcdbd9c --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendForBloom.shader @@ -0,0 +1,222 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/BlendForBloom" { + Properties { + _MainTex ("Screen Blended", 2D) = "" {} + _ColorBuffer ("Color", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv[2] : TEXCOORD0; + }; + struct v2f_mt { + float4 pos : SV_POSITION; + float2 uv[5] : TEXCOORD0; + }; + + sampler2D _ColorBuffer; + sampler2D _MainTex; + + half _Intensity; + half4 _ColorBuffer_TexelSize; + half4 _MainTex_TexelSize; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv[0] = v.texcoord.xy; + o.uv[1] = v.texcoord.xy; + + #if UNITY_UV_STARTS_AT_TOP + if (_ColorBuffer_TexelSize.y < 0) + o.uv[1].y = 1-o.uv[1].y; + #endif + + return o; + } + + v2f_mt vertMultiTap( appdata_img v ) { + v2f_mt o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv[4] = v.texcoord.xy; + o.uv[0] = v.texcoord.xy + _MainTex_TexelSize.xy * 0.5; + o.uv[1] = v.texcoord.xy - _MainTex_TexelSize.xy * 0.5; + o.uv[2] = v.texcoord.xy - _MainTex_TexelSize.xy * half2(1,-1) * 0.5; + o.uv[3] = v.texcoord.xy + _MainTex_TexelSize.xy * half2(1,-1) * 0.5; + return o; + } + + half4 fragScreen (v2f i) : SV_Target { + half4 addedbloom = tex2D(_MainTex, i.uv[0].xy) * _Intensity; + half4 screencolor = tex2D(_ColorBuffer, i.uv[1]); + return 1-(1-addedbloom)*(1-screencolor); + } + + half4 fragScreenCheap(v2f i) : SV_Target { + half4 addedbloom = tex2D(_MainTex, i.uv[0].xy) * _Intensity; + half4 screencolor = tex2D(_ColorBuffer, i.uv[1]); + return 1-(1-addedbloom)*(1-screencolor); + } + + half4 fragAdd (v2f i) : SV_Target { + half4 addedbloom = tex2D(_MainTex, i.uv[0].xy); + half4 screencolor = tex2D(_ColorBuffer, i.uv[1]); + return _Intensity * addedbloom + screencolor; + } + + half4 fragAddCheap (v2f i) : SV_Target { + half4 addedbloom = tex2D(_MainTex, i.uv[0].xy); + half4 screencolor = tex2D(_ColorBuffer, i.uv[1]); + return _Intensity * addedbloom + screencolor; + } + + half4 fragVignetteMul (v2f i) : SV_Target { + return tex2D(_MainTex, i.uv[0].xy) * tex2D(_ColorBuffer, i.uv[0]); + } + + half4 fragVignetteBlend (v2f i) : SV_Target { + return half4(1,1,1, tex2D(_ColorBuffer, i.uv[0]).r); + } + + half4 fragClear (v2f i) : SV_Target { + return 0; + } + + half4 fragAddOneOne (v2f i) : SV_Target { + half4 addedColors = tex2D(_MainTex, i.uv[0].xy); + return addedColors * _Intensity; + } + + half4 frag1Tap (v2f i) : SV_Target { + return tex2D(_MainTex, i.uv[0].xy); + } + + half4 fragMultiTapMax (v2f_mt i) : SV_Target { + half4 outColor = tex2D(_MainTex, i.uv[4].xy); + outColor = max(outColor, tex2D(_MainTex, i.uv[0].xy)); + outColor = max(outColor, tex2D(_MainTex, i.uv[1].xy)); + outColor = max(outColor, tex2D(_MainTex, i.uv[2].xy)); + outColor = max(outColor, tex2D(_MainTex, i.uv[3].xy)); + return outColor; + } + + half4 fragMultiTapBlur (v2f_mt i) : SV_Target { + half4 outColor = 0; + outColor += tex2D(_MainTex, i.uv[0].xy); + outColor += tex2D(_MainTex, i.uv[1].xy); + outColor += tex2D(_MainTex, i.uv[2].xy); + outColor += tex2D(_MainTex, i.uv[3].xy); + return outColor/4; + } + + ENDCG + +Subshader { + ZTest Always Cull Off ZWrite Off + + // 0: nicer & softer "screen" blend mode + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragScreen + ENDCG + } + + // 1: "add" blend mode + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAdd + ENDCG + } + // 2: several taps, maxxed + Pass { + + CGPROGRAM + #pragma vertex vertMultiTap + #pragma fragment fragMultiTapMax + ENDCG + } + // 3: vignette blending + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragVignetteMul + ENDCG + } + // 4: nicer & softer "screen" blend mode(cheapest) + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragScreenCheap + ENDCG + } + // 5: "add" blend mode (cheapest) + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAddCheap + ENDCG + } + // 6: used for "stable" downsampling (blur) + Pass { + + CGPROGRAM + #pragma vertex vertMultiTap + #pragma fragment fragMultiTapBlur + ENDCG + } + // 7: vignette blending (blend to dest) + Pass { + + Blend Zero SrcAlpha + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragVignetteBlend + ENDCG + } + // 8: clear + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragClear + ENDCG + } + // 9: fragAddOneOne + Pass { + + Blend One One + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAddOneOne + ENDCG + } + // 10: max blend + Pass { + + BlendOp Max + Blend One One + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag1Tap + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendForBloom.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendForBloom.shader.meta new file mode 100644 index 00000000..1737d9f6 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendForBloom.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 7856cbff0a0ca45c787d5431eb805bb0 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendOneOne.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendOneOne.shader new file mode 100644 index 00000000..a1000157 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendOneOne.shader @@ -0,0 +1,50 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/BlendOneOne" { + Properties { + _MainTex ("-", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + half _Intensity; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + half4 frag(v2f i) : SV_Target { + return tex2D(_MainTex, i.uv) * _Intensity; + } + + ENDCG + +Subshader { + + Pass { + BlendOp Add + Blend One One + + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendOneOne.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendOneOne.shader.meta new file mode 100644 index 00000000..007df7fb --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlendOneOne.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: f7898d203e9b94c0dbe2bf9dd5cb32c0 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlurAndFlares.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlurAndFlares.shader new file mode 100644 index 00000000..6e799d15 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlurAndFlares.shader @@ -0,0 +1,204 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/BlurAndFlares" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + _NonBlurredTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + }; + + struct v2f_opts { + half4 pos : SV_POSITION; + half2 uv[7] : TEXCOORD0; + }; + + struct v2f_blur { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + half4 uv01 : TEXCOORD1; + half4 uv23 : TEXCOORD2; + half4 uv45 : TEXCOORD3; + half4 uv67 : TEXCOORD4; + }; + + half4 _Offsets; + half4 _TintColor; + + half _StretchWidth; + half2 _Threshhold; + half _Saturation; + + half4 _MainTex_TexelSize; + + sampler2D _MainTex; + sampler2D _NonBlurredTex; + + v2f vert (appdata_img v) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + v2f_blur vertWithMultiCoords2 (appdata_img v) { + v2f_blur o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv.xy = v.texcoord.xy; + o.uv01 = v.texcoord.xyxy + _Offsets.xyxy * half4(1,1, -1,-1); + o.uv23 = v.texcoord.xyxy + _Offsets.xyxy * half4(1,1, -1,-1) * 2.0; + o.uv45 = v.texcoord.xyxy + _Offsets.xyxy * half4(1,1, -1,-1) * 3.0; + o.uv67 = v.texcoord.xyxy + _Offsets.xyxy * half4(1,1, -1,-1) * 4.0; + o.uv67 = v.texcoord.xyxy + _Offsets.xyxy * half4(1,1, -1,-1) * 5.0; + return o; + } + + v2f_opts vertStretch (appdata_img v) { + v2f_opts o; + o.pos = UnityObjectToClipPos(v.vertex); + half b = _StretchWidth; + o.uv[0] = v.texcoord.xy; + o.uv[1] = v.texcoord.xy + b * 2.0 * _Offsets.xy; + o.uv[2] = v.texcoord.xy - b * 2.0 * _Offsets.xy; + o.uv[3] = v.texcoord.xy + b * 4.0 * _Offsets.xy; + o.uv[4] = v.texcoord.xy - b * 4.0 * _Offsets.xy; + o.uv[5] = v.texcoord.xy + b * 6.0 * _Offsets.xy; + o.uv[6] = v.texcoord.xy - b * 6.0 * _Offsets.xy; + return o; + } + + v2f_opts vertWithMultiCoords (appdata_img v) { + v2f_opts o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv[0] = v.texcoord.xy; + o.uv[1] = v.texcoord.xy + 0.5 * _MainTex_TexelSize.xy * _Offsets.xy; + o.uv[2] = v.texcoord.xy - 0.5 * _MainTex_TexelSize.xy * _Offsets.xy; + o.uv[3] = v.texcoord.xy + 1.5 * _MainTex_TexelSize.xy * _Offsets.xy; + o.uv[4] = v.texcoord.xy - 1.5 * _MainTex_TexelSize.xy * _Offsets.xy; + o.uv[5] = v.texcoord.xy + 2.5 * _MainTex_TexelSize.xy * _Offsets.xy; + o.uv[6] = v.texcoord.xy - 2.5 * _MainTex_TexelSize.xy * _Offsets.xy; + return o; + } + + half4 fragPostNoBlur (v2f i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv); + return color * 1.0/(1.0 + Luminance(color.rgb) + 0.5); // this also makes it a little noisy + } + + half4 fragGaussBlur (v2f_blur i) : SV_Target { + half4 color = half4 (0,0,0,0); + color += 0.225 * tex2D (_MainTex, i.uv); + color += 0.150 * tex2D (_MainTex, i.uv01.xy); + color += 0.150 * tex2D (_MainTex, i.uv01.zw); + color += 0.110 * tex2D (_MainTex, i.uv23.xy); + color += 0.110 * tex2D (_MainTex, i.uv23.zw); + color += 0.075 * tex2D (_MainTex, i.uv45.xy); + color += 0.075 * tex2D (_MainTex, i.uv45.zw); + color += 0.0525 * tex2D (_MainTex, i.uv67.xy); + color += 0.0525 * tex2D (_MainTex, i.uv67.zw); + return color; + } + + half4 fragPreAndCut (v2f_opts i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv[0]); + color += tex2D (_MainTex, i.uv[1]); + color += tex2D (_MainTex, i.uv[2]); + color += tex2D (_MainTex, i.uv[3]); + color += tex2D (_MainTex, i.uv[4]); + color += tex2D (_MainTex, i.uv[5]); + color += tex2D (_MainTex, i.uv[6]); + color = max(color / 7.0 - _Threshhold.xxxx, float4(0,0,0,0)); + half lum = Luminance(color.rgb); + color.rgb = lerp(half3(lum,lum,lum), color.rgb, _Saturation) * _TintColor.rgb; + return color; + } + + half4 fragStretch (v2f_opts i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv[0]); + color = max (color, tex2D (_MainTex, i.uv[1])); + color = max (color, tex2D (_MainTex, i.uv[2])); + color = max (color, tex2D (_MainTex, i.uv[3])); + color = max (color, tex2D (_MainTex, i.uv[4])); + color = max (color, tex2D (_MainTex, i.uv[5])); + color = max (color, tex2D (_MainTex, i.uv[6])); + return color; + } + + half4 fragPost (v2f_opts i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv[0]); + color += tex2D (_MainTex, i.uv[1]); + color += tex2D (_MainTex, i.uv[2]); + color += tex2D (_MainTex, i.uv[3]); + color += tex2D (_MainTex, i.uv[4]); + color += tex2D (_MainTex, i.uv[5]); + color += tex2D (_MainTex, i.uv[6]); + return color * 1.0/(7.0 + Luminance(color.rgb) + 0.5); // this also makes it a little noisy + } + + ENDCG + +Subshader { + ZTest Always Cull Off ZWrite Off + Pass { + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragPostNoBlur + + ENDCG + } + + Pass { + + CGPROGRAM + + #pragma vertex vertStretch + #pragma fragment fragStretch + + ENDCG + } + + // 2 + Pass { + + CGPROGRAM + + #pragma vertex vertWithMultiCoords + #pragma fragment fragPreAndCut + + ENDCG + } + + // 3 + Pass { + + CGPROGRAM + + #pragma vertex vertWithMultiCoords + #pragma fragment fragPost + + ENDCG + } + // 4 + Pass { + + CGPROGRAM + + #pragma vertex vertWithMultiCoords2 + #pragma fragment fragGaussBlur + + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlurAndFlares.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlurAndFlares.shader.meta new file mode 100644 index 00000000..a0ed0ba5 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BlurAndFlares.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: be6e39cf196f146d5be72fbefb18ed75 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter.shader new file mode 100644 index 00000000..323dfc12 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter.shader @@ -0,0 +1,59 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/BrightPassFilterForBloom" +{ + Properties + { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f + { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + + half4 threshhold; + half useSrcAlphaAsMask; + + v2f vert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + half4 frag(v2f i) : SV_Target + { + half4 color = tex2D(_MainTex, i.uv); + //color = color * saturate((color-threshhold.x) * 75.0); // didn't go well with HDR and din't make sense + color = color * lerp(1.0, color.a, useSrcAlphaAsMask); + color = max(half4(0,0,0,0), color-threshhold.x); + return color; + } + + ENDCG + + Subshader + { + Pass + { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + + ENDCG + } + } + Fallback off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter.shader.meta new file mode 100644 index 00000000..35204d14 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 186c4c0d31e314f049595dcbaf4ca129 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter2.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter2.shader new file mode 100644 index 00000000..445f420b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter2.shader @@ -0,0 +1,76 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/BrightPassFilter2" +{ + Properties + { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f + { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + + half4 _Threshhold; + + v2f vert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + half4 fragScalarThresh(v2f i) : SV_Target + { + half4 color = tex2D(_MainTex, i.uv); + color.rgb = color.rgb; + color.rgb = max(half3(0,0,0), color.rgb-_Threshhold.xxx); + return color; + } + + half4 fragColorThresh(v2f i) : SV_Target + { + half4 color = tex2D(_MainTex, i.uv); + color.rgb = max(half3(0,0,0), color.rgb-_Threshhold.rgb); + return color; + } + + ENDCG + + Subshader + { + Pass + { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragScalarThresh + + ENDCG + } + + Pass + { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragColorThresh + + ENDCG + } + } + Fallback off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter2.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter2.shader.meta new file mode 100644 index 00000000..b55de0e4 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/BrightPassFilter2.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 0aeaa4cb29f5d4e9c8455f04c8575c8c +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/LensFlareCreate.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/LensFlareCreate.shader new file mode 100644 index 00000000..e4e62c1e --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/LensFlareCreate.shader @@ -0,0 +1,62 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/LensFlareCreate" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv[4] : TEXCOORD0; + }; + + fixed4 colorA; + fixed4 colorB; + fixed4 colorC; + fixed4 colorD; + + sampler2D _MainTex; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + + o.uv[0] = ( ( v.texcoord.xy - 0.5 ) * -0.85 ) + 0.5; + o.uv[1] = ( ( v.texcoord.xy - 0.5 ) * -1.45 ) + 0.5; + o.uv[2] = ( ( v.texcoord.xy - 0.5 ) * -2.55 ) + 0.5; + o.uv[3] = ( ( v.texcoord.xy - 0.5 ) * -4.15 ) + 0.5; + return o; + } + + fixed4 frag(v2f i) : SV_Target { + fixed4 color = float4 (0,0,0,0); + color += tex2D(_MainTex, i.uv[0] ) * colorA; + color += tex2D(_MainTex, i.uv[1] ) * colorB; + color += tex2D(_MainTex, i.uv[2] ) * colorC; + color += tex2D(_MainTex, i.uv[3] ) * colorD; + return color; + } + + ENDCG + +Subshader { + Blend One One + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/LensFlareCreate.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/LensFlareCreate.shader.meta new file mode 100644 index 00000000..cd9c241b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/LensFlareCreate.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 459fe69d2f6d74ddb92f04dbf45a866b +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBloom.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBloom.shader new file mode 100644 index 00000000..132f318c --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBloom.shader @@ -0,0 +1,294 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +Shader "Hidden/FastBloom" { + Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _Bloom ("Bloom (RGB)", 2D) = "black" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + sampler2D _MainTex; + sampler2D _Bloom; + + uniform half4 _MainTex_TexelSize; + + uniform half4 _Parameter; + uniform half4 _OffsetsA; + uniform half4 _OffsetsB; + + #define ONE_MINUS_THRESHHOLD_TIMES_INTENSITY _Parameter.w + #define THRESHHOLD _Parameter.z + + struct v2f_simple + { + float4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + + #if UNITY_UV_STARTS_AT_TOP + half2 uv2 : TEXCOORD1; + #endif + }; + + v2f_simple vertBloom ( appdata_img v ) + { + v2f_simple o; + + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = v.texcoord; + + #if UNITY_UV_STARTS_AT_TOP + o.uv2 = v.texcoord; + if (_MainTex_TexelSize.y < 0.0) + o.uv.y = 1.0 - o.uv.y; + #endif + + return o; + } + + struct v2f_tap + { + float4 pos : SV_POSITION; + half2 uv20 : TEXCOORD0; + half2 uv21 : TEXCOORD1; + half2 uv22 : TEXCOORD2; + half2 uv23 : TEXCOORD3; + }; + + v2f_tap vert4Tap ( appdata_img v ) + { + v2f_tap o; + + o.pos = UnityObjectToClipPos (v.vertex); + o.uv20 = v.texcoord + _MainTex_TexelSize.xy; + o.uv21 = v.texcoord + _MainTex_TexelSize.xy * half2(-0.5h,-0.5h); + o.uv22 = v.texcoord + _MainTex_TexelSize.xy * half2(0.5h,-0.5h); + o.uv23 = v.texcoord + _MainTex_TexelSize.xy * half2(-0.5h,0.5h); + + return o; + } + + fixed4 fragBloom ( v2f_simple i ) : SV_Target + { + #if UNITY_UV_STARTS_AT_TOP + + fixed4 color = tex2D(_MainTex, i.uv2); + return color + tex2D(_Bloom, i.uv); + + #else + + fixed4 color = tex2D(_MainTex, i.uv); + return color + tex2D(_Bloom, i.uv); + + #endif + } + + fixed4 fragDownsample ( v2f_tap i ) : SV_Target + { + fixed4 color = tex2D (_MainTex, i.uv20); + color += tex2D (_MainTex, i.uv21); + color += tex2D (_MainTex, i.uv22); + color += tex2D (_MainTex, i.uv23); + return max(color/4 - THRESHHOLD, 0) * ONE_MINUS_THRESHHOLD_TIMES_INTENSITY; + } + + // weight curves + + static const half curve[7] = { 0.0205, 0.0855, 0.232, 0.324, 0.232, 0.0855, 0.0205 }; // gauss'ish blur weights + + static const half4 curve4[7] = { half4(0.0205,0.0205,0.0205,0), half4(0.0855,0.0855,0.0855,0), half4(0.232,0.232,0.232,0), + half4(0.324,0.324,0.324,1), half4(0.232,0.232,0.232,0), half4(0.0855,0.0855,0.0855,0), half4(0.0205,0.0205,0.0205,0) }; + + struct v2f_withBlurCoords8 + { + float4 pos : SV_POSITION; + half4 uv : TEXCOORD0; + half2 offs : TEXCOORD1; + }; + + struct v2f_withBlurCoordsSGX + { + float4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + half4 offs[3] : TEXCOORD1; + }; + + v2f_withBlurCoords8 vertBlurHorizontal (appdata_img v) + { + v2f_withBlurCoords8 o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = half4(v.texcoord.xy,1,1); + o.offs = _MainTex_TexelSize.xy * half2(1.0, 0.0) * _Parameter.x; + + return o; + } + + v2f_withBlurCoords8 vertBlurVertical (appdata_img v) + { + v2f_withBlurCoords8 o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = half4(v.texcoord.xy,1,1); + o.offs = _MainTex_TexelSize.xy * half2(0.0, 1.0) * _Parameter.x; + + return o; + } + + half4 fragBlur8 ( v2f_withBlurCoords8 i ) : SV_Target + { + half2 uv = i.uv.xy; + half2 netFilterWidth = i.offs; + half2 coords = uv - netFilterWidth * 3.0; + + half4 color = 0; + for( int l = 0; l < 7; l++ ) + { + half4 tap = tex2D(_MainTex, coords); + color += tap * curve4[l]; + coords += netFilterWidth; + } + return color; + } + + + v2f_withBlurCoordsSGX vertBlurHorizontalSGX (appdata_img v) + { + v2f_withBlurCoordsSGX o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = v.texcoord.xy; + half2 netFilterWidth = _MainTex_TexelSize.xy * half2(1.0, 0.0) * _Parameter.x; + half4 coords = -netFilterWidth.xyxy * 3.0; + + o.offs[0] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[1] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[2] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + + return o; + } + + v2f_withBlurCoordsSGX vertBlurVerticalSGX (appdata_img v) + { + v2f_withBlurCoordsSGX o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = half4(v.texcoord.xy,1,1); + half2 netFilterWidth = _MainTex_TexelSize.xy * half2(0.0, 1.0) * _Parameter.x; + half4 coords = -netFilterWidth.xyxy * 3.0; + + o.offs[0] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[1] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[2] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + + return o; + } + + half4 fragBlurSGX ( v2f_withBlurCoordsSGX i ) : SV_Target + { + half2 uv = i.uv.xy; + + half4 color = tex2D(_MainTex, i.uv) * curve4[3]; + + for( int l = 0; l < 3; l++ ) + { + half4 tapA = tex2D(_MainTex, i.offs[l].xy); + half4 tapB = tex2D(_MainTex, i.offs[l].zw); + color += (tapA + tapB) * curve4[l]; + } + + return color; + + } + + ENDCG + + SubShader { + ZTest Off Cull Off ZWrite Off Blend Off + + // 0 + Pass { + + CGPROGRAM + #pragma vertex vertBloom + #pragma fragment fragBloom + + ENDCG + + } + + // 1 + Pass { + + CGPROGRAM + + #pragma vertex vert4Tap + #pragma fragment fragDownsample + + ENDCG + + } + + // 2 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurVertical + #pragma fragment fragBlur8 + + ENDCG + } + + // 3 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurHorizontal + #pragma fragment fragBlur8 + + ENDCG + } + + // alternate blur + // 4 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurVerticalSGX + #pragma fragment fragBlurSGX + + ENDCG + } + + // 5 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurHorizontalSGX + #pragma fragment fragBlurSGX + + ENDCG + } + } + + FallBack Off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBloom.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBloom.shader.meta new file mode 100644 index 00000000..db93b36b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBloom.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 68a00c837b82e4c6d92e7da765dc5f1d +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBlur.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBlur.shader new file mode 100644 index 00000000..60f1d58d --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBlur.shader @@ -0,0 +1,236 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +Shader "Hidden/FastBlur" { + Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _Bloom ("Bloom (RGB)", 2D) = "black" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + sampler2D _MainTex; + sampler2D _Bloom; + + uniform half4 _MainTex_TexelSize; + uniform half4 _Parameter; + + struct v2f_tap + { + float4 pos : SV_POSITION; + half2 uv20 : TEXCOORD0; + half2 uv21 : TEXCOORD1; + half2 uv22 : TEXCOORD2; + half2 uv23 : TEXCOORD3; + }; + + v2f_tap vert4Tap ( appdata_img v ) + { + v2f_tap o; + + o.pos = UnityObjectToClipPos (v.vertex); + o.uv20 = v.texcoord + _MainTex_TexelSize.xy; + o.uv21 = v.texcoord + _MainTex_TexelSize.xy * half2(-0.5h,-0.5h); + o.uv22 = v.texcoord + _MainTex_TexelSize.xy * half2(0.5h,-0.5h); + o.uv23 = v.texcoord + _MainTex_TexelSize.xy * half2(-0.5h,0.5h); + + return o; + } + + fixed4 fragDownsample ( v2f_tap i ) : SV_Target + { + fixed4 color = tex2D (_MainTex, i.uv20); + color += tex2D (_MainTex, i.uv21); + color += tex2D (_MainTex, i.uv22); + color += tex2D (_MainTex, i.uv23); + return color / 4; + } + + // weight curves + + static const half curve[7] = { 0.0205, 0.0855, 0.232, 0.324, 0.232, 0.0855, 0.0205 }; // gauss'ish blur weights + + static const half4 curve4[7] = { half4(0.0205,0.0205,0.0205,0), half4(0.0855,0.0855,0.0855,0), half4(0.232,0.232,0.232,0), + half4(0.324,0.324,0.324,1), half4(0.232,0.232,0.232,0), half4(0.0855,0.0855,0.0855,0), half4(0.0205,0.0205,0.0205,0) }; + + struct v2f_withBlurCoords8 + { + float4 pos : SV_POSITION; + half4 uv : TEXCOORD0; + half2 offs : TEXCOORD1; + }; + + struct v2f_withBlurCoordsSGX + { + float4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + half4 offs[3] : TEXCOORD1; + }; + + v2f_withBlurCoords8 vertBlurHorizontal (appdata_img v) + { + v2f_withBlurCoords8 o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = half4(v.texcoord.xy,1,1); + o.offs = _MainTex_TexelSize.xy * half2(1.0, 0.0) * _Parameter.x; + + return o; + } + + v2f_withBlurCoords8 vertBlurVertical (appdata_img v) + { + v2f_withBlurCoords8 o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = half4(v.texcoord.xy,1,1); + o.offs = _MainTex_TexelSize.xy * half2(0.0, 1.0) * _Parameter.x; + + return o; + } + + half4 fragBlur8 ( v2f_withBlurCoords8 i ) : SV_Target + { + half2 uv = i.uv.xy; + half2 netFilterWidth = i.offs; + half2 coords = uv - netFilterWidth * 3.0; + + half4 color = 0; + for( int l = 0; l < 7; l++ ) + { + half4 tap = tex2D(_MainTex, coords); + color += tap * curve4[l]; + coords += netFilterWidth; + } + return color; + } + + + v2f_withBlurCoordsSGX vertBlurHorizontalSGX (appdata_img v) + { + v2f_withBlurCoordsSGX o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = v.texcoord.xy; + half2 netFilterWidth = _MainTex_TexelSize.xy * half2(1.0, 0.0) * _Parameter.x; + half4 coords = -netFilterWidth.xyxy * 3.0; + + o.offs[0] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[1] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[2] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + + return o; + } + + v2f_withBlurCoordsSGX vertBlurVerticalSGX (appdata_img v) + { + v2f_withBlurCoordsSGX o; + o.pos = UnityObjectToClipPos (v.vertex); + + o.uv = half4(v.texcoord.xy,1,1); + half2 netFilterWidth = _MainTex_TexelSize.xy * half2(0.0, 1.0) * _Parameter.x; + half4 coords = -netFilterWidth.xyxy * 3.0; + + o.offs[0] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[1] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + coords += netFilterWidth.xyxy; + o.offs[2] = v.texcoord.xyxy + coords * half4(1.0h,1.0h,-1.0h,-1.0h); + + return o; + } + + half4 fragBlurSGX ( v2f_withBlurCoordsSGX i ) : SV_Target + { + half2 uv = i.uv.xy; + + half4 color = tex2D(_MainTex, i.uv) * curve4[3]; + + for( int l = 0; l < 3; l++ ) + { + half4 tapA = tex2D(_MainTex, i.offs[l].xy); + half4 tapB = tex2D(_MainTex, i.offs[l].zw); + color += (tapA + tapB) * curve4[l]; + } + + return color; + + } + + ENDCG + + SubShader { + ZTest Off Cull Off ZWrite Off Blend Off + + // 0 + Pass { + + CGPROGRAM + + #pragma vertex vert4Tap + #pragma fragment fragDownsample + + ENDCG + + } + + // 1 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurVertical + #pragma fragment fragBlur8 + + ENDCG + } + + // 2 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurHorizontal + #pragma fragment fragBlur8 + + ENDCG + } + + // alternate blur + // 3 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurVerticalSGX + #pragma fragment fragBlurSGX + + ENDCG + } + + // 4 + Pass { + ZTest Always + Cull Off + + CGPROGRAM + + #pragma vertex vertBlurHorizontalSGX + #pragma fragment fragBlurSGX + + ENDCG + } + } + + FallBack Off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBlur.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBlur.shader.meta new file mode 100644 index 00000000..6770288f --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MobileBlur.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: f9d5fa183cd6b45eeb1491f74863cd91 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MultiPassHollywoodFlares.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MultiPassHollywoodFlares.shader new file mode 100644 index 00000000..9c907f06 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MultiPassHollywoodFlares.shader @@ -0,0 +1,156 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/MultipassHollywoodFlares" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + _NonBlurredTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + }; + + struct v2f_opts { + half4 pos : SV_POSITION; + half2 uv[7] : TEXCOORD0; + }; + + half4 offsets; + half4 tintColor; + + half stretchWidth; + half2 _Threshhold; + + half4 _MainTex_TexelSize; + + sampler2D _MainTex; + sampler2D _NonBlurredTex; + + v2f vert (appdata_img v) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv = v.texcoord.xy; + return o; + } + + v2f_opts vertStretch (appdata_img v) { + v2f_opts o; + o.pos = UnityObjectToClipPos(v.vertex); + half b = stretchWidth; + o.uv[0] = v.texcoord.xy; + o.uv[1] = v.texcoord.xy + b * 2.0 * offsets.xy; + o.uv[2] = v.texcoord.xy - b * 2.0 * offsets.xy; + o.uv[3] = v.texcoord.xy + b * 4.0 * offsets.xy; + o.uv[4] = v.texcoord.xy - b * 4.0 * offsets.xy; + o.uv[5] = v.texcoord.xy + b * 6.0 * offsets.xy; + o.uv[6] = v.texcoord.xy - b * 6.0 * offsets.xy; + return o; + } + + v2f_opts vertVerticalCoords (appdata_img v) { + v2f_opts o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv[0] = v.texcoord.xy; + o.uv[1] = v.texcoord.xy + 0.5 * _MainTex_TexelSize.xy * half2(0,1); + o.uv[2] = v.texcoord.xy - 0.5 * _MainTex_TexelSize.xy * half2(0,1); + o.uv[3] = v.texcoord.xy + 1.5 * _MainTex_TexelSize.xy * half2(0,1); + o.uv[4] = v.texcoord.xy - 1.5 * _MainTex_TexelSize.xy * half2(0,1); + o.uv[5] = v.texcoord.xy + 2.5 * _MainTex_TexelSize.xy * half2(0,1); + o.uv[6] = v.texcoord.xy - 2.5 * _MainTex_TexelSize.xy * half2(0,1); + return o; + } + + // deprecated + half4 fragPrepare (v2f i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv); + half4 colorNb = tex2D (_NonBlurredTex, i.uv); + return color * tintColor * 0.5 + colorNb * normalize (tintColor) * 0.5; + } + + + half4 fragPreAndCut (v2f_opts i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv[0]); + color += tex2D (_MainTex, i.uv[1]); + color += tex2D (_MainTex, i.uv[2]); + color += tex2D (_MainTex, i.uv[3]); + color += tex2D (_MainTex, i.uv[4]); + color += tex2D (_MainTex, i.uv[5]); + color += tex2D (_MainTex, i.uv[6]); + return max(color / 7.0 - _Threshhold.x, 0.0) * _Threshhold.y * tintColor; + } + + half4 fragStretch (v2f_opts i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv[0]); + color = max (color, tex2D (_MainTex, i.uv[1])); + color = max (color, tex2D (_MainTex, i.uv[2])); + color = max (color, tex2D (_MainTex, i.uv[3])); + color = max (color, tex2D (_MainTex, i.uv[4])); + color = max (color, tex2D (_MainTex, i.uv[5])); + color = max (color, tex2D (_MainTex, i.uv[6])); + return color; + } + + half4 fragPost (v2f_opts i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv[0]); + color += tex2D (_MainTex, i.uv[1]); + color += tex2D (_MainTex, i.uv[2]); + color += tex2D (_MainTex, i.uv[3]); + color += tex2D (_MainTex, i.uv[4]); + color += tex2D (_MainTex, i.uv[5]); + color += tex2D (_MainTex, i.uv[6]); + return color * 1.0/(7.0 + Luminance(color.rgb) + 0.5); // this also makes it a little noisy + } + + ENDCG + +Subshader { + ZTest Always Cull Off ZWrite Off + Pass { + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragPrepare + + ENDCG + } + + Pass { + + CGPROGRAM + + #pragma vertex vertStretch + #pragma fragment fragStretch + + ENDCG + } + + Pass { + + CGPROGRAM + + #pragma vertex vertVerticalCoords + #pragma fragment fragPreAndCut + + ENDCG + } + + Pass { + + CGPROGRAM + + #pragma vertex vertVerticalCoords + #pragma fragment fragPost + + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MultiPassHollywoodFlares.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MultiPassHollywoodFlares.shader.meta new file mode 100644 index 00000000..62c6a795 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/MultiPassHollywoodFlares.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: e2baf3cae8edc4daf94c9adc2154be00 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/SeparableBlurPlus.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/SeparableBlurPlus.shader new file mode 100644 index 00000000..f190e407 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/SeparableBlurPlus.shader @@ -0,0 +1,71 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/SeparableBlurPlus" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + half4 uv01 : TEXCOORD1; + half4 uv23 : TEXCOORD2; + half4 uv45 : TEXCOORD3; + half4 uv67 : TEXCOORD4; + }; + + half4 offsets; + + sampler2D _MainTex; + + v2f vert (appdata_img v) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + + o.uv.xy = v.texcoord.xy; + + o.uv01 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1); + o.uv23 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1) * 2.0; + o.uv45 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1) * 3.0; + o.uv67 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1) * 4.5; + o.uv67 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1) * 6.5; + + return o; + } + + half4 frag (v2f i) : SV_Target { + half4 color = half4 (0,0,0,0); + + color += 0.225 * tex2D (_MainTex, i.uv); + color += 0.150 * tex2D (_MainTex, i.uv01.xy); + color += 0.150 * tex2D (_MainTex, i.uv01.zw); + color += 0.110 * tex2D (_MainTex, i.uv23.xy); + color += 0.110 * tex2D (_MainTex, i.uv23.zw); + color += 0.075 * tex2D (_MainTex, i.uv45.xy); + color += 0.075 * tex2D (_MainTex, i.uv45.zw); + color += 0.0525 * tex2D (_MainTex, i.uv67.xy); + color += 0.0525 * tex2D (_MainTex, i.uv67.zw); + + return color; + } + + ENDCG + +Subshader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/SeparableBlurPlus.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/SeparableBlurPlus.shader.meta new file mode 100644 index 00000000..f675deff --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/SeparableBlurPlus.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: a9df009a214e24a5ebbf271595f8d5b6 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/VignetteShader.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/VignetteShader.shader new file mode 100644 index 00000000..cf3624fa --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/VignetteShader.shader @@ -0,0 +1,59 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/VignetteShader" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + }; + + sampler2D _MainTex; + + float4 _MainTex_TexelSize; + float vignetteIntensity; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + + o.uv = v.texcoord.xy; + return o; + } + + half4 frag(v2f i) : SV_Target { + half2 coords = i.uv; + half2 uv = i.uv; + + coords = (coords - 0.5) * 2.0; + half coordDot = dot (coords,coords); + half4 color = tex2D (_MainTex, uv); + + float mask = 1.0 - coordDot * vignetteIntensity; + return color * mask; + } + + ENDCG + +Subshader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/VignetteShader.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/VignetteShader.shader.meta new file mode 100644 index 00000000..63b6b761 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_BloomAndFlares/VignetteShader.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 562f620336e024ac99992ff05725a89a +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField.meta new file mode 100644 index 00000000..3327f756 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 05c93c81be28b1c4e98014698c992b28 +folderAsset: yes +timeCreated: 1507412775 +licenseType: Free +DefaultImporter: + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/Bokeh34.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/Bokeh34.shader new file mode 100644 index 00000000..b691a119 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/Bokeh34.shader @@ -0,0 +1,78 @@ + +Shader "Hidden/Dof/Bokeh34" { +Properties { + _MainTex ("Base (RGB)", 2D) = "white" {} + _Source ("Base (RGB)", 2D) = "black" {} +} + +SubShader { + CGINCLUDE + + #include "UnityCG.cginc" + + sampler2D _MainTex; + sampler2D _Source; + + uniform half4 _ArScale; + uniform half _Intensity; + uniform half4 _Source_TexelSize; + + struct v2f { + half4 pos : SV_POSITION; + half2 uv2 : TEXCOORD0; + half4 source : TEXCOORD1; + }; + + #define COC bokeh.a + + v2f vert (appdata_full v) + { + v2f o; + + o.pos = v.vertex; + + o.uv2.xy = v.texcoord.xy;// * 2.0; <- needed when using Triangles.js and not Quads.js + + #if UNITY_UV_STARTS_AT_TOP + float4 bokeh = tex2Dlod (_Source, half4 (v.texcoord1.xy * half2(1,-1) + half2(0,1), 0, 0)); + #else + float4 bokeh = tex2Dlod (_Source, half4 (v.texcoord1.xy, 0, 0)); + #endif + + o.source = bokeh; + + o.pos.xy += (v.texcoord.xy * 2.0 - 1.0) * _ArScale.xy * COC;// + _ArScale.zw * coc; + o.source.rgb *= _Intensity; + + return o; + } + + + half4 frag (v2f i) : SV_Target + { + half4 color = tex2D (_MainTex, i.uv2.xy); + color.rgb *= i.source.rgb; + color.a *= Luminance(i.source.rgb*0.25); + return color; + } + + ENDCG + + Pass { + Blend OneMinusDstColor One + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment frag + + ENDCG + } + +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/Bokeh34.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/Bokeh34.shader.meta new file mode 100644 index 00000000..f8047daf --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/Bokeh34.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 57cdacf9b217546aaa18edf39a6151c0 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfField34.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfField34.shader new file mode 100644 index 00000000..626aa868 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfField34.shader @@ -0,0 +1,488 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + Shader "Hidden/Dof/DepthOfField34" { + Properties { + _MainTex ("Base", 2D) = "" {} + _TapLowBackground ("TapLowBackground", 2D) = "" {} + _TapLowForeground ("TapLowForeground", 2D) = "" {} + _TapMedium ("TapMedium", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + half4 pos : SV_POSITION; + half2 uv1 : TEXCOORD0; + }; + + struct v2fDofApply { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + }; + + struct v2fRadius { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + half4 uv1[4] : TEXCOORD1; + }; + + struct v2fDown { + half4 pos : SV_POSITION; + half2 uv0 : TEXCOORD0; + half2 uv[2] : TEXCOORD1; + }; + + sampler2D _MainTex; + sampler2D_float _CameraDepthTexture; + sampler2D _TapLowBackground; + sampler2D _TapLowForeground; + sampler2D _TapMedium; + + half4 _CurveParams; + half _ForegroundBlurExtrude; + uniform half3 _Threshhold; + uniform float4 _MainTex_TexelSize; + uniform float2 _InvRenderTargetSize; + + v2f vert( appdata_img v ) { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv1.xy = v.texcoord.xy; + return o; + } + + v2fRadius vertWithRadius( appdata_img v ) { + v2fRadius o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv.xy = v.texcoord.xy; + + const half2 blurOffsets[4] = { + half2(-0.5, +1.5), + half2(+0.5, -1.5), + half2(+1.5, +0.5), + half2(-1.5, -0.5) + }; + + o.uv1[0].xy = v.texcoord.xy + 5.0 * _MainTex_TexelSize.xy * blurOffsets[0]; + o.uv1[1].xy = v.texcoord.xy + 5.0 * _MainTex_TexelSize.xy * blurOffsets[1]; + o.uv1[2].xy = v.texcoord.xy + 5.0 * _MainTex_TexelSize.xy * blurOffsets[2]; + o.uv1[3].xy = v.texcoord.xy + 5.0 * _MainTex_TexelSize.xy * blurOffsets[3]; + + o.uv1[0].zw = v.texcoord.xy + 3.0 * _MainTex_TexelSize.xy * blurOffsets[0]; + o.uv1[1].zw = v.texcoord.xy + 3.0 * _MainTex_TexelSize.xy * blurOffsets[1]; + o.uv1[2].zw = v.texcoord.xy + 3.0 * _MainTex_TexelSize.xy * blurOffsets[2]; + o.uv1[3].zw = v.texcoord.xy + 3.0 * _MainTex_TexelSize.xy * blurOffsets[3]; + + return o; + } + + v2fDofApply vertDofApply( appdata_img v ) { + v2fDofApply o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv.xy = v.texcoord.xy; + return o; + } + + v2fDown vertDownsampleWithCocConserve(appdata_img v) { + v2fDown o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv0.xy = v.texcoord.xy; + o.uv[0].xy = v.texcoord.xy + half2(-1.0,-1.0) * _InvRenderTargetSize; + o.uv[1].xy = v.texcoord.xy + half2(1.0,-1.0) * _InvRenderTargetSize; + return o; + } + + half4 BokehPrereqs (sampler2D tex, half4 uv1[4], half4 center, half considerCoc) { + + // @NOTE 1: + // we are checking for 3 things in order to create a bokeh. + // goal is to get the highest bang for the buck. + // 1.) contrast/frequency should be very high (otherwise bokeh mostly unvisible) + // 2.) luminance should be high + // 3.) no occluder nearby (stored in alpha channel) + + // @NOTE 2: about the alpha channel in littleBlur: + // the alpha channel stores an heuristic on how likely it is + // that there is no bokeh occluder nearby. + // if we didn't' check for that, we'd get very noise bokeh + // popping because of the sudden contrast changes + + half4 sampleA = tex2D(tex, uv1[0].zw); + half4 sampleB = tex2D(tex, uv1[1].zw); + half4 sampleC = tex2D(tex, uv1[2].zw); + half4 sampleD = tex2D(tex, uv1[3].zw); + + half4 littleBlur = 0.125 * (sampleA + sampleB + sampleC + sampleD); + + sampleA = tex2D(tex, uv1[0].xy); + sampleB = tex2D(tex, uv1[1].xy); + sampleC = tex2D(tex, uv1[2].xy); + sampleD = tex2D(tex, uv1[3].xy); + + littleBlur += 0.125 * (sampleA + sampleB + sampleC + sampleD); + + littleBlur = lerp (littleBlur, center, saturate(100.0 * considerCoc * abs(littleBlur.a - center.a))); + + return littleBlur; + } + + half4 fragDownsampleWithCocConserve(v2fDown i) : SV_Target { + half2 rowOfs[4]; + + rowOfs[0] = half2(0.0, 0.0); + rowOfs[1] = half2(0.0, _InvRenderTargetSize.y); + rowOfs[2] = half2(0.0, _InvRenderTargetSize.y) * 2.0; + rowOfs[3] = half2(0.0, _InvRenderTargetSize.y) * 3.0; + + half4 color = tex2D(_MainTex, i.uv0.xy); + + half4 sampleA = tex2D(_MainTex, i.uv[0].xy + rowOfs[0]); + half4 sampleB = tex2D(_MainTex, i.uv[1].xy + rowOfs[0]); + half4 sampleC = tex2D(_MainTex, i.uv[0].xy + rowOfs[2]); + half4 sampleD = tex2D(_MainTex, i.uv[1].xy + rowOfs[2]); + + color += sampleA + sampleB + sampleC + sampleD; + color *= 0.2; + + // @NOTE we are doing max on the alpha channel for 2 reasons: + // 1) foreground blur likes a slightly bigger radius + // 2) otherwise we get an ugly outline between high blur- and medium blur-areas + // drawback: we get a little bit of color bleeding + + color.a = max(max(sampleA.a, sampleB.a), max(sampleC.a, sampleD.a)); + + return color; + } + + half4 fragDofApplyBg (v2fDofApply i) : SV_Target { + half4 tapHigh = tex2D (_MainTex, i.uv.xy); + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + i.uv.xy = i.uv.xy * half2(1,-1)+half2(0,1); + #endif + + half4 tapLow = tex2D (_TapLowBackground, i.uv.xy); // already mixed with medium blur + tapHigh = lerp (tapHigh, tapLow, tapHigh.a); + return tapHigh; + } + + half4 fragDofApplyBgDebug (v2fDofApply i) : SV_Target { + half4 tapHigh = tex2D (_MainTex, i.uv.xy); + + half4 tapLow = tex2D (_TapLowBackground, i.uv.xy); + + half4 tapMedium = tex2D (_TapMedium, i.uv.xy); + tapMedium.rgb = (tapMedium.rgb + half3 (1, 1, 0)) * 0.5; + tapLow.rgb = (tapLow.rgb + half3 (0, 1, 0)) * 0.5; + + tapLow = lerp (tapMedium, tapLow, saturate (tapLow.a * tapLow.a)); + tapLow = tapLow * 0.5 + tex2D (_TapLowBackground, i.uv.xy) * 0.5; + + return lerp (tapHigh, tapLow, tapHigh.a); + } + + half4 fragDofApplyFg (v2fDofApply i) : SV_Target { + half4 fgBlur = tex2D(_TapLowForeground, i.uv.xy); + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + i.uv.xy = i.uv.xy * half2(1,-1)+half2(0,1); + #endif + + half4 fgColor = tex2D(_MainTex,i.uv.xy); + + //fgBlur.a = saturate(fgBlur.a*_ForegroundBlurWeight+saturate(fgColor.a-fgBlur.a)); + //fgBlur.a = max (fgColor.a, (2.0 * fgBlur.a - fgColor.a)) * _ForegroundBlurExtrude; + fgBlur.a = max(fgColor.a, fgBlur.a * _ForegroundBlurExtrude); //max (fgColor.a, (2.0*fgBlur.a-fgColor.a)) * _ForegroundBlurExtrude; + + return lerp (fgColor, fgBlur, saturate(fgBlur.a)); + } + + half4 fragDofApplyFgDebug (v2fDofApply i) : SV_Target { + half4 fgBlur = tex2D(_TapLowForeground, i.uv.xy); + + half4 fgColor = tex2D(_MainTex,i.uv.xy); + + fgBlur.a = max(fgColor.a, fgBlur.a * _ForegroundBlurExtrude); //max (fgColor.a, (2.0*fgBlur.a-fgColor.a)) * _ForegroundBlurExtrude; + + half4 tapMedium = half4 (1, 1, 0, fgBlur.a); + tapMedium.rgb = 0.5 * (tapMedium.rgb + fgColor.rgb); + + fgBlur.rgb = 0.5 * (fgBlur.rgb + half3(0,1,0)); + fgBlur.rgb = lerp (tapMedium.rgb, fgBlur.rgb, saturate (fgBlur.a * fgBlur.a)); + + return lerp ( fgColor, fgBlur, saturate(fgBlur.a)); + } + + half4 fragCocBg (v2f i) : SV_Target { + + float d = SAMPLE_DEPTH_TEXTURE (_CameraDepthTexture, i.uv1.xy); + d = Linear01Depth (d); + half coc = 0.0; + + half focalDistance01 = _CurveParams.w + _CurveParams.z; + + if (d > focalDistance01) + coc = (d - focalDistance01); + + coc = saturate (coc * _CurveParams.y); + return coc; + } + + half4 fragCocFg (v2f i) : SV_Target { + half4 color = tex2D (_MainTex, i.uv1.xy); + color.a = 0.0; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + i.uv1.xy = i.uv1.xy * half2(1,-1)+half2(0,1); + #endif + + float d = SAMPLE_DEPTH_TEXTURE (_CameraDepthTexture, i.uv1.xy); + d = Linear01Depth (d); + + half focalDistance01 = (_CurveParams.w - _CurveParams.z); + + if (d < focalDistance01) + color.a = (focalDistance01 - d); + + color.a = saturate (color.a * _CurveParams.x); + return color; + } + + // not being used atm + + half4 fragMask (v2f i) : SV_Target { + return half4(0,0,0,0); + } + + // used for simple one one blend + + half4 fragAddBokeh (v2f i) : SV_Target { + half4 from = tex2D( _MainTex, i.uv1.xy ); + return from; + } + + half4 fragAddFgBokeh (v2f i) : SV_Target { + half4 from = tex2D( _MainTex, i.uv1.xy ); + return from; + } + + half4 fragDarkenForBokeh(v2fRadius i) : SV_Target { + half4 fromOriginal = tex2D(_MainTex, i.uv.xy); + half4 lowRez = BokehPrereqs (_MainTex, i.uv1, fromOriginal, _Threshhold.z); + half4 outColor = half4(0,0,0, fromOriginal.a); + half modulate = fromOriginal.a; + + // this code imitates the if-then-else conditions below + half2 conditionCheck = half2( dot(abs(fromOriginal.rgb-lowRez.rgb), half3(0.3,0.5,0.2)), Luminance(fromOriginal.rgb)); + conditionCheck *= fromOriginal.a; + conditionCheck = saturate(_Threshhold.xy - conditionCheck); + outColor = lerp (outColor, fromOriginal, saturate (dot(conditionCheck, half2(1000.0,1000.0)))); + + /* + if ( abs(dot(fromOriginal.rgb - lowRez.rgb, half3 (0.3,0.5,0.2))) * modulate < _Threshhold.x) + outColor = fromOriginal; // no darkening + if (Luminance(fromOriginal.rgb) * modulate < _Threshhold.y) + outColor = fromOriginal; // no darkening + if (lowRez.a < _Threshhold.z) // need to make foreground not cast false bokeh's + outColor = fromOriginal; // no darkenin + */ + + return outColor; + } + + half4 fragExtractAndAddToBokeh (v2fRadius i) : SV_Target { + half4 from = tex2D(_MainTex, i.uv.xy); + half4 lowRez = BokehPrereqs(_MainTex, i.uv1, from, _Threshhold.z); + half4 outColor = from; + + // this code imitates the if-then-else conditions below + half2 conditionCheck = half2( dot(abs(from.rgb-lowRez.rgb), half3(0.3,0.5,0.2)), Luminance(from.rgb)); + conditionCheck *= from.a; + conditionCheck = saturate(_Threshhold.xy - conditionCheck); + outColor = lerp (outColor, half4(0,0,0,0), saturate (dot(conditionCheck, half2(1000.0,1000.0)))); + + /* + if ( abs(dot(from.rgb - lowRez.rgb, half3 (0.3,0.5,0.2))) * modulate < _Threshhold.x) + outColor = half4(0,0,0,0); // don't add + if (Luminance(from.rgb) * modulate < _Threshhold.y) + outColor = half4(0,0,0,0); // don't add + if (lowRez.a < _Threshhold.z) // need to make foreground not cast false bokeh's + outColor = half4(0,0,0,0); // don't add + */ + + return outColor; + } + + ENDCG + +Subshader { + + // pass 0 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vertDofApply + #pragma fragment fragDofApplyBg + + ENDCG + } + + // pass 1 + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask RGB + + CGPROGRAM + #pragma vertex vertDofApply + #pragma fragment fragDofApplyFgDebug + + ENDCG + } + + // pass 2 + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask RGB + + CGPROGRAM + #pragma vertex vertDofApply + #pragma fragment fragDofApplyBgDebug + + ENDCG + } + + + + // pass 3 + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask A + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragCocBg + + ENDCG + } + + + // pass 4 + + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask RGB + //Blend One One + + CGPROGRAM + #pragma vertex vertDofApply + #pragma fragment fragDofApplyFg + + ENDCG + } + + // pass 5 + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask ARGB + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragCocFg + + ENDCG + } + + // pass 6 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vertDownsampleWithCocConserve + #pragma fragment fragDownsampleWithCocConserve + + ENDCG + } + + // pass 7 + // not being used atm + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask RGBA + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragMask + + ENDCG + } + + // pass 8 + + Pass { + ZTest Always Cull Off ZWrite Off + Blend SrcAlpha OneMinusSrcAlpha + ColorMask RGB + + CGPROGRAM + #pragma vertex vert + #pragma fragment fragAddBokeh + + ENDCG + } + + // pass 9 + + Pass { + ZTest Always Cull Off ZWrite Off + Blend One One + ColorMask RGB + + CGPROGRAM + #pragma vertex vertWithRadius + #pragma fragment fragExtractAndAddToBokeh + + ENDCG + } + + // pass 10 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vertWithRadius + #pragma fragment fragDarkenForBokeh + + ENDCG + } + + // pass 11 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vertWithRadius + #pragma fragment fragExtractAndAddToBokeh + + ENDCG + } + } + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfField34.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfField34.shader.meta new file mode 100644 index 00000000..b86195b1 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfField34.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 987fb0677d01f43ce8a9dbf12271e668 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldDX11.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldDX11.shader new file mode 100644 index 00000000..056b2bdf --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldDX11.shader @@ -0,0 +1,259 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + +/* + DX11 Depth Of Field + pretty much just does bokeh texture splatting + + basic algorithm: + + * find bright spots + * verify high frequency (otherwise dont care) + * if possitive, replace with black pixel and add to append buffer + * box blur buffer (thus smearing black pixels) + * blend bokeh texture sprites via append buffer on top of box blurred buffer + * composite with frame buffer +*/ + +Shader "Hidden/Dof/DX11Dof" +{ + Properties + { + _MainTex ("", 2D) = "white" {} + _BlurredColor ("", 2D) = "white" {} + _FgCocMask ("", 2D) = "white" {} + } + + CGINCLUDE + + #define BOKEH_ZERO_VEC (float4(0,0,0,0)) + #define BOKEH_ONE_VEC (float4(1,1,1,1)) + + float4 _BokehParams; // legend: dx11BokehScale, dx11BokehIntensity,dx11BokehThreshhold, internalBlurWidth + float4 _MainTex_TexelSize; + float3 _Screen; + float _SpawnHeuristic; + + sampler2D_float _CameraDepthTexture; + sampler2D _BlurredColor; + sampler2D _MainTex; + sampler2D _FgCocMask; + + struct appendStruct { + float3 pos; + float4 color; + }; + + struct gs_out { + float4 pos : SV_POSITION; + float3 uv : TEXCOORD0; + float4 color : TEXCOORD1; + float4 misc : TEXCOORD2; + }; + + // TODO: activate border clamp tex sampler state instead? + inline float4 clampBorderColor(float2 uv) + { +#if 1 + if(uv.x<=0) return BOKEH_ZERO_VEC; if(uv.x>=1) return BOKEH_ZERO_VEC; + if(uv.y<=0) return BOKEH_ZERO_VEC; if(uv.y>=1) return BOKEH_ZERO_VEC; +#endif + return BOKEH_ONE_VEC; + } + + struct vs_out { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float4 color : TEXCOORD1; + float cocOverlap : TEXCOORD2; + }; + + StructuredBuffer pointBuffer; + + vs_out vertApply (uint id : SV_VertexID) + { + vs_out o; + float2 pos = pointBuffer[id].pos.xy ; + o.pos = float4(pos * 2.0 - 1.0, 0, 1); + o.color = pointBuffer[id].color; + #if UNITY_UV_STARTS_AT_TOP + o.pos.y *= -1; + #endif + o.cocOverlap = pointBuffer[id].pos.z; + + return o; + } + + [maxvertexcount(4)] + void geom (point vs_out input[1], inout TriangleStream outStream) + { + // NEW ENERGY CONSERVATION: + + float2 scale2 = _BokehParams.ww * input[0].color.aa * _BokehParams.xx; + float4 offs = 0; + offs.xy = float2(3.0, 3.0) + 2.0f * floor(scale2 + float2(0.5,0.5)); + + float2 rs = ((float2(1.0, 1.0) + 2.0f * (scale2 + float2(0.5,0.5))));; + float2 f2 = offs.xy / rs; + + float energyAdjustment = (_BokehParams.y) / (rs.x*rs.y); + offs.xy *= _Screen.xy; + + gs_out output; + + output.pos = input[0].pos + offs*float4(-1,1,0,0); + output.misc = float4(f2,0,0); + output.uv = float3(0, 1, input[0].cocOverlap); + output.color = input[0].color * energyAdjustment; + outStream.Append (output); + + output.pos = input[0].pos + offs*float4(1,1,0,0); + output.misc = float4(f2,0,0); + output.uv = float3(1, 1, input[0].cocOverlap); + output.color = input[0].color * energyAdjustment; + outStream.Append (output); + + output.pos = input[0].pos + offs*float4(-1,-1,0,0); + output.misc = float4(f2,0,0); + output.uv = float3(0, 0, input[0].cocOverlap); + output.color = input[0].color * energyAdjustment; + outStream.Append (output); + + output.pos = input[0].pos + offs*float4(1,-1,0,0); + output.misc = float4(f2,0,0); + output.uv = float3(1, 0, input[0].cocOverlap); + output.color = input[0].color * energyAdjustment; + outStream.Append (output); + + outStream.RestartStrip(); + } + +ENDCG + +SubShader +{ + +// pass 0: append buffer "collect" + +Pass +{ + ZWrite Off ZTest Always Cull Off + + CGPROGRAM + + #pragma vertex vert + #pragma fragment frag + #pragma target 5.0 + + #include "UnityCG.cginc" + + struct appdata { + float4 vertex : POSITION; + float2 texcoord : TEXCOORD0; + }; + + struct v2f { + float4 pos : SV_POSITION; + float2 uv_flip : TEXCOORD0; + float2 uv : TEXCOORD1; + }; + + v2f vert (appdata v) + { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv = v.texcoord; + o.uv_flip = v.texcoord; + #if UNITY_UV_STARTS_AT_TOP + if(_MainTex_TexelSize.y<0) + o.uv_flip.y = 1.0-o.uv_flip.y; + if(_MainTex_TexelSize.y<0) + o.pos.y *= -1.0; + #endif + return o; + } + + AppendStructuredBuffer pointBufferOutput : register(u1); + + float4 frag (v2f i) : SV_Target + { + float4 c = tex2D (_MainTex, i.uv_flip); + float lumc = Luminance (c.rgb); + + float4 cblurred = tex2D (_BlurredColor, i.uv); + float lumblurred = Luminance (cblurred.rgb); + + float fgCoc = tex2D(_FgCocMask, i.uv).a; + + [branch] + if (c.a * _BokehParams.w > 1 && cblurred.a > 0.1 && lumc > _BokehParams.z && abs(lumc-lumblurred) > _SpawnHeuristic) + { + appendStruct append; + append.pos = float3(i.uv, fgCoc); + append.color.rgba = float4(c.rgb * saturate(c.a*4), c.a); + pointBufferOutput.Append (append); + return float4(c.rgb * saturate(1-c.a*4), c.a); + } + + return c; + } + ENDCG +} + +// pass 1: bokeh splatting (low resolution) + +Pass { + + ZWrite Off ZTest Always Cull Off + Blend One One, One One + ColorMask RGBA + + CGPROGRAM + + #pragma target 5.0 + #pragma vertex vertApply + #pragma geometry geom + #pragma fragment frag + + #include "UnityCG.cginc" + + fixed4 frag (gs_out i) : SV_Target + { + float2 uv = (i.uv.xy) * i.misc.xy + (float2(1,1)-i.misc.xy) * 0.5; // smooth uv scale + return float4(i.color.rgb, 1) * float4(tex2D(_MainTex, uv.xy).rgb, i.uv.z) * clampBorderColor (uv); + } + + ENDCG +} + +// pass 2: bokeh splatting (high resolution) + +Pass { + + ZWrite Off ZTest Always Cull Off + BlendOp Add, Add + Blend DstAlpha One, Zero One + ColorMask RGBA + + CGPROGRAM + + #pragma target 5.0 + #pragma vertex vertApply + #pragma geometry geom + #pragma fragment frag + + #include "UnityCG.cginc" + + fixed4 frag (gs_out i) : SV_Target + { + float2 uv = (i.uv.xy) * i.misc.xy + (float2(1,1)-i.misc.xy) * 0.5; // smooth uv scale + return float4(i.color.rgb, 1) * float4(tex2D(_MainTex, uv.xy).rgb, i.uv.z) * clampBorderColor (uv); + } + + ENDCG +} + +} + +Fallback Off +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldDX11.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldDX11.shader.meta new file mode 100644 index 00000000..15935f16 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldDX11.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: d8e82664aa8686642a424c88ab10164a +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldScatter.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldScatter.shader new file mode 100644 index 00000000..296011c5 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldScatter.shader @@ -0,0 +1,936 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + Shader "Hidden/Dof/DepthOfFieldHdr" { + Properties { + _MainTex ("-", 2D) = "black" {} + _FgOverlap ("-", 2D) = "black" {} + _LowRez ("-", 2D) = "black" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uv1 : TEXCOORD1; + }; + + struct v2fRadius { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float4 uv1[4] : TEXCOORD1; + }; + + struct v2fBlur { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float4 uv01 : TEXCOORD1; + float4 uv23 : TEXCOORD2; + float4 uv45 : TEXCOORD3; + float4 uv67 : TEXCOORD4; + float4 uv89 : TEXCOORD5; + }; + + uniform sampler2D _MainTex; + uniform sampler2D_float _CameraDepthTexture; + uniform sampler2D _FgOverlap; + uniform sampler2D _LowRez; + uniform float4 _CurveParams; + uniform float4 _MainTex_TexelSize; + uniform float4 _Offsets; + + v2f vert( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv1.xy = v.texcoord.xy; + o.uv.xy = v.texcoord.xy; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + o.uv.y = 1-o.uv.y; + #endif + + return o; + } + + v2f vertFlip( appdata_img v ) + { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv1.xy = v.texcoord.xy; + o.uv.xy = v.texcoord.xy; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + o.uv.y = 1-o.uv.y; + if (_MainTex_TexelSize.y < 0) + o.uv1.y = 1-o.uv1.y; + #endif + + return o; + } + + v2fBlur vertBlurPlusMinus (appdata_img v) + { + v2fBlur o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv.xy = v.texcoord.xy; + o.uv01 = v.texcoord.xyxy + _Offsets.xyxy * float4(1,1, -1,-1) * _MainTex_TexelSize.xyxy / 6.0; + o.uv23 = v.texcoord.xyxy + _Offsets.xyxy * float4(2,2, -2,-2) * _MainTex_TexelSize.xyxy / 6.0; + o.uv45 = v.texcoord.xyxy + _Offsets.xyxy * float4(3,3, -3,-3) * _MainTex_TexelSize.xyxy / 6.0; + o.uv67 = v.texcoord.xyxy + _Offsets.xyxy * float4(4,4, -4,-4) * _MainTex_TexelSize.xyxy / 6.0; + o.uv89 = v.texcoord.xyxy + _Offsets.xyxy * float4(5,5, -5,-5) * _MainTex_TexelSize.xyxy / 6.0; + return o; + } + + #define SCATTER_OVERLAP_SMOOTH (-0.265) + + inline float BokehWeightDisc(float4 theSample, float sampleDistance, float4 centerSample) + { + return smoothstep(SCATTER_OVERLAP_SMOOTH, 0.0, theSample.a - centerSample.a*sampleDistance); + } + + inline float2 BokehWeightDisc2(float4 sampleA, float4 sampleB, float2 sampleDistance2, float4 centerSample) + { + return smoothstep(float2(SCATTER_OVERLAP_SMOOTH, SCATTER_OVERLAP_SMOOTH), float2(0.0,0.0), float2(sampleA.a, sampleB.a) - centerSample.aa*sampleDistance2); } + + static const int SmallDiscKernelSamples = 12; + static const float2 SmallDiscKernel[SmallDiscKernelSamples] = + { + float2(-0.326212,-0.40581), + float2(-0.840144,-0.07358), + float2(-0.695914,0.457137), + float2(-0.203345,0.620716), + float2(0.96234,-0.194983), + float2(0.473434,-0.480026), + float2(0.519456,0.767022), + float2(0.185461,-0.893124), + float2(0.507431,0.064425), + float2(0.89642,0.412458), + float2(-0.32194,-0.932615), + float2(-0.791559,-0.59771) + }; + + static const int NumDiscSamples = 28; + static const float3 DiscKernel[NumDiscSamples] = + { + float3(0.62463,0.54337,0.82790), + float3(-0.13414,-0.94488,0.95435), + float3(0.38772,-0.43475,0.58253), + float3(0.12126,-0.19282,0.22778), + float3(-0.20388,0.11133,0.23230), + float3(0.83114,-0.29218,0.88100), + float3(0.10759,-0.57839,0.58831), + float3(0.28285,0.79036,0.83945), + float3(-0.36622,0.39516,0.53876), + float3(0.75591,0.21916,0.78704), + float3(-0.52610,0.02386,0.52664), + float3(-0.88216,-0.24471,0.91547), + float3(-0.48888,-0.29330,0.57011), + float3(0.44014,-0.08558,0.44838), + float3(0.21179,0.51373,0.55567), + float3(0.05483,0.95701,0.95858), + float3(-0.59001,-0.70509,0.91938), + float3(-0.80065,0.24631,0.83768), + float3(-0.19424,-0.18402,0.26757), + float3(-0.43667,0.76751,0.88304), + float3(0.21666,0.11602,0.24577), + float3(0.15696,-0.85600,0.87027), + float3(-0.75821,0.58363,0.95682), + float3(0.99284,-0.02904,0.99327), + float3(-0.22234,-0.57907,0.62029), + float3(0.55052,-0.66984,0.86704), + float3(0.46431,0.28115,0.54280), + float3(-0.07214,0.60554,0.60982), + }; + + float4 fragBlurInsaneMQ (v2f i) : SV_Target + { + float4 centerTap = tex2D(_MainTex, i.uv1.xy); + float4 sum = centerTap; + float4 poissonScale = _MainTex_TexelSize.xyxy * centerTap.a * _Offsets.w; + + float sampleCount = max(centerTap.a * 0.25, _Offsets.z); // <- weighing with 0.25 looks nicer for small high freq spec + sum *= sampleCount; + + float weights = 0; + + for(int l=0; l < NumDiscSamples; l++) + { + float2 sampleUV = i.uv1.xy + DiscKernel[l].xy * poissonScale.xy; + float4 sample0 = tex2D(_MainTex, sampleUV.xy); + + if( sample0.a > 0.0 ) + { + weights = BokehWeightDisc(sample0, DiscKernel[l].z, centerTap); + sum += sample0 * weights; + sampleCount += weights; + } + } + + float4 returnValue = sum / sampleCount; + returnValue.a = centerTap.a; + + return returnValue; + } + + float4 fragBlurInsaneHQ (v2f i) : SV_Target + { + float4 centerTap = tex2D(_MainTex, i.uv1.xy); + float4 sum = centerTap; + float4 poissonScale = _MainTex_TexelSize.xyxy * centerTap.a * _Offsets.w; + + float sampleCount = max(centerTap.a * 0.25, _Offsets.z); // <- weighing with 0.25 looks nicer for small high freq spec + sum *= sampleCount; + + float2 weights = 0; + + for(int l=0; l < NumDiscSamples; l++) + { + float4 sampleUV = i.uv1.xyxy + DiscKernel[l].xyxy * poissonScale.xyxy / float4(1.2,1.2,DiscKernel[l].zz); + + float4 sample0 = tex2D(_MainTex, sampleUV.xy); + float4 sample1 = tex2D(_MainTex, sampleUV.zw); + + if( (sample0.a + sample1.a) > 0.0 ) + { + weights = BokehWeightDisc2(sample0, sample1, float2(DiscKernel[l].z/1.2, 1.0), centerTap); + sum += sample0 * weights.x + sample1 * weights.y; + sampleCount += dot(weights, 1); + } + } + + float4 returnValue = sum / sampleCount; + returnValue.a = centerTap.a; + + return returnValue; + } + + inline float4 BlendLowWithHighHQ(float coc, float4 low, float4 high) + { + float blend = smoothstep(0.65,0.85, coc); + return lerp(low, high, blend); + } + + inline float4 BlendLowWithHighMQ(float coc, float4 low, float4 high) + { + float blend = smoothstep(0.4,0.6, coc); + return lerp(low, high, blend); + } + + float4 fragBlurUpsampleCombineHQ (v2f i) : SV_Target + { + float4 bigBlur = tex2D(_LowRez, i.uv1.xy); + float4 centerTap = tex2D(_MainTex, i.uv1.xy); + + float4 smallBlur = centerTap; + float4 poissonScale = _MainTex_TexelSize.xyxy * centerTap.a * _Offsets.w ; + + float sampleCount = max(centerTap.a * 0.25, 0.1f); // <- weighing with 0.25 looks nicer for small high freq spec + smallBlur *= sampleCount; + + for(int l=0; l < NumDiscSamples; l++) + { + float2 sampleUV = i.uv1.xy + DiscKernel[l].xy * poissonScale.xy; + + float4 sample0 = tex2D(_MainTex, sampleUV); + float weight0 = BokehWeightDisc(sample0, DiscKernel[l].z, centerTap); + smallBlur += sample0 * weight0; sampleCount += weight0; + } + + smallBlur /= (sampleCount+1e-5f); + smallBlur = BlendLowWithHighHQ(centerTap.a, smallBlur, bigBlur); + + return centerTap.a < 1e-2f ? centerTap : float4(smallBlur.rgb,centerTap.a); + } + + float4 fragBlurUpsampleCombineMQ (v2f i) : SV_Target + { + float4 bigBlur = tex2D(_LowRez, i.uv1.xy); + float4 centerTap = tex2D(_MainTex, i.uv1.xy); + + float4 smallBlur = centerTap; + float4 poissonScale = _MainTex_TexelSize.xyxy * centerTap.a * _Offsets.w ; + + float sampleCount = max(centerTap.a * 0.25, 0.1f); // <- weighing with 0.25 looks nicer for small high freq spec + smallBlur *= sampleCount; + + for(int l=0; l < SmallDiscKernelSamples; l++) + { + float2 sampleUV = i.uv1.xy + SmallDiscKernel[l].xy * poissonScale.xy*1.1; + + float4 sample0 = tex2D(_MainTex, sampleUV); + float weight0 = BokehWeightDisc(sample0, length(SmallDiscKernel[l].xy*1.1), centerTap); + smallBlur += sample0 * weight0; sampleCount += weight0; + } + + smallBlur /= (sampleCount+1e-5f); + + smallBlur = BlendLowWithHighMQ(centerTap.a, smallBlur, bigBlur); + + return centerTap.a < 1e-2f ? centerTap : float4(smallBlur.rgb,centerTap.a); + } + + float4 fragBlurUpsampleCheap (v2f i) : SV_Target + { + float4 centerTap = tex2D(_MainTex, i.uv1.xy); + float4 bigBlur = tex2D(_LowRez, i.uv1.xy); + + float fgCoc = tex2D(_FgOverlap, i.uv1.xy).a; + float4 smallBlur = lerp(centerTap, bigBlur, saturate( max(centerTap.a,fgCoc)*8.0 )); + + return float4(smallBlur.rgb, centerTap.a); + } + + float4 fragBlurBox (v2f i) : SV_Target + { + const int TAPS = 12; + + float4 centerTap = tex2D(_MainTex, i.uv1.xy); + + // TODO: important ? breaks when HR blur is being used + //centerTap.a = max(centerTap.a, 0.1f); + + float sampleCount = centerTap.a; + float4 sum = centerTap * sampleCount; + + float2 lenStep = centerTap.aa * (1.0 / (TAPS-1.0)); + float4 steps = (_Offsets.xyxy * _MainTex_TexelSize.xyxy) * lenStep.xyxy * float4(1,1, -1,-1); + + for(int l=1; l 1e-5f) outColor.rgb = color.rgb/sumWeights; + + return outColor; + } + + float4 fragCaptureColorAndSignedCoc (v2f i) : SV_Target + { + float4 color = tex2D (_MainTex, i.uv1.xy); + float d = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv1.xy); + d = Linear01Depth (d); + color.a = _CurveParams.z * abs(d - _CurveParams.w) / (d + 1e-5f); + color.a = clamp( max(0.0, color.a - _CurveParams.y), 0.0, _CurveParams.x) * sign(d - _CurveParams.w); + + return color; + } + + float4 fragCaptureCoc (v2f i) : SV_Target + { + float4 color = float4(0,0,0,0); //tex2D (_MainTex, i.uv1.xy); + float d = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv1.xy); + d = Linear01Depth (d); + color.a = _CurveParams.z * abs(d - _CurveParams.w) / (d + 1e-5f); + color.a = clamp( max(0.0, color.a - _CurveParams.y), 0.0, _CurveParams.x); + + return color; + } + + float4 AddFgCoc (v2f i) : SV_Target + { + return tex2D (_MainTex, i.uv1.xy); + } + + float4 fragMergeCoc (v2f i) : SV_Target + { + float4 color = tex2D (_FgOverlap, i.uv1.xy); // this is the foreground overlap value + float fgCoc = color.a; + + float d = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv1.xy); + d = Linear01Depth (d); + color.a = _CurveParams.z * abs(d - _CurveParams.w) / (d + 1e-5f); + color.a = clamp( max(0.0, color.a - _CurveParams.y), 0.0, _CurveParams.x); + + return max(color.aaaa, float4(fgCoc,fgCoc,fgCoc,fgCoc)); + } + + float4 fragCombineCocWithMaskBlur (v2f i) : SV_Target + { + float bgAndFgCoc = tex2D (_MainTex, i.uv1.xy).a; + float fgOverlapCoc = tex2D (_FgOverlap, i.uv1.xy).a; + + return (bgAndFgCoc < 0.01) * saturate(fgOverlapCoc-bgAndFgCoc); + } + + float4 fragCaptureForegroundCoc (v2f i) : SV_Target + { + float4 color = float4(0,0,0,0); //tex2D (_MainTex, i.uv1.xy); + float d = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv1.xy); + d = Linear01Depth (d); + color.a = _CurveParams.z * (_CurveParams.w-d) / (d + 1e-5f); + color.a = clamp(max(0.0, color.a - _CurveParams.y), 0.0, _CurveParams.x); + + return color; + } + + float4 fragCaptureForegroundCocMask (v2f i) : SV_Target + { + float4 color = float4(0,0,0,0); + float d = SAMPLE_DEPTH_TEXTURE(_CameraDepthTexture, i.uv1.xy); + d = Linear01Depth (d); + color.a = _CurveParams.z * (_CurveParams.w-d) / (d + 1e-5f); + color.a = clamp(max(0.0, color.a - _CurveParams.y), 0.0, _CurveParams.x); + + return color.a > 0; + } + + float4 fragBlendInHighRez (v2f i) : SV_Target + { + float4 tapHighRez = tex2D(_MainTex, i.uv.xy); + return float4(tapHighRez.rgb, 1.0-saturate(tapHighRez.a*5.0)); + } + + float4 fragBlendInLowRezParts (v2f i) : SV_Target + { + float4 from = tex2D(_MainTex, i.uv1.xy); + from.a = saturate(from.a * _Offsets.w) / (_CurveParams.x + 1e-5f); + float square = from.a * from.a; + from.a = square * square * _CurveParams.x; + return from; + } + + float4 fragUpsampleWithAlphaMask(v2f i) : SV_Target + { + float4 c = tex2D(_MainTex, i.uv1.xy); + return c; + } + + float4 fragAlphaMask(v2f i) : SV_Target + { + float4 c = tex2D(_MainTex, i.uv1.xy); + c.a = saturate(c.a*100.0); + return c; + } + + ENDCG + +Subshader +{ + + // pass 0 + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask A + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragCaptureCoc + + ENDCG + } + + // pass 1 + + Pass + { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vertBlurPlusMinus + #pragma fragment fragGaussBlur + + ENDCG + } + + // pass 2 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vertBlurPlusMinus + #pragma fragment fragBlurForFgCoc + + ENDCG + } + + + // pass 3 + + Pass + { + ZTest Always Cull Off ZWrite Off + ColorMask A + BlendOp Max, Max + Blend One One, One One + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment AddFgCoc + + ENDCG + } + + + // pass 4 + + Pass + { + ZTest Always Cull Off ZWrite Off + ColorMask A + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragCaptureForegroundCoc + + ENDCG + } + + // pass 5 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBlurBox + + ENDCG + } + + // pass 6 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment frag4TapBlurForLRSpawn + + ENDCG + } + + // pass 7 + + Pass { + ZTest Always Cull Off ZWrite Off + ColorMask RGB + Blend SrcAlpha OneMinusSrcAlpha + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBlendInHighRez + + ENDCG + } + + // pass 8 + + Pass + { + ZTest Always Cull Off ZWrite Off + ColorMask A + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragCaptureForegroundCocMask + + ENDCG + } + + + // pass 9 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBlurUpsampleCheap + + ENDCG + } + + // pass 10 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragCaptureColorAndSignedCoc + + ENDCG + } + + // pass 11 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBlurInsaneMQ + + ENDCG + } + + // pass 12 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBlurUpsampleCombineMQ + + ENDCG + } + + // pass 13 + Pass { + ZTest Always Cull Off ZWrite Off + + ColorMask A + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragMergeCoc + + ENDCG + } + + // pass 14 + + Pass { + ZTest Always Cull Off ZWrite Off + + ColorMask A + BlendOp Max, Max + Blend One One, One One + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragCombineCocWithMaskBlur + + ENDCG + } + + // pass 15 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBoxDownsample + + ENDCG + } + + // pass 16 + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragVisualize + + ENDCG + } + + // pass 17 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBlurInsaneHQ + + ENDCG + } + + // pass 18 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragBlurUpsampleCombineHQ + + ENDCG + } + + // pass 19 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vertBlurPlusMinus + #pragma fragment fragBlurAlphaWeighted + + ENDCG + } + + // pass 20 + + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragAlphaMask + + ENDCG + } + + // pass 21 + + Pass { + ZTest Always Cull Off ZWrite Off + + BlendOp Add, Add + Blend DstAlpha OneMinusDstAlpha, Zero One + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vertFlip + #pragma fragment fragBlurBox + + ENDCG + } + + // pass 22 + + Pass { + ZTest Always Cull Off ZWrite Off + + // destination alpha needs to stay intact as we have layed alpha before + BlendOp Add, Add + Blend DstAlpha One, Zero One + + CGPROGRAM + + #pragma target 3.0 + #pragma vertex vert + #pragma fragment fragUpsampleWithAlphaMask + + ENDCG + } +} + +Fallback off + +} diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldScatter.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldScatter.shader.meta new file mode 100644 index 00000000..b38c9740 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/DepthOfFieldScatter.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: acd613035ff3e455e8abf23fdc8c8c24 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableBlur.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableBlur.shader new file mode 100644 index 00000000..2ffca4b1 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableBlur.shader @@ -0,0 +1,68 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/SeparableBlur" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + + float4 uv01 : TEXCOORD1; + float4 uv23 : TEXCOORD2; + float4 uv45 : TEXCOORD3; + }; + + float4 offsets; + + sampler2D _MainTex; + + v2f vert (appdata_img v) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + + o.uv.xy = v.texcoord.xy; + + o.uv01 = v.texcoord.xyxy + offsets.xyxy * float4(1,1, -1,-1); + o.uv23 = v.texcoord.xyxy + offsets.xyxy * float4(1,1, -1,-1) * 2.0; + o.uv45 = v.texcoord.xyxy + offsets.xyxy * float4(1,1, -1,-1) * 3.0; + + return o; + } + + half4 frag (v2f i) : SV_Target { + half4 color = float4 (0,0,0,0); + + color += 0.40 * tex2D (_MainTex, i.uv); + color += 0.15 * tex2D (_MainTex, i.uv01.xy); + color += 0.15 * tex2D (_MainTex, i.uv01.zw); + color += 0.10 * tex2D (_MainTex, i.uv23.xy); + color += 0.10 * tex2D (_MainTex, i.uv23.zw); + color += 0.05 * tex2D (_MainTex, i.uv45.xy); + color += 0.05 * tex2D (_MainTex, i.uv45.zw); + + return color; + } + + ENDCG + +Subshader { + Pass { + ZTest Always Cull Off ZWrite Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + ENDCG + } +} + +Fallback off + + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableBlur.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableBlur.shader.meta new file mode 100644 index 00000000..b9f6a84f --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableBlur.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: e97c14fbb5ea04c3a902cc533d7fc5d1 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableWeightedBlurDof34.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableWeightedBlurDof34.shader new file mode 100644 index 00000000..e04f4ee8 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableWeightedBlurDof34.shader @@ -0,0 +1,244 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + +Shader "Hidden/SeparableWeightedBlurDof34" { + Properties { + _MainTex ("Base (RGB)", 2D) = "" {} + _TapMedium ("TapMedium (RGB)", 2D) = "" {} + _TapLow ("TapLow (RGB)", 2D) = "" {} + _TapHigh ("TapHigh (RGB)", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + half4 offsets; + half4 _Threshhold; + sampler2D _MainTex; + sampler2D _TapHigh; + + struct v2f { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + half4 uv01 : TEXCOORD1; + half4 uv23 : TEXCOORD2; + half4 uv45 : TEXCOORD3; + }; + + struct v2fSingle { + half4 pos : SV_POSITION; + half2 uv : TEXCOORD0; + }; + + // + // VERT PROGRAMS + // + + v2f vert (appdata_img v) { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv.xy = v.texcoord.xy; + o.uv01 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1); + o.uv23 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1) * 2.0; + o.uv45 = v.texcoord.xyxy + offsets.xyxy * half4(1,1, -1,-1) * 3.0; + + return o; + } + + v2fSingle vertSingleTex (appdata_img v) { + v2fSingle o; + o.pos = UnityObjectToClipPos(v.vertex); + o.uv.xy = v.texcoord.xy; + return o; + } + + // + // FRAG PROGRAMS + // + + // mostly used for foreground, so more gaussian-like + + half4 fragBlurUnweighted (v2f i) : SV_Target { + half4 blurredColor = half4 (0,0,0,0); + + half4 sampleA = tex2D(_MainTex, i.uv.xy); + half4 sampleB = tex2D(_MainTex, i.uv01.xy); + half4 sampleC = tex2D(_MainTex, i.uv01.zw); + half4 sampleD = tex2D(_MainTex, i.uv23.xy); + half4 sampleE = tex2D(_MainTex, i.uv23.zw); + + blurredColor += sampleA; + blurredColor += sampleB; + blurredColor += sampleC; + blurredColor += sampleD; + blurredColor += sampleE; + + blurredColor *= 0.2; + + blurredColor.a = max(UNITY_SAMPLE_1CHANNEL(_TapHigh, i.uv.xy), blurredColor.a); + + return blurredColor; + } + + // used for background, so more bone curve-like + + half4 fragBlurWeighted (v2f i) : SV_Target { + half4 blurredColor = half4 (0,0,0,0); + + half4 sampleA = tex2D(_MainTex, i.uv.xy); + half4 sampleB = tex2D(_MainTex, i.uv01.xy); + half4 sampleC = tex2D(_MainTex, i.uv01.zw); + half4 sampleD = tex2D(_MainTex, i.uv23.xy); + half4 sampleE = tex2D(_MainTex, i.uv23.zw); + + half sum = sampleA.a + dot (half4 (1.25, 1.25, 1.5, 1.5), half4 (sampleB.a,sampleC.a,sampleD.a,sampleE.a)); + + sampleA.rgb = sampleA.rgb * sampleA.a; + sampleB.rgb = sampleB.rgb * sampleB.a * 1.25; + sampleC.rgb = sampleC.rgb * sampleC.a * 1.25; + sampleD.rgb = sampleD.rgb * sampleD.a * 1.5; + sampleE.rgb = sampleE.rgb * sampleE.a * 1.5; + + blurredColor += sampleA; + blurredColor += sampleB; + blurredColor += sampleC; + blurredColor += sampleD; + blurredColor += sampleE; + + blurredColor /= sum; + half4 color = blurredColor; + + color.a = sampleA.a; + + return color; + } + + half4 fragBlurDark (v2f i) : SV_Target { + half4 blurredColor = half4 (0,0,0,0); + + half4 sampleA = tex2D(_MainTex, i.uv.xy); + half4 sampleB = tex2D(_MainTex, i.uv01.xy); + half4 sampleC = tex2D(_MainTex, i.uv01.zw); + half4 sampleD = tex2D(_MainTex, i.uv23.xy); + half4 sampleE = tex2D(_MainTex, i.uv23.zw); + + half sum = sampleA.a + dot (half4 (0.75, 0.75, 0.5, 0.5), half4 (sampleB.a,sampleC.a,sampleD.a,sampleE.a)); + + sampleA.rgb = sampleA.rgb * sampleA.a; + sampleB.rgb = sampleB.rgb * sampleB.a * 0.75; + sampleC.rgb = sampleC.rgb * sampleC.a * 0.75; + sampleD.rgb = sampleD.rgb * sampleD.a * 0.5; + sampleE.rgb = sampleE.rgb * sampleE.a * 0.5; + + blurredColor += sampleA; + blurredColor += sampleB; + blurredColor += sampleC; + blurredColor += sampleD; + blurredColor += sampleE; + + blurredColor /= sum; + half4 color = blurredColor; + + color.a = sampleA.a; + + return color; + } + + // not used atm + + half4 fragBlurUnweightedDark (v2f i) : SV_Target { + half4 blurredColor = half4 (0,0,0,0); + + half4 sampleA = tex2D(_MainTex, i.uv.xy); + half4 sampleB = tex2D(_MainTex, i.uv01.xy); + half4 sampleC = tex2D(_MainTex, i.uv01.zw); + half4 sampleD = tex2D(_MainTex, i.uv23.xy); + half4 sampleE = tex2D(_MainTex, i.uv23.zw); + + blurredColor += sampleA; + blurredColor += sampleB * 0.75; + blurredColor += sampleC * 0.75; + blurredColor += sampleD * 0.5; + blurredColor += sampleE * 0.5; + + blurredColor /= 3.5; + + blurredColor.a = max(UNITY_SAMPLE_1CHANNEL(_TapHigh, i.uv.xy), blurredColor.a); + + return blurredColor; + } + + // fragMixMediumAndLowTap + // happens before applying final coc/blur result to screen, + // mixes defocus buffers of different resolutions / bluriness + + sampler2D _TapMedium; + sampler2D _TapLow; + + half4 fragMixMediumAndLowTap (v2fSingle i) : SV_Target + { + half4 tapMedium = tex2D (_TapMedium, i.uv.xy); + half4 tapLow = tex2D (_TapLow, i.uv.xy); + tapMedium.a *= tapMedium.a; + + tapLow.rgb = lerp (tapMedium.rgb, tapLow.rgb, (tapMedium.a * tapMedium.a)); + return tapLow; + } + + ENDCG + +Subshader { + ZTest Always Cull Off ZWrite Off + + Pass { + + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragBlurWeighted + + ENDCG + } + Pass { + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragBlurUnweighted + + ENDCG + } + + // 2 + + Pass { + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragBlurUnweightedDark + + ENDCG + } + Pass { + CGPROGRAM + + #pragma vertex vertSingleTex + #pragma fragment fragMixMediumAndLowTap + + ENDCG + } + + // 4 + + Pass { + CGPROGRAM + + #pragma vertex vert + #pragma fragment fragBlurDark + + ENDCG + } +} + +Fallback off + +} // shader diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableWeightedBlurDof34.shader.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableWeightedBlurDof34.shader.meta new file mode 100644 index 00000000..2fae7fc8 --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/SeparableWeightedBlurDof34.shader.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: bb4af680337344a4abad65a4e8873c50 +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/TiltShiftHdrLensBlur.shader b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/TiltShiftHdrLensBlur.shader new file mode 100644 index 00000000..73e8876b --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/_DepthOfField/TiltShiftHdrLensBlur.shader @@ -0,0 +1,311 @@ +// Upgrade NOTE: replaced 'mul(UNITY_MATRIX_MVP,*)' with 'UnityObjectToClipPos(*)' + + + Shader "Hidden/Dof/TiltShiftHdrLensBlur" { + Properties { + _MainTex ("-", 2D) = "" {} + } + + CGINCLUDE + + #include "UnityCG.cginc" + + struct v2f + { + float4 pos : SV_POSITION; + float2 uv : TEXCOORD0; + float2 uv1 : TEXCOORD1; + }; + + sampler2D _MainTex; + sampler2D _Blurred; + + float4 _MainTex_TexelSize; + float _BlurSize; + float _BlurArea; + + #ifdef SHADER_API_D3D11 + #define SAMPLE_TEX(sampler, uv) tex2Dlod(sampler, float4(uv,0,1)) + #else + #define SAMPLE_TEX(sampler, uv) tex2D(sampler, uv) + #endif + + v2f vert (appdata_img v) + { + v2f o; + o.pos = UnityObjectToClipPos (v.vertex); + o.uv.xy = v.texcoord; + o.uv1.xy = v.texcoord; + + #if UNITY_UV_STARTS_AT_TOP + if (_MainTex_TexelSize.y < 0) + o.uv1.y = 1-o.uv1.y; + #else + + #endif + + return o; + } + + static const int SmallDiscKernelSamples = 12; + static const float2 SmallDiscKernel[SmallDiscKernelSamples] = + { + float2(-0.326212,-0.40581), + float2(-0.840144,-0.07358), + float2(-0.695914,0.457137), + float2(-0.203345,0.620716), + float2(0.96234,-0.194983), + float2(0.473434,-0.480026), + float2(0.519456,0.767022), + float2(0.185461,-0.893124), + float2(0.507431,0.064425), + float2(0.89642,0.412458), + float2(-0.32194,-0.932615), + float2(-0.791559,-0.59771) + }; + + static const int NumDiscSamples = 28; + static const float3 DiscKernel[NumDiscSamples] = + { + float3(0.62463,0.54337,0.82790), + float3(-0.13414,-0.94488,0.95435), + float3(0.38772,-0.43475,0.58253), + float3(0.12126,-0.19282,0.22778), + float3(-0.20388,0.11133,0.23230), + float3(0.83114,-0.29218,0.88100), + float3(0.10759,-0.57839,0.58831), + float3(0.28285,0.79036,0.83945), + float3(-0.36622,0.39516,0.53876), + float3(0.75591,0.21916,0.78704), + float3(-0.52610,0.02386,0.52664), + float3(-0.88216,-0.24471,0.91547), + float3(-0.48888,-0.29330,0.57011), + float3(0.44014,-0.08558,0.44838), + float3(0.21179,0.51373,0.55567), + float3(0.05483,0.95701,0.95858), + float3(-0.59001,-0.70509,0.91938), + float3(-0.80065,0.24631,0.83768), + float3(-0.19424,-0.18402,0.26757), + float3(-0.43667,0.76751,0.88304), + float3(0.21666,0.11602,0.24577), + float3(0.15696,-0.85600,0.87027), + float3(-0.75821,0.58363,0.95682), + float3(0.99284,-0.02904,0.99327), + float3(-0.22234,-0.57907,0.62029), + float3(0.55052,-0.66984,0.86704), + float3(0.46431,0.28115,0.54280), + float3(-0.07214,0.60554,0.60982), + }; + + float WeightFieldMode (float2 uv) + { + float2 tapCoord = uv*2.0-1.0; + return (abs(tapCoord.y * _BlurArea)); + } + + float WeightIrisMode (float2 uv) + { + float2 tapCoord = (uv*2.0-1.0); + return dot(tapCoord, tapCoord) * _BlurArea; + } + + float4 fragIrisPreview (v2f i) : SV_Target + { + return WeightIrisMode(i.uv.xy) * 0.5; + } + + float4 fragFieldPreview (v2f i) : SV_Target + { + return WeightFieldMode(i.uv.xy) * 0.5; + } + + float4 fragUpsample (v2f i) : SV_Target + { + float4 blurred = tex2D(_Blurred, i.uv1.xy); + float4 frame = tex2D(_MainTex, i.uv.xy); + + return lerp(frame, blurred, saturate(blurred.a)); + } + + float4 fragIris (v2f i) : SV_Target + { + float4 centerTap = tex2D(_MainTex, i.uv.xy); + float4 sum = centerTap; + + float w = clamp(WeightIrisMode(i.uv.xy), 0, _BlurSize); + + float4 poissonScale = _MainTex_TexelSize.xyxy * w; + + #ifndef SHADER_API_D3D9 + if(w<1e-2f) + return sum; + #endif + + for(int l=0; l _Params.y) { + // This sample occludes, contribute to occlusion + occ += pow(1-zd,_Params.z); // sc2 + //occ += 1.0-saturate(pow(1.0 - zd, 11.0) + zd); // nullsq + //occ += 1.0/(1.0+zd*zd*10); // iq + } + } + occ /= sampleCount; + return 1-occ; +} + diff --git a/Assets/Standard Assets/Effects/ImageEffects/Shaders/frag_ao.cginc.meta b/Assets/Standard Assets/Effects/ImageEffects/Shaders/frag_ao.cginc.meta new file mode 100644 index 00000000..604d5f5e --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Shaders/frag_ao.cginc.meta @@ -0,0 +1,4 @@ +fileFormatVersion: 2 +guid: 51ae11a5cd82fda468a85179946d672a +ShaderImporter: + userData: diff --git a/Assets/Standard Assets/Effects/ImageEffects/Textures.meta b/Assets/Standard Assets/Effects/ImageEffects/Textures.meta new file mode 100644 index 00000000..262ce7dd --- /dev/null +++ b/Assets/Standard Assets/Effects/ImageEffects/Textures.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 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'unity_Projector' +// Upgrade NOTE: replaced '_ProjectorClip' with 'unity_ProjectorClip' + +Shader "Projector/Light" { + Properties { + _Color ("Main Color", Color) = (1,1,1,1) + _ShadowTex ("Cookie", 2D) = "" {} + _FalloffTex ("FallOff", 2D) = "" {} + } + + Subshader { + Tags {"Queue"="Transparent"} + Pass { + ZWrite Off + ColorMask RGB + Blend DstColor One + Offset -1, -1 + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + #pragma multi_compile_fog + #include "UnityCG.cginc" + + struct v2f { + float4 uvShadow : TEXCOORD0; + float4 uvFalloff : TEXCOORD1; + UNITY_FOG_COORDS(2) + float4 pos : SV_POSITION; + }; + + float4x4 unity_Projector; + float4x4 unity_ProjectorClip; + + v2f vert (float4 vertex : POSITION) + { + v2f o; + o.pos = UnityObjectToClipPos(vertex); + o.uvShadow = mul (unity_Projector, vertex); + o.uvFalloff = mul (unity_ProjectorClip, vertex); + UNITY_TRANSFER_FOG(o,o.pos); + return o; + } + + fixed4 _Color; + sampler2D _ShadowTex; + sampler2D _FalloffTex; + + fixed4 frag (v2f i) : SV_Target + { + fixed4 texS = tex2Dproj (_ShadowTex, UNITY_PROJ_COORD(i.uvShadow)); + texS.rgb *= _Color.rgb; + texS.a = 1.0-texS.a; + + fixed4 texF = tex2Dproj (_FalloffTex, UNITY_PROJ_COORD(i.uvFalloff)); + fixed4 res = texS * texF.a; + + UNITY_APPLY_FOG_COLOR(i.fogCoord, res, fixed4(0,0,0,0)); + return res; + } + ENDCG + } + } +} diff --git a/Assets/Standard Assets/Effects/Projectors/Shaders/ProjectorLight.shader.meta b/Assets/Standard Assets/Effects/Projectors/Shaders/ProjectorLight.shader.meta new file mode 100644 index 00000000..4a5d302f --- /dev/null +++ b/Assets/Standard Assets/Effects/Projectors/Shaders/ProjectorLight.shader.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: c0ace1ca4bc0718448acf798c93d52d9 +ShaderImporter: + defaultTextures: [] + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/Projectors/Shaders/ProjectorMultiply.shader b/Assets/Standard Assets/Effects/Projectors/Shaders/ProjectorMultiply.shader new file mode 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Assets/Effects/ToonShading/Shaders/ToonBasic.shader @@ -0,0 +1,63 @@ +Shader "Toon/Basic" { + Properties { + _Color ("Main Color", Color) = (.5,.5,.5,1) + _MainTex ("Base (RGB)", 2D) = "white" {} + _ToonShade ("ToonShader Cubemap(RGB)", CUBE) = "" { } + } + + + SubShader { + Tags { "RenderType"="Opaque" } + Pass { + Name "BASE" + Cull Off + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + #pragma multi_compile_fog + + #include "UnityCG.cginc" + + sampler2D _MainTex; + samplerCUBE _ToonShade; + float4 _MainTex_ST; + float4 _Color; + + struct appdata { + float4 vertex : POSITION; + float2 texcoord : TEXCOORD0; + float3 normal : NORMAL; + }; + + struct v2f { + float4 pos : SV_POSITION; + float2 texcoord : TEXCOORD0; + float3 cubenormal : TEXCOORD1; + UNITY_FOG_COORDS(2) + }; + + v2f vert (appdata v) + { + v2f o; + o.pos = UnityObjectToClipPos(v.vertex); + o.texcoord = TRANSFORM_TEX(v.texcoord, _MainTex); + o.cubenormal = mul (UNITY_MATRIX_MV, float4(v.normal,0)); + UNITY_TRANSFER_FOG(o,o.pos); + return o; + } + + fixed4 frag (v2f i) : SV_Target + { + fixed4 col = _Color * tex2D(_MainTex, i.texcoord); + fixed4 cube = texCUBE(_ToonShade, i.cubenormal); + fixed4 c = fixed4(2.0f * cube.rgb * col.rgb, col.a); + UNITY_APPLY_FOG(i.fogCoord, c); + return c; + } + ENDCG + } + } + + Fallback "VertexLit" +} diff --git a/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasic.shader.meta b/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasic.shader.meta new file mode 100644 index 00000000..a1443896 --- /dev/null +++ b/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasic.shader.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: d84268709d11078d11005b9844295342 +ShaderImporter: + defaultTextures: [] + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasicOutline.shader b/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasicOutline.shader new file mode 100644 index 00000000..9c51563c --- 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unity (before 5.5) + o.pos.xy += offset * UNITY_Z_0_FAR_FROM_CLIPSPACE(o.pos.z) * _Outline; + #else + o.pos.xy += offset * o.pos.z * _Outline; + #endif + o.color = _OutlineColor; + UNITY_TRANSFER_FOG(o,o.pos); + return o; + } + ENDCG + + SubShader { + Tags { "RenderType"="Opaque" } + UsePass "Toon/Basic/BASE" + Pass { + Name "OUTLINE" + Tags { "LightMode" = "Always" } + Cull Front + ZWrite On + ColorMask RGB + Blend SrcAlpha OneMinusSrcAlpha + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + #pragma multi_compile_fog + fixed4 frag(v2f i) : SV_Target + { + UNITY_APPLY_FOG(i.fogCoord, i.color); + return i.color; + } + ENDCG + } + } + + Fallback "Toon/Basic" +} diff --git a/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasicOutline.shader.meta b/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasicOutline.shader.meta new file mode 100644 index 00000000..7e1c4937 --- /dev/null +++ b/Assets/Standard Assets/Effects/ToonShading/Shaders/ToonBasicOutline.shader.meta 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color (RGB) fresnel (A) ", 2D) = "" { } - [NoScaleOffset] _BumpMap ("Waves Normalmap ", 2D) = "" { } - WaveSpeed ("Wave speed (map1 x,y; map2 x,y)", Vector) = (19,9,-16,-7) - } - -CGINCLUDE - -#include "UnityCG.cginc" - -uniform float4 _horizonColor; - -uniform float4 WaveSpeed; -uniform float _WaveScale; -uniform float4 _WaveOffset; - -struct appdata { - float4 vertex : POSITION; - float3 normal : NORMAL; -}; - -struct v2f { - float4 pos : SV_POSITION; - float2 bumpuv[2] : TEXCOORD0; - float3 viewDir : TEXCOORD2; - UNITY_FOG_COORDS(3) -}; - -v2f vert(appdata v) -{ - v2f o; - float4 s; - - o.pos = mul (UNITY_MATRIX_MVP, v.vertex); - - // scroll bump waves - float4 temp; - float4 wpos = mul (unity_ObjectToWorld, v.vertex); - temp.xyzw = wpos.xzxz * _WaveScale + _WaveOffset; - o.bumpuv[0] = temp.xy * float2(.4, .45); - o.bumpuv[1] = temp.wz; - - // object space view direction - o.viewDir.xzy = normalize( WorldSpaceViewDir(v.vertex) ); - - UNITY_TRANSFER_FOG(o,o.pos); - return o; -} - -ENDCG - - -Subshader { - Tags { "RenderType"="Opaque" } - Pass { - -CGPROGRAM -#pragma vertex vert -#pragma fragment frag -#pragma multi_compile_fog - -sampler2D _BumpMap; -sampler2D _ColorControl; - -half4 frag( v2f i ) : COLOR -{ - half3 bump1 = UnpackNormal(tex2D( _BumpMap, i.bumpuv[0] )).rgb; - half3 bump2 = UnpackNormal(tex2D( _BumpMap, i.bumpuv[1] )).rgb; - half3 bump = (bump1 + bump2) * 0.5; - - half fresnel = dot( i.viewDir, bump ); - half4 water = tex2D( _ColorControl, float2(fresnel,fresnel) ); - - half4 col; - col.rgb = lerp( water.rgb, _horizonColor.rgb, water.a ); - col.a = _horizonColor.a; - - UNITY_APPLY_FOG(i.fogCoord, col); - return col; -} -ENDCG - } -} - -} +// Upgrade NOTE: replaced '_Object2World' with 'unity_ObjectToWorld' + +Shader "FX/Water (Basic)" { +Properties { + _horizonColor ("Horizon color", COLOR) = ( .172 , .463 , .435 , 0) + _WaveScale ("Wave scale", Range (0.02,0.15)) = .07 + [NoScaleOffset] _ColorControl ("Reflective color (RGB) fresnel (A) ", 2D) = "" { } + [NoScaleOffset] _BumpMap ("Waves Normalmap ", 2D) = "" { } + WaveSpeed ("Wave speed (map1 x,y; map2 x,y)", Vector) = (19,9,-16,-7) + } + +CGINCLUDE + +#include "UnityCG.cginc" + +uniform float4 _horizonColor; + +uniform float4 WaveSpeed; +uniform float _WaveScale; +uniform float4 _WaveOffset; + +struct appdata { + float4 vertex : POSITION; + float3 normal : NORMAL; +}; + +struct v2f { + float4 pos : SV_POSITION; + float2 bumpuv[2] : TEXCOORD0; + float3 viewDir : TEXCOORD2; + UNITY_FOG_COORDS(3) +}; + +v2f vert(appdata v) +{ + v2f o; + float4 s; + + o.pos = UnityObjectToClipPos(v.vertex); + + // scroll bump waves + float4 temp; + float4 wpos = mul (unity_ObjectToWorld, v.vertex); + temp.xyzw = wpos.xzxz * _WaveScale + _WaveOffset; + o.bumpuv[0] = temp.xy * float2(.4, .45); + o.bumpuv[1] = temp.wz; + + // object space view direction + o.viewDir.xzy = normalize( WorldSpaceViewDir(v.vertex) ); + + UNITY_TRANSFER_FOG(o,o.pos); + return o; +} + +ENDCG + + +Subshader { + Tags { 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cam.CalculateObliqueMatrix(clipPlane); - reflectionCamera.cullingMask = ~(1 << 4) & reflectLayers.value; // never render water layer + // Set custom culling matrix from the current camera + reflectionCamera.cullingMatrix = cam.projectionMatrix * cam.worldToCameraMatrix; + + reflectionCamera.cullingMask = ~(1 << 4) & reflectLayers.value; // never render water layer reflectionCamera.targetTexture = m_ReflectionTexture; - GL.invertCulling = true; + bool oldCulling = GL.invertCulling; + GL.invertCulling = !oldCulling; reflectionCamera.transform.position = newpos; Vector3 euler = cam.transform.eulerAngles; reflectionCamera.transform.eulerAngles = new Vector3(-euler.x, euler.y, euler.z); reflectionCamera.Render(); reflectionCamera.transform.position = oldpos; - GL.invertCulling = false; + GL.invertCulling = oldCulling; GetComponent().sharedMaterial.SetTexture("_ReflectionTex", m_ReflectionTexture); } @@ -121,7 +125,10 @@ public void OnWillRenderObject() Vector4 clipPlane = CameraSpacePlane(refractionCamera, pos, normal, -1.0f); refractionCamera.projectionMatrix = cam.CalculateObliqueMatrix(clipPlane); - refractionCamera.cullingMask = ~(1 << 4) & refractLayers.value; // never render water layer + // Set custom culling matrix from the current camera + refractionCamera.cullingMatrix = cam.projectionMatrix * cam.worldToCameraMatrix; + + refractionCamera.cullingMask = ~(1 << 4) & refractLayers.value; // never render water layer refractionCamera.targetTexture = m_RefractionTexture; refractionCamera.transform.position = cam.transform.position; refractionCamera.transform.rotation = cam.transform.rotation; @@ -335,7 +342,7 @@ WaterMode GetWaterMode() WaterMode FindHardwareWaterSupport() { - if (!SystemInfo.supportsRenderTextures || !GetComponent()) + if (!GetComponent()) { return WaterMode.Simple; } @@ -393,4 +400,4 @@ static void CalculateReflectionMatrix(ref Matrix4x4 reflectionMat, Vector4 plane reflectionMat.m33 = 1F; } } -} \ No newline at end of file +} 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+1,450 @@ -// Upgrade NOTE: replaced '_Object2World' with 'unity_ObjectToWorld' - -Shader "FX/Water4" { -Properties { - _ReflectionTex ("Internal reflection", 2D) = "white" {} - - _MainTex ("Fallback texture", 2D) = "black" {} - _ShoreTex ("Shore & Foam texture ", 2D) = "black" {} - _BumpMap ("Normals ", 2D) = "bump" {} - - _DistortParams ("Distortions (Bump waves, Reflection, Fresnel power, Fresnel bias)", Vector) = (1.0 ,1.0, 2.0, 1.15) - _InvFadeParemeter ("Auto blend parameter (Edge, Shore, Distance scale)", Vector) = (0.15 ,0.15, 0.5, 1.0) - - _AnimationTiling ("Animation Tiling (Displacement)", Vector) = (2.2 ,2.2, -1.1, -1.1) - _AnimationDirection ("Animation Direction (displacement)", Vector) = (1.0 ,1.0, 1.0, 1.0) - - _BumpTiling ("Bump Tiling", Vector) = (1.0 ,1.0, -2.0, 3.0) - _BumpDirection ("Bump Direction & Speed", Vector) = (1.0 ,1.0, -1.0, 1.0) - - _FresnelScale ("FresnelScale", Range (0.15, 4.0)) = 0.75 - - _BaseColor ("Base color", COLOR) = ( .54, .95, .99, 0.5) - _ReflectionColor ("Reflection color", COLOR) = ( .54, .95, .99, 0.5) - _SpecularColor ("Specular color", COLOR) = ( .72, .72, .72, 1) - - _WorldLightDir ("Specular light direction", Vector) = (0.0, 0.1, -0.5, 0.0) - _Shininess ("Shininess", Range (2.0, 500.0)) = 200.0 - - _Foam ("Foam (intensity, cutoff)", Vector) = (0.1, 0.375, 0.0, 0.0) - - _GerstnerIntensity("Per vertex displacement", Float) = 1.0 - _GAmplitude ("Wave Amplitude", Vector) = (0.3 ,0.35, 0.25, 0.25) - _GFrequency ("Wave Frequency", Vector) = (1.3, 1.35, 1.25, 1.25) - _GSteepness ("Wave Steepness", Vector) = (1.0, 1.0, 1.0, 1.0) - _GSpeed ("Wave Speed", Vector) = (1.2, 1.375, 1.1, 1.5) - _GDirectionAB ("Wave Direction", Vector) = (0.3 ,0.85, 0.85, 0.25) - _GDirectionCD ("Wave Direction", Vector) = (0.1 ,0.9, 0.5, 0.5) -} - - -CGINCLUDE - - #include "UnityCG.cginc" - #include "WaterInclude.cginc" - - struct appdata - { - float4 vertex : POSITION; - float3 normal : NORMAL; - }; - - // interpolator structs - - struct v2f - { - float4 pos : SV_POSITION; - float4 normalInterpolator : TEXCOORD0; - float4 viewInterpolator : TEXCOORD1; - float4 bumpCoords : TEXCOORD2; - float4 screenPos : TEXCOORD3; - float4 grabPassPos : TEXCOORD4; - UNITY_FOG_COORDS(5) - }; - - struct v2f_noGrab - { - float4 pos : SV_POSITION; - float4 normalInterpolator : TEXCOORD0; - float3 viewInterpolator : TEXCOORD1; - float4 bumpCoords : TEXCOORD2; - float4 screenPos : TEXCOORD3; - UNITY_FOG_COORDS(4) - }; - - struct v2f_simple - { - float4 pos : SV_POSITION; - float4 viewInterpolator : TEXCOORD0; - float4 bumpCoords : TEXCOORD1; - UNITY_FOG_COORDS(2) - }; - - // textures - sampler2D _BumpMap; - sampler2D _ReflectionTex; - sampler2D _RefractionTex; - sampler2D _ShoreTex; - sampler2D_float _CameraDepthTexture; - - // colors in use - uniform float4 _RefrColorDepth; - uniform float4 _SpecularColor; - uniform float4 _BaseColor; - uniform float4 _ReflectionColor; - - // edge & shore fading - uniform float4 _InvFadeParemeter; - - // specularity - uniform float _Shininess; - uniform float4 _WorldLightDir; - - // fresnel, vertex & bump displacements & strength - uniform float4 _DistortParams; - uniform float _FresnelScale; - uniform float4 _BumpTiling; - uniform float4 _BumpDirection; - - uniform float4 _GAmplitude; - uniform float4 _GFrequency; - uniform float4 _GSteepness; - uniform float4 _GSpeed; - uniform float4 _GDirectionAB; - uniform float4 _GDirectionCD; - - // foam - uniform float4 _Foam; - - // shortcuts - #define PER_PIXEL_DISPLACE _DistortParams.x - #define REALTIME_DISTORTION _DistortParams.y - #define FRESNEL_POWER _DistortParams.z - #define VERTEX_WORLD_NORMAL i.normalInterpolator.xyz - #define FRESNEL_BIAS _DistortParams.w - #define NORMAL_DISPLACEMENT_PER_VERTEX _InvFadeParemeter.z - - // - // HQ VERSION - // - - v2f vert(appdata_full v) - { - v2f o; - - half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; - half3 vtxForAni = (worldSpaceVertex).xzz; - - half3 nrml; - half3 offsets; - Gerstner ( - offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written - _GAmplitude, // amplitude - _GFrequency, // frequency - _GSteepness, // steepness - _GSpeed, // speed - _GDirectionAB, // direction # 1, 2 - _GDirectionCD // direction # 3, 4 - ); - - v.vertex.xyz += offsets; - - // one can also use worldSpaceVertex.xz here (speed!), albeit it'll end up a little skewed - half2 tileableUv = mul(unity_ObjectToWorld,(v.vertex)).xz; - - o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; - - o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; - - o.pos = mul(UNITY_MATRIX_MVP, v.vertex); - - ComputeScreenAndGrabPassPos(o.pos, o.screenPos, o.grabPassPos); - - o.normalInterpolator.xyz = nrml; - - o.viewInterpolator.w = saturate(offsets.y); - o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); - - UNITY_TRANSFER_FOG(o,o.pos); - return o; - } - - half4 frag( v2f i ) : SV_Target - { - half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, VERTEX_WORLD_NORMAL, PER_PIXEL_DISPLACE); - half3 viewVector = normalize(i.viewInterpolator.xyz); - - half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); - half4 screenWithOffset = i.screenPos + distortOffset; - half4 grabWithOffset = i.grabPassPos + distortOffset; - - half4 rtRefractionsNoDistort = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(i.grabPassPos)); - half refrFix = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(grabWithOffset)); - half4 rtRefractions = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(grabWithOffset)); - - #ifdef WATER_REFLECTIVE - half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); - #endif - - #ifdef WATER_EDGEBLEND_ON - if (LinearEyeDepth(refrFix) < i.screenPos.z) - rtRefractions = rtRefractionsNoDistort; - #endif - - half3 reflectVector = normalize(reflect(viewVector, worldNormal)); - half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); - float nh = max (0, dot (worldNormal, -h)); - float spec = max(0.0,pow (nh, _Shininess)); - - half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); - - #ifdef WATER_EDGEBLEND_ON - half depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); - depth = LinearEyeDepth(depth); - edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.w)); - edgeBlendFactors.y = 1.0-edgeBlendFactors.y; - #endif - - // shading for fresnel term - worldNormal.xz *= _FresnelScale; - half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); - - // base, depth & reflection colors - half4 baseColor = ExtinctColor (_BaseColor, i.viewInterpolator.w * _InvFadeParemeter.w); - #ifdef WATER_REFLECTIVE - half4 reflectionColor = lerp (rtReflections,_ReflectionColor,_ReflectionColor.a); - #else - half4 reflectionColor = _ReflectionColor; - #endif - - baseColor = lerp (lerp (rtRefractions, baseColor, baseColor.a), reflectionColor, refl2Refr); - baseColor = baseColor + spec * _SpecularColor; - - // handle foam - half4 foam = Foam(_ShoreTex, i.bumpCoords * 2.0); - baseColor.rgb += foam.rgb * _Foam.x * (edgeBlendFactors.y + saturate(i.viewInterpolator.w - _Foam.y)); - - baseColor.a = edgeBlendFactors.x; - UNITY_APPLY_FOG(i.fogCoord, baseColor); - return baseColor; - } - - // - // MQ VERSION - // - - v2f_noGrab vert300(appdata_full v) - { - v2f_noGrab o; - - half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; - half3 vtxForAni = (worldSpaceVertex).xzz; - - half3 nrml; - half3 offsets; - Gerstner ( - offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written - _GAmplitude, // amplitude - _GFrequency, // frequency - _GSteepness, // steepness - _GSpeed, // speed - _GDirectionAB, // direction # 1, 2 - _GDirectionCD // direction # 3, 4 - ); - - v.vertex.xyz += offsets; - - // one can also use worldSpaceVertex.xz here (speed!), albeit it'll end up a little skewed - half2 tileableUv = mul(unity_ObjectToWorld,v.vertex).xz; - o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; - - o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; - - o.pos = mul(UNITY_MATRIX_MVP, v.vertex); - - o.screenPos = ComputeScreenPos(o.pos); - - o.normalInterpolator.xyz = nrml; - o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); - - UNITY_TRANSFER_FOG(o,o.pos); - return o; - } - - half4 frag300( v2f_noGrab i ) : SV_Target - { - half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, normalize(VERTEX_WORLD_NORMAL), PER_PIXEL_DISPLACE); - - half3 viewVector = normalize(i.viewInterpolator.xyz); - - half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); - half4 screenWithOffset = i.screenPos + distortOffset; - - #ifdef WATER_REFLECTIVE - half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); - #endif - - half3 reflectVector = normalize(reflect(viewVector, worldNormal)); - half3 h = normalize (_WorldLightDir.xyz + viewVector.xyz); - float nh = max (0, dot (worldNormal, -h)); - float spec = max(0.0,pow (nh, _Shininess)); - - half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); - - #ifdef WATER_EDGEBLEND_ON - half depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); - depth = LinearEyeDepth(depth); - edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.z)); - edgeBlendFactors.y = 1.0-edgeBlendFactors.y; - #endif - - worldNormal.xz *= _FresnelScale; - half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); - - half4 baseColor = _BaseColor; - #ifdef WATER_REFLECTIVE - baseColor = lerp (baseColor, lerp (rtReflections,_ReflectionColor,_ReflectionColor.a), saturate(refl2Refr * 2.0)); - #else - baseColor = lerp (baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); - #endif - - baseColor = baseColor + spec * _SpecularColor; - - baseColor.a = edgeBlendFactors.x * saturate(0.5 + refl2Refr * 1.0); - UNITY_APPLY_FOG(i.fogCoord, baseColor); - return baseColor; - } - - // - // LQ VERSION - // - - v2f_simple vert200(appdata_full v) - { - v2f_simple o; - - half3 worldSpaceVertex = mul(unity_ObjectToWorld, v.vertex).xyz; - half2 tileableUv = worldSpaceVertex.xz; - - o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; - - o.viewInterpolator.xyz = worldSpaceVertex-_WorldSpaceCameraPos; - - o.pos = mul(UNITY_MATRIX_MVP, v.vertex); - - o.viewInterpolator.w = 1;//GetDistanceFadeout(ComputeScreenPos(o.pos).w, DISTANCE_SCALE); - - UNITY_TRANSFER_FOG(o,o.pos); - return o; - - } - - half4 frag200( v2f_simple i ) : SV_Target - { - half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, half3(0,1,0), PER_PIXEL_DISPLACE); - half3 viewVector = normalize(i.viewInterpolator.xyz); - - half3 reflectVector = normalize(reflect(viewVector, worldNormal)); - half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); - float nh = max (0, dot (worldNormal, -h)); - float spec = max(0.0,pow (nh, _Shininess)); - - worldNormal.xz *= _FresnelScale; - half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); - - half4 baseColor = _BaseColor; - baseColor = lerp(baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); - baseColor.a = saturate(2.0 * refl2Refr + 0.5); - - baseColor.rgb += spec * _SpecularColor.rgb; - UNITY_APPLY_FOG(i.fogCoord, baseColor); - return baseColor; - } - -ENDCG - -Subshader -{ - Tags {"RenderType"="Transparent" "Queue"="Transparent"} - - Lod 500 - ColorMask RGB - - GrabPass { "_RefractionTex" } - - Pass { - Blend SrcAlpha OneMinusSrcAlpha - ZTest LEqual - ZWrite Off - Cull Off - - CGPROGRAM - - #pragma target 3.0 - - #pragma vertex vert - #pragma fragment frag - #pragma multi_compile_fog - - #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF - #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF - #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE - - ENDCG - } -} - -Subshader -{ - Tags {"RenderType"="Transparent" "Queue"="Transparent"} - - Lod 300 - ColorMask RGB - - Pass { - Blend SrcAlpha OneMinusSrcAlpha - ZTest LEqual - ZWrite Off - Cull Off - - CGPROGRAM - - #pragma target 3.0 - - #pragma vertex vert300 - #pragma fragment frag300 - #pragma multi_compile_fog - - #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF - #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF - #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE - - ENDCG - } -} - -Subshader -{ - Tags {"RenderType"="Transparent" "Queue"="Transparent"} - - Lod 200 - ColorMask RGB - - Pass { - Blend SrcAlpha OneMinusSrcAlpha - ZTest LEqual - ZWrite Off - Cull Off - - CGPROGRAM - - #pragma vertex vert200 - #pragma fragment frag200 - #pragma multi_compile_fog - - ENDCG - } -} - -Fallback "Transparent/Diffuse" -} +// Upgrade NOTE: replaced '_Object2World' with 'unity_ObjectToWorld' + +Shader "FX/Water4" { +Properties { + _ReflectionTex ("Internal reflection", 2D) = "white" {} + + _MainTex ("Fallback texture", 2D) = "black" {} + _ShoreTex ("Shore & Foam texture ", 2D) = "black" {} + _BumpMap ("Normals ", 2D) = "bump" {} + + _DistortParams ("Distortions (Bump waves, Reflection, Fresnel power, Fresnel bias)", Vector) = (1.0 ,1.0, 2.0, 1.15) + _InvFadeParemeter ("Auto blend parameter (Edge, Shore, Distance scale)", Vector) = (0.15 ,0.15, 0.5, 1.0) + + _AnimationTiling ("Animation Tiling (Displacement)", Vector) = (2.2 ,2.2, -1.1, -1.1) + _AnimationDirection ("Animation Direction (displacement)", Vector) = (1.0 ,1.0, 1.0, 1.0) + + _BumpTiling ("Bump Tiling", Vector) = (1.0 ,1.0, -2.0, 3.0) + _BumpDirection ("Bump Direction & Speed", Vector) = (1.0 ,1.0, -1.0, 1.0) + + _FresnelScale ("FresnelScale", Range (0.15, 4.0)) = 0.75 + + _BaseColor ("Base color", COLOR) = ( .54, .95, .99, 0.5) + _ReflectionColor ("Reflection color", COLOR) = ( .54, .95, .99, 0.5) + _SpecularColor ("Specular color", COLOR) = ( .72, .72, .72, 1) + + _WorldLightDir ("Specular light direction", Vector) = (0.0, 0.1, -0.5, 0.0) + _Shininess ("Shininess", Range (2.0, 500.0)) = 200.0 + + _Foam ("Foam (intensity, cutoff)", Vector) = (0.1, 0.375, 0.0, 0.0) + + _GerstnerIntensity("Per vertex displacement", Float) = 1.0 + _GAmplitude ("Wave Amplitude", Vector) = (0.3 ,0.35, 0.25, 0.25) + _GFrequency ("Wave Frequency", Vector) = (1.3, 1.35, 1.25, 1.25) + _GSteepness ("Wave Steepness", Vector) = (1.0, 1.0, 1.0, 1.0) + _GSpeed ("Wave Speed", Vector) = (1.2, 1.375, 1.1, 1.5) + _GDirectionAB ("Wave Direction", Vector) = (0.3 ,0.85, 0.85, 0.25) + _GDirectionCD ("Wave Direction", Vector) = (0.1 ,0.9, 0.5, 0.5) +} + + +CGINCLUDE + + #include "UnityCG.cginc" + #include "WaterInclude.cginc" + + struct appdata + { + float4 vertex : POSITION; + float3 normal : NORMAL; + }; + + // interpolator structs + + struct v2f + { + float4 pos : SV_POSITION; + float4 normalInterpolator : TEXCOORD0; + float4 viewInterpolator : TEXCOORD1; + float4 bumpCoords : TEXCOORD2; + float4 screenPos : TEXCOORD3; + float4 grabPassPos : TEXCOORD4; + UNITY_FOG_COORDS(5) + }; + + struct v2f_noGrab + { + float4 pos : SV_POSITION; + float4 normalInterpolator : TEXCOORD0; + float3 viewInterpolator : TEXCOORD1; + float4 bumpCoords : TEXCOORD2; + float4 screenPos : TEXCOORD3; + UNITY_FOG_COORDS(4) + }; + + struct v2f_simple + { + float4 pos : SV_POSITION; + float4 viewInterpolator : TEXCOORD0; + float4 bumpCoords : TEXCOORD1; + UNITY_FOG_COORDS(2) + }; + + // textures + sampler2D _BumpMap; + sampler2D _ReflectionTex; + sampler2D _RefractionTex; + sampler2D _ShoreTex; + sampler2D_float _CameraDepthTexture; + + // colors in use + uniform float4 _RefrColorDepth; + uniform float4 _SpecularColor; + uniform float4 _BaseColor; + uniform float4 _ReflectionColor; + + // edge & shore fading + uniform float4 _InvFadeParemeter; + + // specularity + uniform float _Shininess; + uniform float4 _WorldLightDir; + + // fresnel, vertex & bump displacements & strength + uniform float4 _DistortParams; + uniform float _FresnelScale; + uniform float4 _BumpTiling; + uniform float4 _BumpDirection; + + uniform float4 _GAmplitude; + uniform float4 _GFrequency; + uniform float4 _GSteepness; + uniform float4 _GSpeed; + uniform float4 _GDirectionAB; + uniform float4 _GDirectionCD; + + // foam + uniform float4 _Foam; + + // shortcuts + #define PER_PIXEL_DISPLACE _DistortParams.x + #define REALTIME_DISTORTION _DistortParams.y + #define FRESNEL_POWER _DistortParams.z + #define VERTEX_WORLD_NORMAL i.normalInterpolator.xyz + #define FRESNEL_BIAS _DistortParams.w + #define NORMAL_DISPLACEMENT_PER_VERTEX _InvFadeParemeter.z + + // + // HQ VERSION + // + + v2f vert(appdata_full v) + { + v2f o; + + half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; + half3 vtxForAni = (worldSpaceVertex).xzz; + + half3 nrml; + half3 offsets; + Gerstner ( + offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written + _GAmplitude, // amplitude + _GFrequency, // frequency + _GSteepness, // steepness + _GSpeed, // speed + _GDirectionAB, // direction # 1, 2 + _GDirectionCD // direction # 3, 4 + ); + + v.vertex.xyz += offsets; + + // one can also use worldSpaceVertex.xz here (speed!), albeit it'll end up a little skewed + half2 tileableUv = mul(unity_ObjectToWorld,(v.vertex)).xz; + + o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; + + o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; + + o.pos = UnityObjectToClipPos(v.vertex); + + ComputeScreenAndGrabPassPos(o.pos, o.screenPos, o.grabPassPos); + + o.normalInterpolator.xyz = nrml; + + o.viewInterpolator.w = saturate(offsets.y); + o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); + + UNITY_TRANSFER_FOG(o,o.pos); + return o; + } + + half4 frag( v2f i ) : SV_Target + { + half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, VERTEX_WORLD_NORMAL, PER_PIXEL_DISPLACE); + half3 viewVector = normalize(i.viewInterpolator.xyz); + + half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); + half4 screenWithOffset = i.screenPos + distortOffset; + half4 grabWithOffset = i.grabPassPos + distortOffset; + + half4 rtRefractionsNoDistort = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(i.grabPassPos)); + half refrFix = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(grabWithOffset)); + half4 rtRefractions = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(grabWithOffset)); + + #ifdef WATER_REFLECTIVE + half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); + #endif + + #ifdef WATER_EDGEBLEND_ON + if (LinearEyeDepth(refrFix) < i.screenPos.z) + rtRefractions = rtRefractionsNoDistort; + #endif + + half3 reflectVector = normalize(reflect(viewVector, worldNormal)); + half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); + float nh = max (0, dot (worldNormal, -h)); + float spec = max(0.0,pow (nh, _Shininess)); + + half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); + + #ifdef WATER_EDGEBLEND_ON + float depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); + depth = LinearEyeDepth(depth); + edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.w)); + edgeBlendFactors.y = 1.0-edgeBlendFactors.y; + #endif + + // shading for fresnel term + worldNormal.xz *= _FresnelScale; + half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); + + // base, depth & reflection colors + half4 baseColor = ExtinctColor (_BaseColor, i.viewInterpolator.w * _InvFadeParemeter.w); + #ifdef WATER_REFLECTIVE + half4 reflectionColor = lerp (rtReflections,_ReflectionColor,_ReflectionColor.a); + #else + half4 reflectionColor = _ReflectionColor; + #endif + + baseColor = lerp (lerp (rtRefractions, baseColor, baseColor.a), reflectionColor, refl2Refr); + baseColor = baseColor + spec * _SpecularColor; + + // handle foam + half4 foam = Foam(_ShoreTex, i.bumpCoords * 2.0); + baseColor.rgb += foam.rgb * _Foam.x * (edgeBlendFactors.y + saturate(i.viewInterpolator.w - _Foam.y)); + + baseColor.a = edgeBlendFactors.x; + UNITY_APPLY_FOG(i.fogCoord, baseColor); + return baseColor; + } + + // + // MQ VERSION + // + + v2f_noGrab vert300(appdata_full v) + { + v2f_noGrab o; + + half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; + half3 vtxForAni = (worldSpaceVertex).xzz; + + half3 nrml; + half3 offsets; + Gerstner ( + offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written + _GAmplitude, // amplitude + _GFrequency, // frequency + _GSteepness, // steepness + _GSpeed, // speed + _GDirectionAB, // direction # 1, 2 + _GDirectionCD // direction # 3, 4 + ); + + v.vertex.xyz += offsets; + + // one can also use worldSpaceVertex.xz here (speed!), albeit it'll end up a little skewed + half2 tileableUv = mul(unity_ObjectToWorld,v.vertex).xz; + o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; + + o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; + + o.pos = UnityObjectToClipPos(v.vertex); + + o.screenPos = ComputeNonStereoScreenPos(o.pos); + + o.normalInterpolator.xyz = nrml; + o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); + + UNITY_TRANSFER_FOG(o,o.pos); + return o; + } + + half4 frag300( v2f_noGrab i ) : SV_Target + { + half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, normalize(VERTEX_WORLD_NORMAL), PER_PIXEL_DISPLACE); + + half3 viewVector = normalize(i.viewInterpolator.xyz); + + half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); + half4 screenWithOffset = i.screenPos + distortOffset; + + #ifdef WATER_REFLECTIVE + half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); + #endif + + half3 reflectVector = normalize(reflect(viewVector, worldNormal)); + half3 h = normalize (_WorldLightDir.xyz + viewVector.xyz); + float nh = max (0, dot (worldNormal, -h)); + float spec = max(0.0,pow (nh, _Shininess)); + + half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); + + #ifdef WATER_EDGEBLEND_ON + half depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); + depth = LinearEyeDepth(depth); + edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.z)); + edgeBlendFactors.y = 1.0-edgeBlendFactors.y; + #endif + + worldNormal.xz *= _FresnelScale; + half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); + + half4 baseColor = _BaseColor; + #ifdef WATER_REFLECTIVE + baseColor = lerp (baseColor, lerp (rtReflections,_ReflectionColor,_ReflectionColor.a), saturate(refl2Refr * 2.0)); + #else + baseColor = lerp (baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); + #endif + + baseColor = baseColor + spec * _SpecularColor; + + baseColor.a = edgeBlendFactors.x * saturate(0.5 + refl2Refr * 1.0); + UNITY_APPLY_FOG(i.fogCoord, baseColor); + return baseColor; + } + + // + // LQ VERSION + // + + v2f_simple vert200(appdata_full v) + { + v2f_simple o; + + half3 worldSpaceVertex = mul(unity_ObjectToWorld, v.vertex).xyz; + half2 tileableUv = worldSpaceVertex.xz; + + o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; + + o.viewInterpolator.xyz = worldSpaceVertex-_WorldSpaceCameraPos; + + o.pos = UnityObjectToClipPos( v.vertex); + + o.viewInterpolator.w = 1;//GetDistanceFadeout(ComputeNonStereoScreenPos(o.pos).w, DISTANCE_SCALE); + + UNITY_TRANSFER_FOG(o,o.pos); + return o; + + } + + half4 frag200( v2f_simple i ) : SV_Target + { + half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, half3(0,1,0), PER_PIXEL_DISPLACE); + half3 viewVector = normalize(i.viewInterpolator.xyz); + + half3 reflectVector = normalize(reflect(viewVector, worldNormal)); + half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); + float nh = max (0, dot (worldNormal, -h)); + float spec = max(0.0,pow (nh, _Shininess)); + + worldNormal.xz *= _FresnelScale; + half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); + + half4 baseColor = _BaseColor; + baseColor = lerp(baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); + baseColor.a = saturate(2.0 * refl2Refr + 0.5); + + baseColor.rgb += spec * _SpecularColor.rgb; + UNITY_APPLY_FOG(i.fogCoord, baseColor); + return baseColor; + } + +ENDCG + +Subshader +{ + Tags {"RenderType"="Transparent" "Queue"="Transparent"} + + Lod 500 + ColorMask RGB + + GrabPass { "_RefractionTex" } + + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ZTest LEqual + ZWrite Off + Cull Off + + CGPROGRAM + + #pragma target 3.0 + + #pragma vertex vert + #pragma fragment frag + #pragma multi_compile_fog + + #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF + #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF + #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE + + ENDCG + } +} + +Subshader +{ + Tags {"RenderType"="Transparent" "Queue"="Transparent"} + + Lod 300 + ColorMask RGB + + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ZTest LEqual + ZWrite Off + Cull Off + + CGPROGRAM + + #pragma target 3.0 + + #pragma vertex vert300 + #pragma fragment frag300 + #pragma multi_compile_fog + + #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF + #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF + #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE + + ENDCG + } +} + +Subshader +{ + Tags {"RenderType"="Transparent" "Queue"="Transparent"} + + Lod 200 + ColorMask RGB + + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ZTest LEqual + ZWrite Off + Cull Off + + CGPROGRAM + + #pragma vertex vert200 + #pragma fragment frag200 + #pragma multi_compile_fog + + ENDCG + } +} + +Fallback "Transparent/Diffuse" +} diff --git a/Assets/Standard Assets/Environment/Water/Water4/Shaders/FXWater4Simple.shader b/Assets/Standard Assets/Environment/Water/Water4/Shaders/FXWater4Simple.shader index c90c848b..ee0d1763 100644 --- a/Assets/Standard Assets/Environment/Water/Water4/Shaders/FXWater4Simple.shader +++ b/Assets/Standard Assets/Environment/Water/Water4/Shaders/FXWater4Simple.shader @@ -1,435 +1,435 @@ -// Upgrade NOTE: replaced '_Object2World' with 'unity_ObjectToWorld' - -Shader "FX/SimpleWater4" { -Properties { - _ReflectionTex ("Internal reflection", 2D) = "white" {} - - _MainTex ("Fallback texture", 2D) = "black" {} - _BumpMap ("Normals ", 2D) = "bump" {} - - _DistortParams ("Distortions (Bump waves, Reflection, Fresnel power, Fresnel bias)", Vector) = (1.0 ,1.0, 2.0, 1.15) - _InvFadeParemeter ("Auto blend parameter (Edge, Shore, Distance scale)", Vector) = (0.15 ,0.15, 0.5, 1.0) - - _AnimationTiling ("Animation Tiling (Displacement)", Vector) = (2.2 ,2.2, -1.1, -1.1) - _AnimationDirection ("Animation Direction (displacement)", Vector) = (1.0 ,1.0, 1.0, 1.0) - - _BumpTiling ("Bump Tiling", Vector) = (1.0 ,1.0, -2.0, 3.0) - _BumpDirection ("Bump Direction & Speed", Vector) = (1.0 ,1.0, -1.0, 1.0) - - _FresnelScale ("FresnelScale", Range (0.15, 4.0)) = 0.75 - - _BaseColor ("Base color", COLOR) = ( .54, .95, .99, 0.5) - _ReflectionColor ("Reflection color", COLOR) = ( .54, .95, .99, 0.5) - _SpecularColor ("Specular color", COLOR) = ( .72, .72, .72, 1) - - _WorldLightDir ("Specular light direction", Vector) = (0.0, 0.1, -0.5, 0.0) - _Shininess ("Shininess", Range (2.0, 500.0)) = 200.0 - - _GerstnerIntensity("Per vertex displacement", Float) = 1.0 - _GAmplitude ("Wave Amplitude", Vector) = (0.3 ,0.35, 0.25, 0.25) - _GFrequency ("Wave Frequency", Vector) = (1.3, 1.35, 1.25, 1.25) - _GSteepness ("Wave Steepness", Vector) = (1.0, 1.0, 1.0, 1.0) - _GSpeed ("Wave Speed", Vector) = (1.2, 1.375, 1.1, 1.5) - _GDirectionAB ("Wave Direction", Vector) = (0.3 ,0.85, 0.85, 0.25) - _GDirectionCD ("Wave Direction", Vector) = (0.1 ,0.9, 0.5, 0.5) -} - - -CGINCLUDE - - #include "UnityCG.cginc" - #include "WaterInclude.cginc" - - struct appdata - { - float4 vertex : POSITION; - float3 normal : NORMAL; - }; - - // interpolator structs - - struct v2f - { - float4 pos : SV_POSITION; - float4 normalInterpolator : TEXCOORD0; - float3 viewInterpolator : TEXCOORD1; - float4 bumpCoords : TEXCOORD2; - float4 screenPos : TEXCOORD3; - float4 grabPassPos : TEXCOORD4; - UNITY_FOG_COORDS(5) - }; - - struct v2f_noGrab - { - float4 pos : SV_POSITION; - float4 normalInterpolator : TEXCOORD0; - float3 viewInterpolator : TEXCOORD1; - float4 bumpCoords : TEXCOORD2; - float4 screenPos : TEXCOORD3; - UNITY_FOG_COORDS(4) - }; - - struct v2f_simple - { - float4 pos : SV_POSITION; - float3 viewInterpolator : TEXCOORD0; - float4 bumpCoords : TEXCOORD1; - UNITY_FOG_COORDS(2) - }; - - // textures - sampler2D _BumpMap; - sampler2D _ReflectionTex; - sampler2D _RefractionTex; - sampler2D _ShoreTex; - sampler2D_float _CameraDepthTexture; - - // colors in use - uniform float4 _RefrColorDepth; - uniform float4 _SpecularColor; - uniform float4 _BaseColor; - uniform float4 _ReflectionColor; - - // edge & shore fading - uniform float4 _InvFadeParemeter; - - // specularity - uniform float _Shininess; - uniform float4 _WorldLightDir; - - // fresnel, vertex & bump displacements & strength - uniform float4 _DistortParams; - uniform float _FresnelScale; - uniform float4 _BumpTiling; - uniform float4 _BumpDirection; - - uniform float4 _GAmplitude; - uniform float4 _GFrequency; - uniform float4 _GSteepness; - uniform float4 _GSpeed; - uniform float4 _GDirectionAB; - uniform float4 _GDirectionCD; - - // shortcuts - #define PER_PIXEL_DISPLACE _DistortParams.x - #define REALTIME_DISTORTION _DistortParams.y - #define FRESNEL_POWER _DistortParams.z - #define VERTEX_WORLD_NORMAL i.normalInterpolator.xyz - #define DISTANCE_SCALE _InvFadeParemeter.z - #define FRESNEL_BIAS _DistortParams.w - - // - // HQ VERSION - // - - v2f vert(appdata_full v) - { - v2f o; - - half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; - half3 vtxForAni = (worldSpaceVertex).xzz; - - half3 nrml; - half3 offsets; - - Gerstner ( - offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written - _GAmplitude, // amplitude - _GFrequency, // frequency - _GSteepness, // steepness - _GSpeed, // speed - _GDirectionAB, // direction # 1, 2 - _GDirectionCD // direction # 3, 4 - ); - - v.vertex.xyz += offsets; - - half2 tileableUv = worldSpaceVertex.xz; - - o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; - - o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; - - o.pos = mul(UNITY_MATRIX_MVP, v.vertex); - - ComputeScreenAndGrabPassPos(o.pos, o.screenPos, o.grabPassPos); - - o.normalInterpolator.xyz = nrml; - - o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); - - UNITY_TRANSFER_FOG(o,o.pos); - return o; - } - - half4 frag( v2f i ) : SV_Target - { - half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, VERTEX_WORLD_NORMAL, PER_PIXEL_DISPLACE); - half3 viewVector = normalize(i.viewInterpolator.xyz); - - half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); - half4 screenWithOffset = i.screenPos + distortOffset; - half4 grabWithOffset = i.grabPassPos + distortOffset; - - half4 rtRefractionsNoDistort = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(i.grabPassPos)); - half refrFix = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(grabWithOffset)); - half4 rtRefractions = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(grabWithOffset)); - - #ifdef WATER_REFLECTIVE - half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); - #endif - - #ifdef WATER_EDGEBLEND_ON - if (LinearEyeDepth(refrFix) < i.screenPos.z) - rtRefractions = rtRefractionsNoDistort; - #endif - - half3 reflectVector = normalize(reflect(viewVector, worldNormal)); - half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); - float nh = max (0, dot (worldNormal, -h)); - float spec = max(0.0,pow (nh, _Shininess)); - - half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); - - #ifdef WATER_EDGEBLEND_ON - half depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); - depth = LinearEyeDepth(depth); - edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.w)); - #endif - - // shading for fresnel term - worldNormal.xz *= _FresnelScale; - half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); - - // base, depth & reflection colors - half4 baseColor = _BaseColor; - #ifdef WATER_REFLECTIVE - half4 reflectionColor = lerp (rtReflections,_ReflectionColor,_ReflectionColor.a); - #else - half4 reflectionColor = _ReflectionColor; - #endif - - baseColor = lerp (lerp (rtRefractions, baseColor, baseColor.a), reflectionColor, refl2Refr); - baseColor = baseColor + spec * _SpecularColor; - - baseColor.a = edgeBlendFactors.x; - UNITY_APPLY_FOG(i.fogCoord, baseColor); - return baseColor; - } - - // - // MQ VERSION - // - - v2f_noGrab vert300(appdata_full v) - { - v2f_noGrab o; - - half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; - half3 vtxForAni = (worldSpaceVertex).xzz; - - half3 nrml; - half3 offsets; - Gerstner ( - offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written - _GAmplitude, // amplitude - _GFrequency, // frequency - _GSteepness, // steepness - _GSpeed, // speed - _GDirectionAB, // direction # 1, 2 - _GDirectionCD // direction # 3, 4 - ); - - v.vertex.xyz += offsets; - - half2 tileableUv = worldSpaceVertex.xz; - - o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; - - o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; - - o.pos = mul(UNITY_MATRIX_MVP, v.vertex); - - o.screenPos = ComputeScreenPos(o.pos); - - o.normalInterpolator.xyz = nrml; - - o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); - - UNITY_TRANSFER_FOG(o,o.pos); - return o; - } - - half4 frag300( v2f_noGrab i ) : SV_Target - { - half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, VERTEX_WORLD_NORMAL, PER_PIXEL_DISPLACE); - half3 viewVector = normalize(i.viewInterpolator.xyz); - - half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); - half4 screenWithOffset = i.screenPos + distortOffset; - - #ifdef WATER_REFLECTIVE - half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); - #endif - - half3 reflectVector = normalize(reflect(viewVector, worldNormal)); - half3 h = normalize (_WorldLightDir.xyz + viewVector.xyz); - float nh = max (0, dot (worldNormal, -h)); - float spec = max(0.0,pow (nh, _Shininess)); - - half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); - - #ifdef WATER_EDGEBLEND_ON - half depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); - depth = LinearEyeDepth(depth); - edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.z)); - #endif - - worldNormal.xz *= _FresnelScale; - half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); - - half4 baseColor = _BaseColor; - #ifdef WATER_REFLECTIVE - baseColor = lerp (baseColor, lerp (rtReflections,_ReflectionColor,_ReflectionColor.a), saturate(refl2Refr * 1.0)); - #else - baseColor = _ReflectionColor;//lerp (baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); - #endif - - baseColor = baseColor + spec * _SpecularColor; - - baseColor.a = edgeBlendFactors.x * saturate(0.5 + refl2Refr * 1.0); - UNITY_APPLY_FOG(i.fogCoord, baseColor); - return baseColor; - } - - // - // LQ VERSION - // - - v2f_simple vert200(appdata_full v) - { - v2f_simple o; - - half3 worldSpaceVertex = mul(unity_ObjectToWorld, v.vertex).xyz; - half2 tileableUv = worldSpaceVertex.xz; - - o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; - - o.viewInterpolator.xyz = worldSpaceVertex-_WorldSpaceCameraPos; - - o.pos = mul(UNITY_MATRIX_MVP, v.vertex); - - UNITY_TRANSFER_FOG(o,o.pos); - return o; - - } - - half4 frag200( v2f_simple i ) : SV_Target - { - half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, half3(0,1,0), PER_PIXEL_DISPLACE); - half3 viewVector = normalize(i.viewInterpolator.xyz); - - half3 reflectVector = normalize(reflect(viewVector, worldNormal)); - half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); - float nh = max (0, dot (worldNormal, -h)); - float spec = max(0.0,pow (nh, _Shininess)); - - worldNormal.xz *= _FresnelScale; - half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); - - half4 baseColor = _BaseColor; - baseColor = lerp(baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); - baseColor.a = saturate(2.0 * refl2Refr + 0.5); - - baseColor.rgb += spec * _SpecularColor.rgb; - UNITY_APPLY_FOG(i.fogCoord, baseColor); - return baseColor; - } - -ENDCG - -Subshader -{ - Tags {"RenderType"="Transparent" "Queue"="Transparent"} - - Lod 500 - ColorMask RGB - - GrabPass { "_RefractionTex" } - - Pass { - Blend SrcAlpha OneMinusSrcAlpha - ZTest LEqual - ZWrite Off - Cull Off - - CGPROGRAM - - #pragma target 3.0 - - #pragma vertex vert - #pragma fragment frag - #pragma multi_compile_fog - - #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF - #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF - #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE - - ENDCG - } -} - -Subshader -{ - Tags {"RenderType"="Transparent" "Queue"="Transparent"} - - Lod 300 - ColorMask RGB - - Pass { - Blend SrcAlpha OneMinusSrcAlpha - ZTest LEqual - ZWrite Off - Cull Off - - CGPROGRAM - - #pragma target 3.0 - - #pragma vertex vert300 - #pragma fragment frag300 - #pragma multi_compile_fog - - #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF - #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF - #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE - - ENDCG - } -} - -Subshader -{ - Tags {"RenderType"="Transparent" "Queue"="Transparent"} - - Lod 200 - ColorMask RGB - - Pass { - Blend SrcAlpha OneMinusSrcAlpha - ZTest LEqual - ZWrite Off - Cull Off - - CGPROGRAM - - #pragma vertex vert200 - #pragma fragment frag200 - #pragma multi_compile_fog - - ENDCG - } -} - -Fallback "Transparent/Diffuse" -} +// Upgrade NOTE: replaced '_Object2World' with 'unity_ObjectToWorld' + +Shader "FX/SimpleWater4" { +Properties { + _ReflectionTex ("Internal reflection", 2D) = "white" {} + + _MainTex ("Fallback texture", 2D) = "black" {} + _BumpMap ("Normals ", 2D) = "bump" {} + + _DistortParams ("Distortions (Bump waves, Reflection, Fresnel power, Fresnel bias)", Vector) = (1.0 ,1.0, 2.0, 1.15) + _InvFadeParemeter ("Auto blend parameter (Edge, Shore, Distance scale)", Vector) = (0.15 ,0.15, 0.5, 1.0) + + _AnimationTiling ("Animation Tiling (Displacement)", Vector) = (2.2 ,2.2, -1.1, -1.1) + _AnimationDirection ("Animation Direction (displacement)", Vector) = (1.0 ,1.0, 1.0, 1.0) + + _BumpTiling ("Bump Tiling", Vector) = (1.0 ,1.0, -2.0, 3.0) + _BumpDirection ("Bump Direction & Speed", Vector) = (1.0 ,1.0, -1.0, 1.0) + + _FresnelScale ("FresnelScale", Range (0.15, 4.0)) = 0.75 + + _BaseColor ("Base color", COLOR) = ( .54, .95, .99, 0.5) + _ReflectionColor ("Reflection color", COLOR) = ( .54, .95, .99, 0.5) + _SpecularColor ("Specular color", COLOR) = ( .72, .72, .72, 1) + + _WorldLightDir ("Specular light direction", Vector) = (0.0, 0.1, -0.5, 0.0) + _Shininess ("Shininess", Range (2.0, 500.0)) = 200.0 + + _GerstnerIntensity("Per vertex displacement", Float) = 1.0 + _GAmplitude ("Wave Amplitude", Vector) = (0.3 ,0.35, 0.25, 0.25) + _GFrequency ("Wave Frequency", Vector) = (1.3, 1.35, 1.25, 1.25) + _GSteepness ("Wave Steepness", Vector) = (1.0, 1.0, 1.0, 1.0) + _GSpeed ("Wave Speed", Vector) = (1.2, 1.375, 1.1, 1.5) + _GDirectionAB ("Wave Direction", Vector) = (0.3 ,0.85, 0.85, 0.25) + _GDirectionCD ("Wave Direction", Vector) = (0.1 ,0.9, 0.5, 0.5) +} + + +CGINCLUDE + + #include "UnityCG.cginc" + #include "WaterInclude.cginc" + + struct appdata + { + float4 vertex : POSITION; + float3 normal : NORMAL; + }; + + // interpolator structs + + struct v2f + { + float4 pos : SV_POSITION; + float4 normalInterpolator : TEXCOORD0; + float3 viewInterpolator : TEXCOORD1; + float4 bumpCoords : TEXCOORD2; + float4 screenPos : TEXCOORD3; + float4 grabPassPos : TEXCOORD4; + UNITY_FOG_COORDS(5) + }; + + struct v2f_noGrab + { + float4 pos : SV_POSITION; + float4 normalInterpolator : TEXCOORD0; + float3 viewInterpolator : TEXCOORD1; + float4 bumpCoords : TEXCOORD2; + float4 screenPos : TEXCOORD3; + UNITY_FOG_COORDS(4) + }; + + struct v2f_simple + { + float4 pos : SV_POSITION; + float3 viewInterpolator : TEXCOORD0; + float4 bumpCoords : TEXCOORD1; + UNITY_FOG_COORDS(2) + }; + + // textures + sampler2D _BumpMap; + sampler2D _ReflectionTex; + sampler2D _RefractionTex; + sampler2D _ShoreTex; + sampler2D_float _CameraDepthTexture; + + // colors in use + uniform float4 _RefrColorDepth; + uniform float4 _SpecularColor; + uniform float4 _BaseColor; + uniform float4 _ReflectionColor; + + // edge & shore fading + uniform float4 _InvFadeParemeter; + + // specularity + uniform float _Shininess; + uniform float4 _WorldLightDir; + + // fresnel, vertex & bump displacements & strength + uniform float4 _DistortParams; + uniform float _FresnelScale; + uniform float4 _BumpTiling; + uniform float4 _BumpDirection; + + uniform float4 _GAmplitude; + uniform float4 _GFrequency; + uniform float4 _GSteepness; + uniform float4 _GSpeed; + uniform float4 _GDirectionAB; + uniform float4 _GDirectionCD; + + // shortcuts + #define PER_PIXEL_DISPLACE _DistortParams.x + #define REALTIME_DISTORTION _DistortParams.y + #define FRESNEL_POWER _DistortParams.z + #define VERTEX_WORLD_NORMAL i.normalInterpolator.xyz + #define DISTANCE_SCALE _InvFadeParemeter.z + #define FRESNEL_BIAS _DistortParams.w + + // + // HQ VERSION + // + + v2f vert(appdata_full v) + { + v2f o; + + half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; + half3 vtxForAni = (worldSpaceVertex).xzz; + + half3 nrml; + half3 offsets; + + Gerstner ( + offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written + _GAmplitude, // amplitude + _GFrequency, // frequency + _GSteepness, // steepness + _GSpeed, // speed + _GDirectionAB, // direction # 1, 2 + _GDirectionCD // direction # 3, 4 + ); + + v.vertex.xyz += offsets; + + half2 tileableUv = worldSpaceVertex.xz; + + o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; + + o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; + + o.pos = UnityObjectToClipPos(v.vertex); + + ComputeScreenAndGrabPassPos(o.pos, o.screenPos, o.grabPassPos); + + o.normalInterpolator.xyz = nrml; + + o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); + + UNITY_TRANSFER_FOG(o,o.pos); + return o; + } + + half4 frag( v2f i ) : SV_Target + { + half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, VERTEX_WORLD_NORMAL, PER_PIXEL_DISPLACE); + half3 viewVector = normalize(i.viewInterpolator.xyz); + + half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); + half4 screenWithOffset = i.screenPos + distortOffset; + half4 grabWithOffset = i.grabPassPos + distortOffset; + + half4 rtRefractionsNoDistort = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(i.grabPassPos)); + half refrFix = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(grabWithOffset)); + half4 rtRefractions = tex2Dproj(_RefractionTex, UNITY_PROJ_COORD(grabWithOffset)); + + #ifdef WATER_REFLECTIVE + half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); + #endif + + #ifdef WATER_EDGEBLEND_ON + if (LinearEyeDepth(refrFix) < i.screenPos.z) + rtRefractions = rtRefractionsNoDistort; + #endif + + half3 reflectVector = normalize(reflect(viewVector, worldNormal)); + half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); + float nh = max (0, dot (worldNormal, -h)); + float spec = max(0.0,pow (nh, _Shininess)); + + half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); + + #ifdef WATER_EDGEBLEND_ON + half depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); + depth = LinearEyeDepth(depth); + edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.w)); + #endif + + // shading for fresnel term + worldNormal.xz *= _FresnelScale; + half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); + + // base, depth & reflection colors + half4 baseColor = _BaseColor; + #ifdef WATER_REFLECTIVE + half4 reflectionColor = lerp (rtReflections,_ReflectionColor,_ReflectionColor.a); + #else + half4 reflectionColor = _ReflectionColor; + #endif + + baseColor = lerp (lerp (rtRefractions, baseColor, baseColor.a), reflectionColor, refl2Refr); + baseColor = baseColor + spec * _SpecularColor; + + baseColor.a = edgeBlendFactors.x; + UNITY_APPLY_FOG(i.fogCoord, baseColor); + return baseColor; + } + + // + // MQ VERSION + // + + v2f_noGrab vert300(appdata_full v) + { + v2f_noGrab o; + + half3 worldSpaceVertex = mul(unity_ObjectToWorld,(v.vertex)).xyz; + half3 vtxForAni = (worldSpaceVertex).xzz; + + half3 nrml; + half3 offsets; + Gerstner ( + offsets, nrml, v.vertex.xyz, vtxForAni, // offsets, nrml will be written + _GAmplitude, // amplitude + _GFrequency, // frequency + _GSteepness, // steepness + _GSpeed, // speed + _GDirectionAB, // direction # 1, 2 + _GDirectionCD // direction # 3, 4 + ); + + v.vertex.xyz += offsets; + + half2 tileableUv = worldSpaceVertex.xz; + + o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; + + o.viewInterpolator.xyz = worldSpaceVertex - _WorldSpaceCameraPos; + + o.pos = UnityObjectToClipPos(v.vertex); + + o.screenPos = ComputeNonStereoScreenPos(o.pos); + + o.normalInterpolator.xyz = nrml; + + o.normalInterpolator.w = 1;//GetDistanceFadeout(o.screenPos.w, DISTANCE_SCALE); + + UNITY_TRANSFER_FOG(o,o.pos); + return o; + } + + half4 frag300( v2f_noGrab i ) : SV_Target + { + half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, VERTEX_WORLD_NORMAL, PER_PIXEL_DISPLACE); + half3 viewVector = normalize(i.viewInterpolator.xyz); + + half4 distortOffset = half4(worldNormal.xz * REALTIME_DISTORTION * 10.0, 0, 0); + half4 screenWithOffset = i.screenPos + distortOffset; + + #ifdef WATER_REFLECTIVE + half4 rtReflections = tex2Dproj(_ReflectionTex, UNITY_PROJ_COORD(screenWithOffset)); + #endif + + half3 reflectVector = normalize(reflect(viewVector, worldNormal)); + half3 h = normalize (_WorldLightDir.xyz + viewVector.xyz); + float nh = max (0, dot (worldNormal, -h)); + float spec = max(0.0,pow (nh, _Shininess)); + + half4 edgeBlendFactors = half4(1.0, 0.0, 0.0, 0.0); + + #ifdef WATER_EDGEBLEND_ON + half depth = SAMPLE_DEPTH_TEXTURE_PROJ(_CameraDepthTexture, UNITY_PROJ_COORD(i.screenPos)); + depth = LinearEyeDepth(depth); + edgeBlendFactors = saturate(_InvFadeParemeter * (depth-i.screenPos.z)); + #endif + + worldNormal.xz *= _FresnelScale; + half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); + + half4 baseColor = _BaseColor; + #ifdef WATER_REFLECTIVE + baseColor = lerp (baseColor, lerp (rtReflections,_ReflectionColor,_ReflectionColor.a), saturate(refl2Refr * 1.0)); + #else + baseColor = _ReflectionColor;//lerp (baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); + #endif + + baseColor = baseColor + spec * _SpecularColor; + + baseColor.a = edgeBlendFactors.x * saturate(0.5 + refl2Refr * 1.0); + UNITY_APPLY_FOG(i.fogCoord, baseColor); + return baseColor; + } + + // + // LQ VERSION + // + + v2f_simple vert200(appdata_full v) + { + v2f_simple o; + + half3 worldSpaceVertex = mul(unity_ObjectToWorld, v.vertex).xyz; + half2 tileableUv = worldSpaceVertex.xz; + + o.bumpCoords.xyzw = (tileableUv.xyxy + _Time.xxxx * _BumpDirection.xyzw) * _BumpTiling.xyzw; + + o.viewInterpolator.xyz = worldSpaceVertex-_WorldSpaceCameraPos; + + o.pos = UnityObjectToClipPos( v.vertex); + + UNITY_TRANSFER_FOG(o,o.pos); + return o; + + } + + half4 frag200( v2f_simple i ) : SV_Target + { + half3 worldNormal = PerPixelNormal(_BumpMap, i.bumpCoords, half3(0,1,0), PER_PIXEL_DISPLACE); + half3 viewVector = normalize(i.viewInterpolator.xyz); + + half3 reflectVector = normalize(reflect(viewVector, worldNormal)); + half3 h = normalize ((_WorldLightDir.xyz) + viewVector.xyz); + float nh = max (0, dot (worldNormal, -h)); + float spec = max(0.0,pow (nh, _Shininess)); + + worldNormal.xz *= _FresnelScale; + half refl2Refr = Fresnel(viewVector, worldNormal, FRESNEL_BIAS, FRESNEL_POWER); + + half4 baseColor = _BaseColor; + baseColor = lerp(baseColor, _ReflectionColor, saturate(refl2Refr * 2.0)); + baseColor.a = saturate(2.0 * refl2Refr + 0.5); + + baseColor.rgb += spec * _SpecularColor.rgb; + UNITY_APPLY_FOG(i.fogCoord, baseColor); + return baseColor; + } + +ENDCG + +Subshader +{ + Tags {"RenderType"="Transparent" "Queue"="Transparent"} + + Lod 500 + ColorMask RGB + + GrabPass { "_RefractionTex" } + + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ZTest LEqual + ZWrite Off + Cull Off + + CGPROGRAM + + #pragma target 3.0 + + #pragma vertex vert + #pragma fragment frag + #pragma multi_compile_fog + + #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF + #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF + #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE + + ENDCG + } +} + +Subshader +{ + Tags {"RenderType"="Transparent" "Queue"="Transparent"} + + Lod 300 + ColorMask RGB + + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ZTest LEqual + ZWrite Off + Cull Off + + CGPROGRAM + + #pragma target 3.0 + + #pragma vertex vert300 + #pragma fragment frag300 + #pragma multi_compile_fog + + #pragma multi_compile WATER_VERTEX_DISPLACEMENT_ON WATER_VERTEX_DISPLACEMENT_OFF + #pragma multi_compile WATER_EDGEBLEND_ON WATER_EDGEBLEND_OFF + #pragma multi_compile WATER_REFLECTIVE WATER_SIMPLE + + ENDCG + } +} + +Subshader +{ + Tags {"RenderType"="Transparent" "Queue"="Transparent"} + + Lod 200 + ColorMask RGB + + Pass { + Blend SrcAlpha OneMinusSrcAlpha + ZTest LEqual + ZWrite Off + Cull Off + + CGPROGRAM + + #pragma vertex vert200 + #pragma fragment frag200 + #pragma multi_compile_fog + + ENDCG + } +} + +Fallback "Transparent/Diffuse" +} diff --git a/Assets/Standard Assets/Environment/Water/Water4/Shaders/WaterInclude.cginc b/Assets/Standard Assets/Environment/Water/Water4/Shaders/WaterInclude.cginc index 7c526489..961d4389 100644 --- a/Assets/Standard Assets/Environment/Water/Water4/Shaders/WaterInclude.cginc +++ b/Assets/Standard Assets/Environment/Water/Water4/Shaders/WaterInclude.cginc @@ -1,257 +1,257 @@ - -#ifndef WATER_CG_INCLUDED -#define WATER_CG_INCLUDED - -#include "UnityCG.cginc" - -half _GerstnerIntensity; - -inline half3 PerPixelNormal(sampler2D bumpMap, half4 coords, half3 vertexNormal, half bumpStrength) -{ - half3 bump = (UnpackNormal(tex2D(bumpMap, coords.xy)) + UnpackNormal(tex2D(bumpMap, coords.zw))) * 0.5; - half3 worldNormal = vertexNormal + bump.xxy * bumpStrength * half3(1,0,1); - return normalize(worldNormal); -} - -inline half3 PerPixelNormalUnpacked(sampler2D bumpMap, half4 coords, half bumpStrength) -{ - half4 bump = tex2D(bumpMap, coords.xy) + tex2D(bumpMap, coords.zw); - bump = bump * 0.5; - half3 normal = UnpackNormal(bump); - normal.xy *= bumpStrength; - return normalize(normal); -} - -inline half3 GetNormal(half4 tf) { - #ifdef WATER_VERTEX_DISPLACEMENT_ON - return half3(2,1,2) * tf.rbg - half3(1,0,1); - #else - return half3(0,1,0); - #endif -} - -inline half GetDistanceFadeout(half screenW, half speed) { - return 1.0f / abs(0.5f + screenW * speed); -} - -half4 GetDisplacement3(half4 tileableUv, half4 tiling, half4 directionSpeed, sampler2D mapA, sampler2D mapB, sampler2D mapC) -{ - half4 displacementUv = tileableUv * tiling + _Time.xxxx * directionSpeed; - #ifdef WATER_VERTEX_DISPLACEMENT_ON - half4 tf = tex2Dlod(mapA, half4(displacementUv.xy, 0.0,0.0)); - tf += tex2Dlod(mapB, half4(displacementUv.zw, 0.0,0.0)); - tf += tex2Dlod(mapC, half4(displacementUv.xw, 0.0,0.0)); - tf *= 0.333333; - #else - half4 tf = half4(0.5,0.5,0.5,0.0); - #endif - - return tf; -} - -half4 GetDisplacement2(half4 tileableUv, half4 tiling, half4 directionSpeed, sampler2D mapA, sampler2D mapB) -{ - half4 displacementUv = tileableUv * tiling + _Time.xxxx * directionSpeed; - #ifdef WATER_VERTEX_DISPLACEMENT_ON - half4 tf = tex2Dlod(mapA, half4(displacementUv.xy, 0.0,0.0)); - tf += tex2Dlod(mapB, half4(displacementUv.zw, 0.0,0.0)); - tf *= 0.5; - #else - half4 tf = half4(0.5,0.5,0.5,0.0); - #endif - - return tf; -} - -inline void ComputeScreenAndGrabPassPos (float4 pos, out float4 screenPos, out float4 grabPassPos) -{ - #if UNITY_UV_STARTS_AT_TOP - float scale = -1.0; - #else - float scale = 1.0f; - #endif - - screenPos = ComputeScreenPos(pos); - grabPassPos.xy = ( float2( pos.x, pos.y*scale ) + pos.w ) * 0.5; - grabPassPos.zw = pos.zw; -} - - -inline half3 PerPixelNormalUnpacked(sampler2D bumpMap, half4 coords, half bumpStrength, half2 perVertxOffset) -{ - half4 bump = tex2D(bumpMap, coords.xy) + tex2D(bumpMap, coords.zw); - bump = bump * 0.5; - half3 normal = UnpackNormal(bump); - normal.xy *= bumpStrength; - normal.xy += perVertxOffset; - return normalize(normal); -} - -inline half3 PerPixelNormalLite(sampler2D bumpMap, half4 coords, half3 vertexNormal, half bumpStrength) -{ - half4 bump = tex2D(bumpMap, coords.xy); - bump.xy = bump.wy - half2(0.5, 0.5); - half3 worldNormal = vertexNormal + bump.xxy * bumpStrength * half3(1,0,1); - return normalize(worldNormal); -} - -inline half4 Foam(sampler2D shoreTex, half4 coords, half amount) -{ - half4 foam = ( tex2D(shoreTex, coords.xy) * tex2D(shoreTex,coords.zw) ) - 0.125; - foam.a = amount; - return foam; -} - -inline half4 Foam(sampler2D shoreTex, half4 coords) -{ - half4 foam = (tex2D(shoreTex, coords.xy) * tex2D(shoreTex,coords.zw)) - 0.125; - return foam; -} - -inline half Fresnel(half3 viewVector, half3 worldNormal, half bias, half power) -{ - half facing = clamp(1.0-max(dot(-viewVector, worldNormal), 0.0), 0.0,1.0); - half refl2Refr = saturate(bias+(1.0-bias) * pow(facing,power)); - return refl2Refr; -} - -inline half FresnelViaTexture(half3 viewVector, half3 worldNormal, sampler2D fresnel) -{ - half facing = saturate(dot(-viewVector, worldNormal)); - half fresn = tex2D(fresnel, half2(facing, 0.5f)).b; - return fresn; -} - -inline void VertexDisplacementHQ( sampler2D mapA, sampler2D mapB, - sampler2D mapC, half4 uv, - half vertexStrength, half3 normal, - out half4 vertexOffset, out half2 normalOffset) -{ - half4 tf = tex2Dlod(mapA, half4(uv.xy, 0.0,0.0)); - tf += tex2Dlod(mapB, half4(uv.zw, 0.0,0.0)); - tf += tex2Dlod(mapC, half4(uv.xw, 0.0,0.0)); - tf /= 3.0; - - tf.rga = tf.rga-half3(0.5,0.5,0.0); - - // height displacement in alpha channel, normals info in rgb - - vertexOffset = tf.a * half4(normal.xyz, 0.0) * vertexStrength; - normalOffset = tf.rg; -} - -inline void VertexDisplacementLQ( sampler2D mapA, sampler2D mapB, - sampler2D mapC, half4 uv, - half vertexStrength, half normalsStrength, - out half4 vertexOffset, out half2 normalOffset) -{ - // @NOTE: for best performance, this should really be properly packed! - - half4 tf = tex2Dlod(mapA, half4(uv.xy, 0.0,0.0)); - tf += tex2Dlod(mapB, half4(uv.zw, 0.0,0.0)); - tf *= 0.5; - - tf.rga = tf.rga-half3(0.5,0.5,0.0); - - // height displacement in alpha channel, normals info in rgb - - vertexOffset = tf.a * half4(0,1,0,0) * vertexStrength; - normalOffset = tf.rg * normalsStrength; -} - -half4 ExtinctColor (half4 baseColor, half extinctionAmount) -{ - // tweak the extinction coefficient for different coloring - return baseColor - extinctionAmount * half4(0.15, 0.03, 0.01, 0.0); -} - - half3 GerstnerOffsets (half2 xzVtx, half steepness, half amp, half freq, half speed, half2 dir) - { - half3 offsets; - - offsets.x = - steepness * amp * dir.x * - cos( freq * dot( dir, xzVtx ) + speed * _Time.x); - - offsets.z = - steepness * amp * dir.y * - cos( freq * dot( dir, xzVtx ) + speed * _Time.x); - - offsets.y = - amp * sin ( freq * dot( dir, xzVtx ) + speed * _Time.x); - - return offsets; - } - - half3 GerstnerOffset4 (half2 xzVtx, half4 steepness, half4 amp, half4 freq, half4 speed, half4 dirAB, half4 dirCD) - { - half3 offsets; - - half4 AB = steepness.xxyy * amp.xxyy * dirAB.xyzw; - half4 CD = steepness.zzww * amp.zzww * dirCD.xyzw; - - half4 dotABCD = freq.xyzw * half4(dot(dirAB.xy, xzVtx), dot(dirAB.zw, xzVtx), dot(dirCD.xy, xzVtx), dot(dirCD.zw, xzVtx)); - half4 TIME = _Time.yyyy * speed; - - half4 COS = cos (dotABCD + TIME); - half4 SIN = sin (dotABCD + TIME); - - offsets.x = dot(COS, half4(AB.xz, CD.xz)); - offsets.z = dot(COS, half4(AB.yw, CD.yw)); - offsets.y = dot(SIN, amp); - - return offsets; - } - - half3 GerstnerNormal (half2 xzVtx, half steepness, half amp, half freq, half speed, half2 dir) - { - half3 nrml = half3(0,0,0); - - nrml.x -= - dir.x * (amp * freq) * - cos(freq * dot( dir, xzVtx ) + speed * _Time.x); - - nrml.z -= - dir.y * (amp * freq) * - cos(freq * dot( dir, xzVtx ) + speed * _Time.x); - - return nrml; - } - - half3 GerstnerNormal4 (half2 xzVtx, half4 amp, half4 freq, half4 speed, half4 dirAB, half4 dirCD) - { - half3 nrml = half3(0,2.0,0); - - half4 AB = freq.xxyy * amp.xxyy * dirAB.xyzw; - half4 CD = freq.zzww * amp.zzww * dirCD.xyzw; - - half4 dotABCD = freq.xyzw * half4(dot(dirAB.xy, xzVtx), dot(dirAB.zw, xzVtx), dot(dirCD.xy, xzVtx), dot(dirCD.zw, xzVtx)); - half4 TIME = _Time.yyyy * speed; - - half4 COS = cos (dotABCD + TIME); - - nrml.x -= dot(COS, half4(AB.xz, CD.xz)); - nrml.z -= dot(COS, half4(AB.yw, CD.yw)); - - nrml.xz *= _GerstnerIntensity; - nrml = normalize (nrml); - - return nrml; - } - - void Gerstner ( out half3 offs, out half3 nrml, - half3 vtx, half3 tileableVtx, - half4 amplitude, half4 frequency, half4 steepness, - half4 speed, half4 directionAB, half4 directionCD ) - { - #ifdef WATER_VERTEX_DISPLACEMENT_ON - offs = GerstnerOffset4(tileableVtx.xz, steepness, amplitude, frequency, speed, directionAB, directionCD); - nrml = GerstnerNormal4(tileableVtx.xz + offs.xz, amplitude, frequency, speed, directionAB, directionCD); - #else - offs = half3(0,0,0); - nrml = half3(0,1,0); - #endif - } - - -#endif + +#ifndef WATER_CG_INCLUDED +#define WATER_CG_INCLUDED + +#include "UnityCG.cginc" + +half _GerstnerIntensity; + +inline half3 PerPixelNormal(sampler2D bumpMap, half4 coords, half3 vertexNormal, half bumpStrength) +{ + half3 bump = (UnpackNormal(tex2D(bumpMap, coords.xy)) + UnpackNormal(tex2D(bumpMap, coords.zw))) * 0.5; + half3 worldNormal = vertexNormal + bump.xxy * bumpStrength * half3(1,0,1); + return normalize(worldNormal); +} + +inline half3 PerPixelNormalUnpacked(sampler2D bumpMap, half4 coords, half bumpStrength) +{ + half4 bump = tex2D(bumpMap, coords.xy) + tex2D(bumpMap, coords.zw); + bump = bump * 0.5; + half3 normal = UnpackNormal(bump); + normal.xy *= bumpStrength; + return normalize(normal); +} + +inline half3 GetNormal(half4 tf) { + #ifdef WATER_VERTEX_DISPLACEMENT_ON + return half3(2,1,2) * tf.rbg - half3(1,0,1); + #else + return half3(0,1,0); + #endif +} + +inline half GetDistanceFadeout(half screenW, half speed) { + return 1.0f / abs(0.5f + screenW * speed); +} + +half4 GetDisplacement3(half4 tileableUv, half4 tiling, half4 directionSpeed, sampler2D mapA, sampler2D mapB, sampler2D mapC) +{ + half4 displacementUv = tileableUv * tiling + _Time.xxxx * directionSpeed; + #ifdef WATER_VERTEX_DISPLACEMENT_ON + half4 tf = tex2Dlod(mapA, half4(displacementUv.xy, 0.0,0.0)); + tf += tex2Dlod(mapB, half4(displacementUv.zw, 0.0,0.0)); + tf += tex2Dlod(mapC, half4(displacementUv.xw, 0.0,0.0)); + tf *= 0.333333; + #else + half4 tf = half4(0.5,0.5,0.5,0.0); + #endif + + return tf; +} + +half4 GetDisplacement2(half4 tileableUv, half4 tiling, half4 directionSpeed, sampler2D mapA, sampler2D mapB) +{ + half4 displacementUv = tileableUv * tiling + _Time.xxxx * directionSpeed; + #ifdef WATER_VERTEX_DISPLACEMENT_ON + half4 tf = tex2Dlod(mapA, half4(displacementUv.xy, 0.0,0.0)); + tf += tex2Dlod(mapB, half4(displacementUv.zw, 0.0,0.0)); + tf *= 0.5; + #else + half4 tf = half4(0.5,0.5,0.5,0.0); + #endif + + return tf; +} + +inline void ComputeScreenAndGrabPassPos (float4 pos, out float4 screenPos, out float4 grabPassPos) +{ + #if UNITY_UV_STARTS_AT_TOP + float scale = -1.0; + #else + float scale = 1.0f; + #endif + + screenPos = ComputeNonStereoScreenPos(pos); + grabPassPos.xy = ( float2( pos.x, pos.y*scale ) + pos.w ) * 0.5; + grabPassPos.zw = pos.zw; +} + + +inline half3 PerPixelNormalUnpacked(sampler2D bumpMap, half4 coords, half bumpStrength, half2 perVertxOffset) +{ + half4 bump = tex2D(bumpMap, coords.xy) + tex2D(bumpMap, coords.zw); + bump = bump * 0.5; + half3 normal = UnpackNormal(bump); + normal.xy *= bumpStrength; + normal.xy += perVertxOffset; + return normalize(normal); +} + +inline half3 PerPixelNormalLite(sampler2D bumpMap, half4 coords, half3 vertexNormal, half bumpStrength) +{ + half4 bump = tex2D(bumpMap, coords.xy); + bump.xy = bump.wy - half2(0.5, 0.5); + half3 worldNormal = vertexNormal + bump.xxy * bumpStrength * half3(1,0,1); + return normalize(worldNormal); +} + +inline half4 Foam(sampler2D shoreTex, half4 coords, half amount) +{ + half4 foam = ( tex2D(shoreTex, coords.xy) * tex2D(shoreTex,coords.zw) ) - 0.125; + foam.a = amount; + return foam; +} + +inline half4 Foam(sampler2D shoreTex, half4 coords) +{ + half4 foam = (tex2D(shoreTex, coords.xy) * tex2D(shoreTex,coords.zw)) - 0.125; + return foam; +} + +inline half Fresnel(half3 viewVector, half3 worldNormal, half bias, half power) +{ + half facing = clamp(1.0-max(dot(-viewVector, worldNormal), 0.0), 0.0,1.0); + half refl2Refr = saturate(bias+(1.0-bias) * pow(facing,power)); + return refl2Refr; +} + +inline half FresnelViaTexture(half3 viewVector, half3 worldNormal, sampler2D fresnel) +{ + half facing = saturate(dot(-viewVector, worldNormal)); + half fresn = tex2D(fresnel, half2(facing, 0.5f)).b; + return fresn; +} + +inline void VertexDisplacementHQ( sampler2D mapA, sampler2D mapB, + sampler2D mapC, half4 uv, + half vertexStrength, half3 normal, + out half4 vertexOffset, out half2 normalOffset) +{ + half4 tf = tex2Dlod(mapA, half4(uv.xy, 0.0,0.0)); + tf += tex2Dlod(mapB, half4(uv.zw, 0.0,0.0)); + tf += tex2Dlod(mapC, half4(uv.xw, 0.0,0.0)); + tf /= 3.0; + + tf.rga = tf.rga-half3(0.5,0.5,0.0); + + // height displacement in alpha channel, normals info in rgb + + vertexOffset = tf.a * half4(normal.xyz, 0.0) * vertexStrength; + normalOffset = tf.rg; +} + +inline void VertexDisplacementLQ( sampler2D mapA, sampler2D mapB, + sampler2D mapC, half4 uv, + half vertexStrength, half normalsStrength, + out half4 vertexOffset, out half2 normalOffset) +{ + // @NOTE: for best performance, this should really be properly packed! + + half4 tf = tex2Dlod(mapA, half4(uv.xy, 0.0,0.0)); + tf += tex2Dlod(mapB, half4(uv.zw, 0.0,0.0)); + tf *= 0.5; + + tf.rga = tf.rga-half3(0.5,0.5,0.0); + + // height displacement in alpha channel, normals info in rgb + + vertexOffset = tf.a * half4(0,1,0,0) * vertexStrength; + normalOffset = tf.rg * normalsStrength; +} + +half4 ExtinctColor (half4 baseColor, half extinctionAmount) +{ + // tweak the extinction coefficient for different coloring + return baseColor - extinctionAmount * half4(0.15, 0.03, 0.01, 0.0); +} + + half3 GerstnerOffsets (half2 xzVtx, half steepness, half amp, half freq, half speed, half2 dir) + { + half3 offsets; + + offsets.x = + steepness * amp * dir.x * + cos( freq * dot( dir, xzVtx ) + speed * _Time.x); + + offsets.z = + steepness * amp * dir.y * + cos( freq * dot( dir, xzVtx ) + speed * _Time.x); + + offsets.y = + amp * sin ( freq * dot( dir, xzVtx ) + speed * _Time.x); + + return offsets; + } + + half3 GerstnerOffset4 (half2 xzVtx, half4 steepness, half4 amp, half4 freq, half4 speed, half4 dirAB, half4 dirCD) + { + half3 offsets; + + half4 AB = steepness.xxyy * amp.xxyy * dirAB.xyzw; + half4 CD = steepness.zzww * amp.zzww * dirCD.xyzw; + + half4 dotABCD = freq.xyzw * half4(dot(dirAB.xy, xzVtx), dot(dirAB.zw, xzVtx), dot(dirCD.xy, xzVtx), dot(dirCD.zw, xzVtx)); + half4 TIME = _Time.yyyy * speed; + + half4 COS = cos (dotABCD + TIME); + half4 SIN = sin (dotABCD + TIME); + + offsets.x = dot(COS, half4(AB.xz, CD.xz)); + offsets.z = dot(COS, half4(AB.yw, CD.yw)); + offsets.y = dot(SIN, amp); + + return offsets; + } + + half3 GerstnerNormal (half2 xzVtx, half steepness, half amp, half freq, half speed, half2 dir) + { + half3 nrml = half3(0,0,0); + + nrml.x -= + dir.x * (amp * freq) * + cos(freq * dot( dir, xzVtx ) + speed * _Time.x); + + nrml.z -= + dir.y * (amp * freq) * + cos(freq * dot( dir, xzVtx ) + speed * _Time.x); + + return nrml; + } + + half3 GerstnerNormal4 (half2 xzVtx, half4 amp, half4 freq, half4 speed, half4 dirAB, half4 dirCD) + { + half3 nrml = half3(0,2.0,0); + + half4 AB = freq.xxyy * amp.xxyy * dirAB.xyzw; + half4 CD = freq.zzww * amp.zzww * dirCD.xyzw; + + half4 dotABCD = freq.xyzw * half4(dot(dirAB.xy, xzVtx), dot(dirAB.zw, xzVtx), dot(dirCD.xy, xzVtx), dot(dirCD.zw, xzVtx)); + half4 TIME = _Time.yyyy * speed; + + half4 COS = cos (dotABCD + TIME); + + nrml.x -= dot(COS, half4(AB.xz, CD.xz)); + nrml.z -= dot(COS, half4(AB.yw, CD.yw)); + + nrml.xz *= _GerstnerIntensity; + nrml = normalize (nrml); + + return nrml; + } + + void Gerstner ( out half3 offs, out half3 nrml, + half3 vtx, half3 tileableVtx, + half4 amplitude, half4 frequency, half4 steepness, + half4 speed, half4 directionAB, half4 directionCD ) + { + #ifdef WATER_VERTEX_DISPLACEMENT_ON + offs = GerstnerOffset4(tileableVtx.xz, steepness, amplitude, frequency, speed, directionAB, directionCD); + nrml = GerstnerNormal4(tileableVtx.xz + offs.xz, amplitude, frequency, speed, directionAB, directionCD); + #else + offs = half3(0,0,0); + nrml = half3(0,1,0); + #endif + } + + +#endif diff --git a/Assets/Standard Assets/Fonts.meta b/Assets/Standard Assets/Fonts.meta new file mode 100644 index 00000000..d283b547 --- /dev/null +++ b/Assets/Standard Assets/Fonts.meta 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particle system technology can be used. Some use the particle system component alone, and some are augmented using other components. We've provided a sandbox demo scene which allows you to spawn particles and interact with the scene. Here are notes about each system included in the demo scene. + +Explosion. +A powerful effect which uses sub emitters to leave streaks of smoke arcing out from the central effect. Also makes use of a script which applies physics force to objects within a radius. + +FireComplex +Uses a combination of many particles, including spritesheet animation, sparks and smoke. This effect also has a Light GameObject, whose position is animated by a script so that the lighting in the scene appears to flicker around as the effect plays. + +FireMobile +Designed for fast performance on mobile, this effect is a minimal version of the previous Fire effect. + +Duststorm +This effect demonstrates how to cover a wide area with a single particle effect. The emmission zone is a large box that covers the area, and a single particle effect generates rolling clouds across the scene. This effect is not interactive, in our demo scene. + +Steam +Another single-system effect, which generates rushing steam emitting from the surface on which it is placed. In our demo scene, this effect is aligned with the surface normal of the object on which it is placed, so you can see the effect of the rising steam when it is emitted from different angles. + +Hose +The water hose particle system demonstrates a number of things including particle stretching (in the direction of the water travel), flow rate controlled by a script, and particles interacting with physics objects using the particle collision callback feature. In this effect, for optimisation, we used a low-rate emitter emitting invisible particles (by switching off the renderer) for the particles which actually interact with the scene and apply forces, and higher-rate emitters for the visual effects. + +Fireworks +This is a demonstration of chaining together many sub-emitters to create a complex visual effect. + +Flare +This effect shows off the world collision feature available to particles, resulting in hundreds of bouncing sparks showering across the floor. + +WildFire +This effect is an example of using sub emitters to create hundreds of simple particle systems around a scene which are all processed as a single system, which enables Unity to process hundreds of particle systems at the same time. 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Assets/ParticleSystems/Prefabs/WildFire.prefab.meta new file mode 100644 index 00000000..3494fb3b --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Prefabs/WildFire.prefab.meta @@ -0,0 +1,5 @@ +fileFormatVersion: 2 +guid: 2c32987c2bc01844a94adfb917dd677d +NativeFormatImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts.meta b/Assets/Standard Assets/ParticleSystems/Scripts.meta new file mode 100644 index 00000000..16a67221 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 9721ab373e27146389ae58af7f9ce3cb +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/AfterburnerPhysicsForce.cs b/Assets/Standard Assets/ParticleSystems/Scripts/AfterburnerPhysicsForce.cs new file mode 100644 index 00000000..0fa5cb9b --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/AfterburnerPhysicsForce.cs @@ -0,0 +1,68 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Effects +{ + [RequireComponent(typeof (SphereCollider))] + public class AfterburnerPhysicsForce : MonoBehaviour + { + public float effectAngle = 15; + public float effectWidth = 1; + public float effectDistance = 10; + public float force = 10; + + private Collider[] m_Cols; + private SphereCollider m_Sphere; + + + private void OnEnable() + { + m_Sphere = (GetComponent() as SphereCollider); + } + + + private void FixedUpdate() + { + m_Cols = Physics.OverlapSphere(transform.position + m_Sphere.center, m_Sphere.radius); + for (int n = 0; n < m_Cols.Length; ++n) + { + if (m_Cols[n].attachedRigidbody != null) + { + Vector3 localPos = transform.InverseTransformPoint(m_Cols[n].transform.position); + localPos = Vector3.MoveTowards(localPos, new Vector3(0, 0, localPos.z), effectWidth*0.5f); + float angle = Mathf.Abs(Mathf.Atan2(localPos.x, localPos.z)*Mathf.Rad2Deg); + float falloff = Mathf.InverseLerp(effectDistance, 0, localPos.magnitude); + falloff *= Mathf.InverseLerp(effectAngle, 0, angle); + Vector3 delta = m_Cols[n].transform.position - transform.position; + m_Cols[n].attachedRigidbody.AddForceAtPosition(delta.normalized*force*falloff, + Vector3.Lerp(m_Cols[n].transform.position, + transform.TransformPoint(0, 0, localPos.z), + 0.1f)); + } + } + } + + + private void OnDrawGizmosSelected() + { + //check for editor time simulation to avoid null ref + if(m_Sphere == null) + m_Sphere = (GetComponent() as SphereCollider); + + m_Sphere.radius = effectDistance*.5f; + m_Sphere.center = new Vector3(0, 0, effectDistance*.5f); + var directions = new Vector3[] {Vector3.up, -Vector3.up, Vector3.right, -Vector3.right}; + var perpDirections = new Vector3[] {-Vector3.right, Vector3.right, Vector3.up, -Vector3.up}; + Gizmos.color = new Color(0, 1, 0, 0.5f); + for (int n = 0; n < 4; ++n) + { + Vector3 origin = transform.position + transform.rotation*directions[n]*effectWidth*0.5f; + + Vector3 direction = + transform.TransformDirection(Quaternion.AngleAxis(effectAngle, perpDirections[n])*Vector3.forward); + + Gizmos.DrawLine(origin, origin + direction*m_Sphere.radius*2); + } + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/AfterburnerPhysicsForce.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/AfterburnerPhysicsForce.cs.meta new file mode 100644 index 00000000..add42fcd --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/AfterburnerPhysicsForce.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 5d44a238286f6904198ab78e914c229d +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionFireAndDebris.cs b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionFireAndDebris.cs new file mode 100644 index 00000000..6bae1972 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionFireAndDebris.cs @@ -0,0 +1,69 @@ +using System; +using System.Collections; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.Effects +{ + public class ExplosionFireAndDebris : MonoBehaviour + { + public Transform[] debrisPrefabs; + public Transform firePrefab; + public int numDebrisPieces = 0; + public int numFires = 0; + + + private IEnumerator Start() + { + float multiplier = GetComponent().multiplier; + + for (int n = 0; n < numDebrisPieces*multiplier; ++n) + { + var prefab = debrisPrefabs[Random.Range(0, debrisPrefabs.Length)]; + Vector3 pos = transform.position + Random.insideUnitSphere*3*multiplier; + Quaternion rot = Random.rotation; + Instantiate(prefab, pos, rot); + } + + // wait one frame so these new objects can be picked up in the overlapsphere function + yield return null; + + float r = 10*multiplier; + var cols = Physics.OverlapSphere(transform.position, r); + foreach (var col in cols) + { + if (numFires > 0) + { + RaycastHit fireHit; + Ray fireRay = new Ray(transform.position, col.transform.position - transform.position); + if (col.Raycast(fireRay, out fireHit, r)) + { + AddFire(col.transform, fireHit.point, fireHit.normal); + numFires--; + } + } + } + + float testR = 0; + while (numFires > 0 && testR < r) + { + RaycastHit fireHit; + Ray fireRay = new Ray(transform.position + Vector3.up, Random.onUnitSphere); + if (Physics.Raycast(fireRay, out fireHit, testR)) + { + AddFire(null, fireHit.point, fireHit.normal); + numFires--; + } + testR += r*.1f; + } + } + + + private void AddFire(Transform t, Vector3 pos, Vector3 normal) + { + pos += normal*0.5f; + Transform fire = (Transform) Instantiate(firePrefab, pos, Quaternion.identity); + fire.parent = t; + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionFireAndDebris.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionFireAndDebris.cs.meta new file mode 100644 index 00000000..23ae1ed6 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionFireAndDebris.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 009fbf49e77db344db366a646868e02d +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionPhysicsForce.cs b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionPhysicsForce.cs new file mode 100644 index 00000000..f7760f4f --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionPhysicsForce.cs @@ -0,0 +1,37 @@ +using System; +using System.Collections; +using System.Collections.Generic; +using UnityEngine; + +namespace UnityStandardAssets.Effects +{ + public class ExplosionPhysicsForce : MonoBehaviour + { + public float explosionForce = 4; + + + private IEnumerator Start() + { + // wait one frame because some explosions instantiate debris which should then + // be pushed by physics force + yield return null; + + float multiplier = GetComponent().multiplier; + + float r = 10*multiplier; + var cols = Physics.OverlapSphere(transform.position, r); + var rigidbodies = new List(); + foreach (var col in cols) + { + if (col.attachedRigidbody != null && !rigidbodies.Contains(col.attachedRigidbody)) + { + rigidbodies.Add(col.attachedRigidbody); + } + } + foreach (var rb in rigidbodies) + { + rb.AddExplosionForce(explosionForce*multiplier, transform.position, r, 1*multiplier, ForceMode.Impulse); + } + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionPhysicsForce.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionPhysicsForce.cs.meta new file mode 100644 index 00000000..d2541730 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ExplosionPhysicsForce.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 0ac1691131a8c844dafe8b6ace6a172a +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/Explosive.cs b/Assets/Standard Assets/ParticleSystems/Scripts/Explosive.cs new file mode 100644 index 00000000..23ec5a68 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/Explosive.cs @@ -0,0 +1,65 @@ +using System; +using System.Collections; +using UnityEngine; +using UnityStandardAssets.Utility; + +namespace UnityStandardAssets.Effects +{ + public class Explosive : MonoBehaviour + { + public Transform explosionPrefab; + public float detonationImpactVelocity = 10; + public float sizeMultiplier = 1; + public bool reset = true; + public float resetTimeDelay = 10; + + private bool m_Exploded; + private ObjectResetter m_ObjectResetter; + + + // implementing one method from monobehviour to ensure that the enable/disable tickbox appears in the inspector + private void Start() + { + m_ObjectResetter = GetComponent(); + } + + + private IEnumerator OnCollisionEnter(Collision col) + { + if (enabled) + { + if (col.contacts.Length > 0) + { + // compare relative velocity to collision normal - so we don't explode from a fast but gentle glancing collision + float velocityAlongCollisionNormal = + Vector3.Project(col.relativeVelocity, col.contacts[0].normal).magnitude; + + if (velocityAlongCollisionNormal > detonationImpactVelocity || m_Exploded) + { + if (!m_Exploded) + { + Instantiate(explosionPrefab, col.contacts[0].point, + Quaternion.LookRotation(col.contacts[0].normal)); + m_Exploded = true; + + SendMessage("Immobilize"); + + if (reset) + { + m_ObjectResetter.DelayedReset(resetTimeDelay); + } + } + } + } + } + + yield return null; + } + + + public void Reset() + { + m_Exploded = false; + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/Explosive.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/Explosive.cs.meta new file mode 100644 index 00000000..4d34bd13 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/Explosive.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 433e9c8d0293ac4429eaf19bff2b58cf +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ExtinguishableParticleSystem.cs b/Assets/Standard Assets/ParticleSystems/Scripts/ExtinguishableParticleSystem.cs new file mode 100644 index 00000000..6e84e938 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ExtinguishableParticleSystem.cs @@ -0,0 +1,29 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets.Effects +{ + public class ExtinguishableParticleSystem : MonoBehaviour + { + public float multiplier = 1; + + private ParticleSystem[] m_Systems; + + + private void Start() + { + m_Systems = GetComponentsInChildren(); + } + + + public void Extinguish() + { + foreach (var system in m_Systems) + { + var emission = system.emission; + emission.enabled = false; + } + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ExtinguishableParticleSystem.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/ExtinguishableParticleSystem.cs.meta new file mode 100644 index 00000000..2c7378f0 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ExtinguishableParticleSystem.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 13e3e45088e68834999c82ca6f025949 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/FireLight.cs b/Assets/Standard Assets/ParticleSystems/Scripts/FireLight.cs new file mode 100644 index 00000000..550b68c1 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/FireLight.cs @@ -0,0 +1,40 @@ +using System; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.Effects +{ + public class FireLight : MonoBehaviour + { + private float m_Rnd; + private bool m_Burning = true; + private Light m_Light; + + + private void Start() + { + m_Rnd = Random.value*100; + m_Light = GetComponent(); + } + + + private void Update() + { + if (m_Burning) + { + m_Light.intensity = 2*Mathf.PerlinNoise(m_Rnd + Time.time, m_Rnd + 1 + Time.time*1); + float x = Mathf.PerlinNoise(m_Rnd + 0 + Time.time*2, m_Rnd + 1 + Time.time*2) - 0.5f; + float y = Mathf.PerlinNoise(m_Rnd + 2 + Time.time*2, m_Rnd + 3 + Time.time*2) - 0.5f; + float z = Mathf.PerlinNoise(m_Rnd + 4 + Time.time*2, m_Rnd + 5 + Time.time*2) - 0.5f; + transform.localPosition = Vector3.up + new Vector3(x, y, z)*1; + } + } + + + public void Extinguish() + { + m_Burning = false; + m_Light.enabled = false; + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/FireLight.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/FireLight.cs.meta new file mode 100644 index 00000000..82692919 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/FireLight.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 723274b822865ed4d9ed2a504c0ca79d +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/Hose.cs b/Assets/Standard Assets/ParticleSystems/Scripts/Hose.cs new file mode 100644 index 00000000..3d17324b --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/Hose.cs @@ -0,0 +1,37 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets.Effects +{ + public class Hose : MonoBehaviour + { + public float maxPower = 20; + public float minPower = 5; + public float changeSpeed = 5; + public ParticleSystem[] hoseWaterSystems; + public Renderer systemRenderer; + + private float m_Power; + + + // Update is called once per frame + private void Update() + { + m_Power = Mathf.Lerp(m_Power, Input.GetMouseButton(0) ? maxPower : minPower, Time.deltaTime*changeSpeed); + + if (Input.GetKeyDown(KeyCode.Alpha1)) + { + systemRenderer.enabled = !systemRenderer.enabled; + } + + foreach (var system in hoseWaterSystems) + { + ParticleSystem.MainModule mainModule = system.main; + mainModule.startSpeed = m_Power; + var emission = system.emission; + emission.enabled = (m_Power > minPower*1.1f); + } + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/Hose.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/Hose.cs.meta new file mode 100644 index 00000000..421af35a --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/Hose.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 915950f1f73ea9e429d92b7226238623 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ParticleSystemMultiplier.cs b/Assets/Standard Assets/ParticleSystems/Scripts/ParticleSystemMultiplier.cs new file mode 100644 index 00000000..c77eceea --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ParticleSystemMultiplier.cs @@ -0,0 +1,27 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Effects +{ + public class ParticleSystemMultiplier : MonoBehaviour + { + // a simple script to scale the size, speed and lifetime of a particle system + + public float multiplier = 1; + + + private void Start() + { + var systems = GetComponentsInChildren(); + foreach (ParticleSystem system in systems) + { + ParticleSystem.MainModule mainModule = system.main; + mainModule.startSizeMultiplier *= multiplier; + mainModule.startSpeedMultiplier *= multiplier; + mainModule.startLifetimeMultiplier *= Mathf.Lerp(multiplier, 1, 0.5f); + system.Clear(); + system.Play(); + } + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/ParticleSystemMultiplier.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/ParticleSystemMultiplier.cs.meta new file mode 100644 index 00000000..a271ba35 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/ParticleSystemMultiplier.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 039587c051912eb4ead9e58344c5f3ce +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/SmokeParticles.cs b/Assets/Standard Assets/ParticleSystems/Scripts/SmokeParticles.cs new file mode 100644 index 00000000..0d4e1566 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/SmokeParticles.cs @@ -0,0 +1,18 @@ +using System; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.Effects +{ + public class SmokeParticles : MonoBehaviour + { + public AudioClip[] extinguishSounds; + + + private void Start() + { + GetComponent().clip = extinguishSounds[Random.Range(0, extinguishSounds.Length)]; + GetComponent().Play(); + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/SmokeParticles.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/SmokeParticles.cs.meta new file mode 100644 index 00000000..2c461504 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/SmokeParticles.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 4414ab7cd3d674b449d233db0d583605 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/WaterHoseParticles.cs b/Assets/Standard Assets/ParticleSystems/Scripts/WaterHoseParticles.cs new file mode 100644 index 00000000..92c75169 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/WaterHoseParticles.cs @@ -0,0 +1,49 @@ +using System; +using UnityEngine; +using System.Collections.Generic; + +namespace UnityStandardAssets.Effects +{ + public class WaterHoseParticles : MonoBehaviour + { + public static float lastSoundTime; + public float force = 1; + + + private List m_CollisionEvents = new List(); + private ParticleSystem m_ParticleSystem; + + + private void Start() + { + m_ParticleSystem = GetComponent(); + } + + + private void OnParticleCollision(GameObject other) + { + int numCollisionEvents = m_ParticleSystem.GetCollisionEvents(other, m_CollisionEvents); + int i = 0; + + while (i < numCollisionEvents) + { + if (Time.time > lastSoundTime + 0.2f) + { + lastSoundTime = Time.time; + } + + var col = m_CollisionEvents[i].colliderComponent; + var attachedRigidbody = col.GetComponent(); + if (attachedRigidbody != null) + { + Vector3 vel = m_CollisionEvents[i].velocity; + attachedRigidbody.AddForce(vel*force, ForceMode.Impulse); + } + + other.BroadcastMessage("Extinguish", SendMessageOptions.DontRequireReceiver); + + i++; + } + } + } +} diff --git a/Assets/Standard Assets/ParticleSystems/Scripts/WaterHoseParticles.cs.meta b/Assets/Standard Assets/ParticleSystems/Scripts/WaterHoseParticles.cs.meta new file mode 100644 index 00000000..2f9aea14 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Scripts/WaterHoseParticles.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 2d79772cda0b4b6409070163fcab05da +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Shaders.meta b/Assets/Standard Assets/ParticleSystems/Shaders.meta new file mode 100644 index 00000000..50a50141 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Shaders.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: d5bbfe17fd61a7f45ad1932a5dd14b56 +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAdd.shader b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAdd.shader new file mode 100644 index 00000000..2a34bbfb --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAdd.shader @@ -0,0 +1,105 @@ +Shader "Particles/Priority Additive" { +Properties { + _TintColor ("Tint Color", Color) = (0.5,0.5,0.5,0.5) + _MainTex ("Particle Texture", 2D) = "white" {} + _InvFade ("Soft Particles Factor", Range(0.01,3.0)) = 1.0 +} + +Category { + Tags { "Queue"="Transparent+1" "IgnoreProjector"="True" "RenderType"="Transparent" } + Blend SrcAlpha One + AlphaTest Greater .01 + ColorMask RGB + Cull Off Lighting Off ZWrite Off Fog { Color (0,0,0,0) } + BindChannels { + Bind "Color", color + Bind "Vertex", vertex + Bind "TexCoord", texcoord + } + + // ---- Fragment program cards + SubShader { + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + #pragma fragmentoption ARB_precision_hint_fastest + #pragma multi_compile_particles + + #include "UnityCG.cginc" + + sampler2D _MainTex; + fixed4 _TintColor; + + struct appdata_t { + float4 vertex : POSITION; + fixed4 color : COLOR; + float2 texcoord : TEXCOORD0; + }; + + struct v2f { + float4 vertex : POSITION; + fixed4 color : COLOR; + float2 texcoord : TEXCOORD0; + #ifdef SOFTPARTICLES_ON + float4 projPos : TEXCOORD1; + #endif + }; + + float4 _MainTex_ST; + + v2f vert (appdata_t v) + { + v2f o; + o.vertex = UnityObjectToClipPos(v.vertex); + #ifdef SOFTPARTICLES_ON + o.projPos = ComputeScreenPos (o.vertex); + COMPUTE_EYEDEPTH(o.projPos.z); + #endif + o.color = v.color; + o.texcoord = TRANSFORM_TEX(v.texcoord,_MainTex); + return o; + } + + sampler2D _CameraDepthTexture; + float _InvFade; + + fixed4 frag (v2f i) : COLOR + { + #ifdef SOFTPARTICLES_ON + float sceneZ = LinearEyeDepth (UNITY_SAMPLE_DEPTH(tex2Dproj(_CameraDepthTexture, UNITY_PROJ_COORD(i.projPos)))); + float partZ = i.projPos.z; + float fade = saturate (_InvFade * (sceneZ-partZ)); + i.color.a *= fade; + #endif + + return 2.0f * i.color * _TintColor * tex2D(_MainTex, i.texcoord); + } + ENDCG + } + } + + // ---- Dual texture cards + SubShader { + Pass { + SetTexture [_MainTex] { + constantColor [_TintColor] + combine constant * primary + } + SetTexture [_MainTex] { + combine texture * previous DOUBLE + } + } + } + + // ---- Single texture cards (does not do color tint) + SubShader { + Pass { + SetTexture [_MainTex] { + combine texture * primary + } + } + } +} +} diff --git a/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAdd.shader.meta b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAdd.shader.meta new file mode 100644 index 00000000..29517b83 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAdd.shader.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 5cd052ce7ea5a2f438f599e02de6a390 +ShaderImporter: + defaultTextures: [] + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAddSoft.shader b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAddSoft.shader new file mode 100644 index 00000000..a1fedf81 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAddSoft.shader @@ -0,0 +1,104 @@ +Shader "Particles/Priority Additive (Soft)" { +Properties { + _MainTex ("Particle Texture", 2D) = "white" {} + _InvFade ("Soft Particles Factor", Range(0.01,3.0)) = 1.0 +} + +Category { + Tags { "Queue"="Transparent+1" "IgnoreProjector"="True" "RenderType"="Transparent" } + Blend One OneMinusSrcColor + ColorMask RGB + Cull Off Lighting Off ZWrite Off Fog { Color (0,0,0,0) } + BindChannels { + Bind "Color", color + Bind "Vertex", vertex + Bind "TexCoord", texcoord + } + + // ---- Fragment program cards + SubShader { + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + #pragma fragmentoption ARB_precision_hint_fastest + #pragma multi_compile_particles + + #include "UnityCG.cginc" + + sampler2D _MainTex; + fixed4 _TintColor; + + struct appdata_t { + float4 vertex : POSITION; + fixed4 color : COLOR; + float2 texcoord : TEXCOORD0; + }; + + struct v2f { + float4 vertex : POSITION; + fixed4 color : COLOR; + float2 texcoord : TEXCOORD0; + #ifdef SOFTPARTICLES_ON + float4 projPos : TEXCOORD1; + #endif + }; + + float4 _MainTex_ST; + + v2f vert (appdata_t v) + { + v2f o; + o.vertex = UnityObjectToClipPos(v.vertex); + #ifdef SOFTPARTICLES_ON + o.projPos = ComputeScreenPos (o.vertex); + COMPUTE_EYEDEPTH(o.projPos.z); + #endif + o.color = v.color; + o.texcoord = TRANSFORM_TEX(v.texcoord,_MainTex); + return o; + } + + sampler2D _CameraDepthTexture; + float _InvFade; + + fixed4 frag (v2f i) : COLOR + { + #ifdef SOFTPARTICLES_ON + float sceneZ = LinearEyeDepth (UNITY_SAMPLE_DEPTH(tex2Dproj(_CameraDepthTexture, UNITY_PROJ_COORD(i.projPos)))); + float partZ = i.projPos.z; + float fade = saturate (_InvFade * (sceneZ-partZ)); + i.color.a *= fade; + #endif + + half4 prev = i.color * tex2D(_MainTex, i.texcoord); + prev.rgb *= prev.a; + return prev; + } + ENDCG + } + } + + // ---- Dual texture cards + SubShader { + Pass { + SetTexture [_MainTex] { + combine texture * primary + } + SetTexture [_MainTex] { + combine previous * previous alpha, previous + } + } + } + + // ---- Single texture cards (does not do particle colors) + SubShader { + Pass { + SetTexture [_MainTex] { + combine texture * texture alpha, texture + } + } + } +} +} \ No newline at end of file diff --git a/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAddSoft.shader.meta b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAddSoft.shader.meta new file mode 100644 index 00000000..606c1a92 --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAddSoft.shader.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 694eef9939f180440a9d0891272eddba +ShaderImporter: + defaultTextures: [] + userData: + assetBundleName: diff --git a/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAlpha.shader b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAlpha.shader new file mode 100644 index 00000000..bf577f9f --- /dev/null +++ b/Assets/Standard Assets/ParticleSystems/Shaders/PriorityParticleAlpha.shader @@ -0,0 +1,105 @@ +Shader "Particles/Priority Alpha Blended" { +Properties { + _TintColor ("Tint Color", Color) = (0.5,0.5,0.5,0.5) + _MainTex ("Particle Texture", 2D) = "white" {} + _InvFade ("Soft Particles Factor", Range(0.01,3.0)) = 1.0 +} + +Category { + Tags { "Queue"="Transparent+1" "IgnoreProjector"="True" "RenderType"="Transparent" } + Blend SrcAlpha OneMinusSrcAlpha + AlphaTest Greater .01 + ColorMask RGB + Cull Off Lighting Off ZWrite Off + BindChannels { + Bind "Color", color + Bind "Vertex", vertex + Bind "TexCoord", texcoord + } + + // ---- Fragment program cards + SubShader { + Pass { + + CGPROGRAM + #pragma vertex vert + #pragma fragment frag + #pragma fragmentoption ARB_precision_hint_fastest + #pragma multi_compile_particles + + #include "UnityCG.cginc" + + sampler2D _MainTex; + fixed4 _TintColor; + + struct appdata_t { + float4 vertex : POSITION; + fixed4 color : COLOR; + float2 texcoord : TEXCOORD0; + }; + + struct v2f { + float4 vertex : POSITION; + fixed4 color : COLOR; + float2 texcoord : TEXCOORD0; + #ifdef SOFTPARTICLES_ON + float4 projPos : TEXCOORD1; + #endif + }; + + float4 _MainTex_ST; + + v2f vert (appdata_t v) + { + v2f o; + o.vertex = UnityObjectToClipPos(v.vertex); + #ifdef SOFTPARTICLES_ON + o.projPos = ComputeScreenPos (o.vertex); + COMPUTE_EYEDEPTH(o.projPos.z); + #endif + o.color = v.color; + o.texcoord = TRANSFORM_TEX(v.texcoord,_MainTex); + return o; + } + + sampler2D _CameraDepthTexture; + float _InvFade; + + fixed4 frag (v2f i) : COLOR + { + #ifdef SOFTPARTICLES_ON + float sceneZ = LinearEyeDepth (UNITY_SAMPLE_DEPTH(tex2Dproj(_CameraDepthTexture, UNITY_PROJ_COORD(i.projPos)))); + float partZ = i.projPos.z; + float fade = saturate (_InvFade * (sceneZ-partZ)); + i.color.a *= fade; + #endif + + return 2.0f * i.color * _TintColor 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causes an action to occur when + // a trigger collider is entered. + public enum Mode + { + Trigger = 0, // Just broadcast the action on to the target + Replace = 1, // replace target with source + Activate = 2, // Activate the target GameObject + Enable = 3, // Enable a component + Animate = 4, // Start animation on target + Deactivate = 5 // Decativate target GameObject + } + + public Mode action = Mode.Activate; // The action to accomplish + public Object target; // The game object to affect. If none, the trigger work on this game object + public GameObject source; + public int triggerCount = 1; + public bool repeatTrigger = false; + + + private void DoActivateTrigger() + { + triggerCount--; + + if (triggerCount == 0 || repeatTrigger) + { + Object currentTarget = target ?? gameObject; + Behaviour targetBehaviour = currentTarget as Behaviour; + GameObject targetGameObject = currentTarget as GameObject; + if (targetBehaviour != null) + { + targetGameObject = targetBehaviour.gameObject; + } + + switch (action) + { + case Mode.Trigger: + if (targetGameObject != null) + { + targetGameObject.BroadcastMessage("DoActivateTrigger"); + } + break; + case Mode.Replace: + if (source != null) + { + if (targetGameObject != null) + { + Instantiate(source, targetGameObject.transform.position, + targetGameObject.transform.rotation); + DestroyObject(targetGameObject); + } + } + break; + case Mode.Activate: + if (targetGameObject != null) + { + targetGameObject.SetActive(true); + } + break; + case Mode.Enable: + if (targetBehaviour != null) + { + targetBehaviour.enabled = true; + } + break; + case Mode.Animate: + if (targetGameObject != null) + { + targetGameObject.GetComponent().Play(); + } + break; + case Mode.Deactivate: + if (targetGameObject != null) + { + targetGameObject.SetActive(false); + } + break; + } + } + } + + + private void OnTriggerEnter(Collider other) + { + DoActivateTrigger(); + } + } +} diff --git a/Assets/Standard Assets/Utility/ActivateTrigger.cs.meta b/Assets/Standard Assets/Utility/ActivateTrigger.cs.meta new file mode 100644 index 00000000..fd866512 --- /dev/null +++ b/Assets/Standard Assets/Utility/ActivateTrigger.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: c8634e062924929664361c08745211fb +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/AlphaButtonClickMask.cs b/Assets/Standard Assets/Utility/AlphaButtonClickMask.cs new file mode 100644 index 00000000..fb9fc00c --- /dev/null +++ b/Assets/Standard Assets/Utility/AlphaButtonClickMask.cs @@ -0,0 +1,58 @@ +using UnityEngine; +using UnityEngine.UI; +using System.Collections; + +public class AlphaButtonClickMask : MonoBehaviour, ICanvasRaycastFilter +{ + protected Image _image; + + public void Start() + { + _image = GetComponent(); + + Texture2D tex = _image.sprite.texture as Texture2D; + + bool isInvalid = false; + if (tex != null) + { + try + { + tex.GetPixels32(); + } + catch (UnityException e) + { + Debug.LogError(e.Message); + isInvalid = true; + } + } + else + { + isInvalid = true; + } + + if (isInvalid) + { + Debug.LogError("This script need an Image with a readbale Texture2D to work."); + } + } + + public bool IsRaycastLocationValid(Vector2 sp, Camera eventCamera) + { + Vector2 localPoint; + RectTransformUtility.ScreenPointToLocalPointInRectangle(_image.rectTransform, sp, eventCamera, out localPoint); + + Vector2 pivot = _image.rectTransform.pivot; + Vector2 normalizedLocal = new Vector2(pivot.x + localPoint.x / _image.rectTransform.rect.width, pivot.y + localPoint.y / _image.rectTransform.rect.height); + Vector2 uv = new Vector2( + _image.sprite.rect.x + normalizedLocal.x * _image.sprite.rect.width, + _image.sprite.rect.y + normalizedLocal.y * _image.sprite.rect.height ); + + uv.x /= _image.sprite.texture.width; + uv.y /= _image.sprite.texture.height; + + //uv are inversed, as 0,0 or the rect transform seem to be upper right, then going negativ toward lower left... + Color c = _image.sprite.texture.GetPixelBilinear(uv.x, uv.y); + + return c.a> 0.1f; + } +} diff --git a/Assets/Standard Assets/Utility/AlphaButtonClickMask.cs.meta b/Assets/Standard Assets/Utility/AlphaButtonClickMask.cs.meta new file mode 100644 index 00000000..520f9efa --- /dev/null +++ b/Assets/Standard Assets/Utility/AlphaButtonClickMask.cs.meta @@ -0,0 +1,12 @@ +fileFormatVersion: 2 +guid: 971f44ba24a74294294daed00507d80e +timeCreated: 1436868016 +licenseType: Store +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: + assetBundleVariant: diff --git a/Assets/Standard Assets/Utility/AutoMobileShaderSwitch.cs b/Assets/Standard Assets/Utility/AutoMobileShaderSwitch.cs new file mode 100644 index 00000000..ca36efb7 --- /dev/null +++ b/Assets/Standard Assets/Utility/AutoMobileShaderSwitch.cs @@ -0,0 +1,199 @@ +using System; +using System.Collections.Generic; +using UnityEngine; +#if UNITY_EDITOR +using UnityEditor; +#endif + +namespace UnityStandardAssets.Utility +{ + public class AutoMobileShaderSwitch : MonoBehaviour + { + [SerializeField] private ReplacementList m_ReplacementList; + + // Use this for initialization + private void OnEnable() + { +#if UNITY_IPHONE || UNITY_ANDROID || UNITY_WP8 || UNITY_TIZEN || UNITY_STV + var renderers = FindObjectsOfType(); + Debug.Log (renderers.Length+" renderers"); + var oldMaterials = new List(); + var newMaterials = new List(); + + int materialsReplaced = 0; + int materialInstancesReplaced = 0; + + foreach(ReplacementDefinition replacementDef in m_ReplacementList.items) + { + foreach(var r in renderers) + { + Material[] modifiedMaterials = null; + for(int n=0; n 0) + { + for (int i = -1; i < items.arraySize; ++i) + { + var item = items.GetArrayElementAtIndex(i); + + float rowX = x; + for (int n = 0; n < props.Length; ++n) + { + float w = widths[n]*inspectorWidth; + + // Calculate rects + Rect rect = new Rect(rowX, y, w, lineHeight); + rowX += w; + + if (i == -1) + { + // draw title labels + EditorGUI.LabelField(rect, titles[n]); + } + else + { + if (props[n] == "-" || props[n] == "^" || props[n] == "v") + { + if (GUI.Button(rect, props[n])) + { + switch (props[n]) + { + case "-": + items.DeleteArrayElementAtIndex(i); + items.DeleteArrayElementAtIndex(i); + changedLength = true; + break; + case "v": + if (i > 0) + { + items.MoveArrayElement(i, i + 1); + } + break; + case "^": + if (i < items.arraySize - 1) + { + items.MoveArrayElement(i, i - 1); + } + break; + } + } + } + else + { + SerializedProperty prop = item.FindPropertyRelative(props[n]); + EditorGUI.PropertyField(rect, prop, GUIContent.none); + } + } + } + + y += lineHeight + k_Spacing; + if (changedLength) + { + break; + } + } + } + + // add button + var addButtonRect = new Rect((x + position.width) - widths[widths.Length - 1]*inspectorWidth, y, + widths[widths.Length - 1]*inspectorWidth, lineHeight); + if (GUI.Button(addButtonRect, "+")) + { + items.InsertArrayElementAtIndex(items.arraySize); + } + + y += lineHeight + k_Spacing; + + // Set indent back to what it was + EditorGUI.indentLevel = indent; + EditorGUI.EndProperty(); + } + + + public override float GetPropertyHeight(SerializedProperty property, GUIContent label) + { + SerializedProperty items = property.FindPropertyRelative("items"); + float lineAndSpace = k_LineHeight + k_Spacing; + return 40 + (items.arraySize*lineAndSpace) + lineAndSpace; + } + } +#endif +} diff --git a/Assets/Standard Assets/Utility/AutoMobileShaderSwitch.cs.meta b/Assets/Standard Assets/Utility/AutoMobileShaderSwitch.cs.meta new file mode 100644 index 00000000..41081568 --- /dev/null +++ b/Assets/Standard Assets/Utility/AutoMobileShaderSwitch.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9c4978ff6447f9040b84acc89b0bbdc8 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/AutoMoveAndRotate.cs b/Assets/Standard Assets/Utility/AutoMoveAndRotate.cs new file mode 100644 index 00000000..edbce0e3 --- /dev/null +++ b/Assets/Standard Assets/Utility/AutoMoveAndRotate.cs @@ -0,0 +1,41 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class AutoMoveAndRotate : MonoBehaviour + { + public Vector3andSpace moveUnitsPerSecond; + public Vector3andSpace rotateDegreesPerSecond; + public bool ignoreTimescale; + private float m_LastRealTime; + + + private void Start() + { + m_LastRealTime = Time.realtimeSinceStartup; + } + + + // Update is called once per frame + private void Update() + { + float deltaTime = Time.deltaTime; + if (ignoreTimescale) + { + deltaTime = (Time.realtimeSinceStartup - m_LastRealTime); + m_LastRealTime = Time.realtimeSinceStartup; + } + transform.Translate(moveUnitsPerSecond.value*deltaTime, moveUnitsPerSecond.space); + transform.Rotate(rotateDegreesPerSecond.value*deltaTime, moveUnitsPerSecond.space); + } + + + [Serializable] + public class Vector3andSpace + { + public Vector3 value; + public Space space = Space.Self; + } + } +} diff --git a/Assets/Standard Assets/Utility/AutoMoveAndRotate.cs.meta b/Assets/Standard Assets/Utility/AutoMoveAndRotate.cs.meta new file mode 100644 index 00000000..30b395ac --- /dev/null +++ b/Assets/Standard Assets/Utility/AutoMoveAndRotate.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: a1347817507220a4384f3ff6f7c24546 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/CameraRefocus.cs b/Assets/Standard Assets/Utility/CameraRefocus.cs new file mode 100644 index 00000000..26f1c9be --- /dev/null +++ b/Assets/Standard Assets/Utility/CameraRefocus.cs @@ -0,0 +1,58 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class CameraRefocus + { + public Camera Camera; + public Vector3 Lookatpoint; + public Transform Parent; + + private Vector3 m_OrigCameraPos; + private bool m_Refocus; + + + public CameraRefocus(Camera camera, Transform parent, Vector3 origCameraPos) + { + m_OrigCameraPos = origCameraPos; + Camera = camera; + Parent = parent; + } + + + public void ChangeCamera(Camera camera) + { + Camera = camera; + } + + + public void ChangeParent(Transform parent) + { + Parent = parent; + } + + + public void GetFocusPoint() + { + RaycastHit hitInfo; + if (Physics.Raycast(Parent.transform.position + m_OrigCameraPos, Parent.transform.forward, out hitInfo, + 100f)) + { + Lookatpoint = hitInfo.point; + m_Refocus = true; + return; + } + m_Refocus = false; + } + + + public void SetFocusPoint() + { + if (m_Refocus) + { + Camera.transform.LookAt(Lookatpoint); + } + } + } +} diff --git a/Assets/Standard Assets/Utility/CameraRefocus.cs.meta b/Assets/Standard Assets/Utility/CameraRefocus.cs.meta new file mode 100644 index 00000000..9300ded1 --- /dev/null +++ b/Assets/Standard Assets/Utility/CameraRefocus.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: d1e2e7a54dcc8694ab1eca46d072f264 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/CurveControlledBob.cs b/Assets/Standard Assets/Utility/CurveControlledBob.cs new file mode 100644 index 00000000..b3951b72 --- /dev/null +++ b/Assets/Standard Assets/Utility/CurveControlledBob.cs @@ -0,0 +1,54 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets.Utility +{ + [Serializable] + public class CurveControlledBob + { + public float HorizontalBobRange = 0.33f; + public float VerticalBobRange = 0.33f; + public AnimationCurve Bobcurve = new AnimationCurve(new Keyframe(0f, 0f), new Keyframe(0.5f, 1f), + new Keyframe(1f, 0f), new Keyframe(1.5f, -1f), + new Keyframe(2f, 0f)); // sin curve for head bob + public float VerticaltoHorizontalRatio = 1f; + + private float m_CyclePositionX; + private float m_CyclePositionY; + private float m_BobBaseInterval; + private Vector3 m_OriginalCameraPosition; + private float m_Time; + + + public void Setup(Camera camera, float bobBaseInterval) + { + m_BobBaseInterval = bobBaseInterval; + m_OriginalCameraPosition = camera.transform.localPosition; + + // get the length of the curve in time + m_Time = Bobcurve[Bobcurve.length - 1].time; + } + + + public Vector3 DoHeadBob(float speed) + { + float xPos = m_OriginalCameraPosition.x + (Bobcurve.Evaluate(m_CyclePositionX)*HorizontalBobRange); + float yPos = m_OriginalCameraPosition.y + (Bobcurve.Evaluate(m_CyclePositionY)*VerticalBobRange); + + m_CyclePositionX += (speed*Time.deltaTime)/m_BobBaseInterval; + m_CyclePositionY += ((speed*Time.deltaTime)/m_BobBaseInterval)*VerticaltoHorizontalRatio; + + if (m_CyclePositionX > m_Time) + { + m_CyclePositionX = m_CyclePositionX - m_Time; + } + if (m_CyclePositionY > m_Time) + { + m_CyclePositionY = m_CyclePositionY - m_Time; + } + + return new Vector3(xPos, yPos, 0f); + } + } +} diff --git a/Assets/Standard Assets/Utility/CurveControlledBob.cs.meta b/Assets/Standard Assets/Utility/CurveControlledBob.cs.meta new file mode 100644 index 00000000..3b9374f3 --- /dev/null +++ b/Assets/Standard Assets/Utility/CurveControlledBob.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 492f54f4accf00440828ffcb9e4fcc19 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/DragRigidbody.cs b/Assets/Standard Assets/Utility/DragRigidbody.cs new file mode 100644 index 00000000..b0f5c35e --- /dev/null +++ b/Assets/Standard Assets/Utility/DragRigidbody.cs @@ -0,0 +1,96 @@ +using System; +using System.Collections; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class DragRigidbody : MonoBehaviour + { + const float k_Spring = 50.0f; + const float k_Damper = 5.0f; + const float k_Drag = 10.0f; + const float k_AngularDrag = 5.0f; + const float k_Distance = 0.2f; + const bool k_AttachToCenterOfMass = false; + + private SpringJoint m_SpringJoint; + + + private void Update() + { + // Make sure the user pressed the mouse down + if (!Input.GetMouseButtonDown(0)) + { + return; + } + + var mainCamera = FindCamera(); + + // We need to actually hit an object + RaycastHit hit = new RaycastHit(); + if ( + !Physics.Raycast(mainCamera.ScreenPointToRay(Input.mousePosition).origin, + mainCamera.ScreenPointToRay(Input.mousePosition).direction, out hit, 100, + Physics.DefaultRaycastLayers)) + { + return; + } + // We need to hit a rigidbody that is not kinematic + if (!hit.rigidbody || hit.rigidbody.isKinematic) + { + return; + } + + if (!m_SpringJoint) + { + var go = new GameObject("Rigidbody dragger"); + Rigidbody body = go.AddComponent(); + m_SpringJoint = go.AddComponent(); + body.isKinematic = true; + } + + m_SpringJoint.transform.position = hit.point; + m_SpringJoint.anchor = Vector3.zero; + + m_SpringJoint.spring = k_Spring; + m_SpringJoint.damper = k_Damper; + m_SpringJoint.maxDistance = k_Distance; + m_SpringJoint.connectedBody = hit.rigidbody; + + StartCoroutine("DragObject", hit.distance); + } + + + private IEnumerator DragObject(float distance) + { + var oldDrag = m_SpringJoint.connectedBody.drag; + var oldAngularDrag = m_SpringJoint.connectedBody.angularDrag; + m_SpringJoint.connectedBody.drag = k_Drag; + m_SpringJoint.connectedBody.angularDrag = k_AngularDrag; + var mainCamera = FindCamera(); + while (Input.GetMouseButton(0)) + { + var ray = mainCamera.ScreenPointToRay(Input.mousePosition); + m_SpringJoint.transform.position = ray.GetPoint(distance); + yield return null; + } + if (m_SpringJoint.connectedBody) + { + m_SpringJoint.connectedBody.drag = oldDrag; + m_SpringJoint.connectedBody.angularDrag = oldAngularDrag; + m_SpringJoint.connectedBody = null; + } + } + + + private Camera FindCamera() + { + if (GetComponent()) + { + return GetComponent(); + } + + return Camera.main; + } + } +} diff --git a/Assets/Standard Assets/Utility/DragRigidbody.cs.meta b/Assets/Standard Assets/Utility/DragRigidbody.cs.meta new file mode 100644 index 00000000..42579c5c --- /dev/null +++ b/Assets/Standard Assets/Utility/DragRigidbody.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 58650e15a2607e44daa0f150e0061d89 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/DynamicShadowSettings.cs b/Assets/Standard Assets/Utility/DynamicShadowSettings.cs new file mode 100644 index 00000000..bedb5685 --- /dev/null +++ b/Assets/Standard Assets/Utility/DynamicShadowSettings.cs @@ -0,0 +1,51 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class DynamicShadowSettings : MonoBehaviour + { + public Light sunLight; + public float minHeight = 10; + public float minShadowDistance = 80; + public float minShadowBias = 1; + public float maxHeight = 1000; + public float maxShadowDistance = 10000; + public float maxShadowBias = 0.1f; + public float adaptTime = 1; + + private float m_SmoothHeight; + private float m_ChangeSpeed; + private float m_OriginalStrength = 1; + + + private void Start() + { + m_OriginalStrength = sunLight.shadowStrength; + } + + + // Update is called once per frame + private void Update() + { + Ray ray = new Ray(Camera.main.transform.position, -Vector3.up); + RaycastHit hit; + float height = transform.position.y; + if (Physics.Raycast(ray, out hit)) + { + height = hit.distance; + } + + if (Mathf.Abs(height - m_SmoothHeight) > 1) + { + m_SmoothHeight = Mathf.SmoothDamp(m_SmoothHeight, height, ref m_ChangeSpeed, adaptTime); + } + + float i = Mathf.InverseLerp(minHeight, maxHeight, m_SmoothHeight); + + QualitySettings.shadowDistance = Mathf.Lerp(minShadowDistance, maxShadowDistance, i); + sunLight.shadowBias = Mathf.Lerp(minShadowBias, maxShadowBias, 1 - ((1 - i)*(1 - i))); + sunLight.shadowStrength = Mathf.Lerp(m_OriginalStrength, 0, i); + } + } +} diff --git a/Assets/Standard Assets/Utility/DynamicShadowSettings.cs.meta b/Assets/Standard Assets/Utility/DynamicShadowSettings.cs.meta new file mode 100644 index 00000000..1bf45ee2 --- /dev/null +++ b/Assets/Standard Assets/Utility/DynamicShadowSettings.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 8566902b50d5bfb4fb7f8b89f9cdbe8b +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/EventSystemChecker.cs b/Assets/Standard Assets/Utility/EventSystemChecker.cs new file mode 100644 index 00000000..0401d319 --- /dev/null +++ b/Assets/Standard Assets/Utility/EventSystemChecker.cs @@ -0,0 +1,21 @@ +using System; +using System.Collections; +using UnityEngine; +using UnityEngine.EventSystems; + +public class EventSystemChecker : MonoBehaviour +{ + //public GameObject eventSystem; + + // Use this for initialization + void Awake () + { + if(!FindObjectOfType()) + { + //Instantiate(eventSystem); + GameObject obj = new GameObject("EventSystem"); + obj.AddComponent(); + obj.AddComponent().forceModuleActive = true; + } + } +} diff --git a/Assets/Standard Assets/Utility/EventSystemChecker.cs.meta b/Assets/Standard Assets/Utility/EventSystemChecker.cs.meta new file mode 100644 index 00000000..3b131fa8 --- /dev/null +++ b/Assets/Standard Assets/Utility/EventSystemChecker.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9c0578910bbe00d43919a92c7b9893fe +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/FOVKick.cs b/Assets/Standard Assets/Utility/FOVKick.cs new file mode 100644 index 00000000..fbfab585 --- /dev/null +++ b/Assets/Standard Assets/Utility/FOVKick.cs @@ -0,0 +1,73 @@ +using System; +using System.Collections; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + [Serializable] + public class FOVKick + { + public Camera Camera; // optional camera setup, if null the main camera will be used + [HideInInspector] public float originalFov; // the original fov + public float FOVIncrease = 3f; // the amount the field of view increases when going into a run + public float TimeToIncrease = 1f; // the amount of time the field of view will increase over + public float TimeToDecrease = 1f; // the amount of time the field of view will take to return to its original size + public AnimationCurve IncreaseCurve; + + + public void Setup(Camera camera) + { + CheckStatus(camera); + + Camera = camera; + originalFov = camera.fieldOfView; + } + + + private void CheckStatus(Camera camera) + { + if (camera == null) + { + throw new Exception("FOVKick camera is null, please supply the camera to the constructor"); + } + + if (IncreaseCurve == null) + { + throw new Exception( + "FOVKick Increase curve is null, please define the curve for the field of view kicks"); + } + } + + + public void ChangeCamera(Camera camera) + { + Camera = camera; + } + + + public IEnumerator FOVKickUp() + { + float t = Mathf.Abs((Camera.fieldOfView - originalFov)/FOVIncrease); + while (t < TimeToIncrease) + { + Camera.fieldOfView = originalFov + (IncreaseCurve.Evaluate(t/TimeToIncrease)*FOVIncrease); + t += Time.deltaTime; + yield return new WaitForEndOfFrame(); + } + } + + + public IEnumerator FOVKickDown() + { + float t = Mathf.Abs((Camera.fieldOfView - originalFov)/FOVIncrease); + while (t > 0) + { + Camera.fieldOfView = originalFov + (IncreaseCurve.Evaluate(t/TimeToDecrease)*FOVIncrease); + t -= Time.deltaTime; + yield return new WaitForEndOfFrame(); + } + //make sure that fov returns to the original size + Camera.fieldOfView = originalFov; + } + } +} diff --git a/Assets/Standard Assets/Utility/FOVKick.cs.meta b/Assets/Standard Assets/Utility/FOVKick.cs.meta new file mode 100644 index 00000000..50d5df62 --- /dev/null +++ b/Assets/Standard Assets/Utility/FOVKick.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 6045a93fb05b9c74884821030da2c46c +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/FPSCounter.cs b/Assets/Standard Assets/Utility/FPSCounter.cs new file mode 100644 index 00000000..6f9bc541 --- /dev/null +++ b/Assets/Standard Assets/Utility/FPSCounter.cs @@ -0,0 +1,38 @@ +using System; +using UnityEngine; +using UnityEngine.UI; + +namespace UnityStandardAssets.Utility +{ + [RequireComponent(typeof (Text))] + public class FPSCounter : MonoBehaviour + { + const float fpsMeasurePeriod = 0.5f; + private int m_FpsAccumulator = 0; + private float m_FpsNextPeriod = 0; + private int m_CurrentFps; + const string display = "{0} FPS"; + private Text m_Text; + + + private void Start() + { + m_FpsNextPeriod = Time.realtimeSinceStartup + fpsMeasurePeriod; + m_Text = GetComponent(); + } + + + private void Update() + { + // measure average frames per second + m_FpsAccumulator++; + if (Time.realtimeSinceStartup > m_FpsNextPeriod) + { + m_CurrentFps = (int) (m_FpsAccumulator/fpsMeasurePeriod); + m_FpsAccumulator = 0; + m_FpsNextPeriod += fpsMeasurePeriod; + m_Text.text = string.Format(display, m_CurrentFps); + } + } + } +} diff --git a/Assets/Standard Assets/Utility/FPSCounter.cs.meta b/Assets/Standard Assets/Utility/FPSCounter.cs.meta new file mode 100644 index 00000000..8b9f3b85 --- /dev/null +++ b/Assets/Standard Assets/Utility/FPSCounter.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 22bbf57ec543cee42a5aa0ec2dd9e457 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/FollowTarget.cs b/Assets/Standard Assets/Utility/FollowTarget.cs new file mode 100644 index 00000000..e7b91d99 --- /dev/null +++ b/Assets/Standard Assets/Utility/FollowTarget.cs @@ -0,0 +1,18 @@ +using System; +using UnityEngine; + + +namespace UnityStandardAssets.Utility +{ + public class FollowTarget : MonoBehaviour + { + public Transform target; + public Vector3 offset = new Vector3(0f, 7.5f, 0f); + + + private void LateUpdate() + { + transform.position = target.position + offset; + } + } +} diff --git a/Assets/Standard Assets/Utility/FollowTarget.cs.meta b/Assets/Standard Assets/Utility/FollowTarget.cs.meta new file mode 100644 index 00000000..28aa6616 --- /dev/null +++ b/Assets/Standard Assets/Utility/FollowTarget.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 246cc59c7a84ea44f87f6b70acfe30c5 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/ForcedReset.cs b/Assets/Standard Assets/Utility/ForcedReset.cs new file mode 100644 index 00000000..82d3e87f --- /dev/null +++ b/Assets/Standard Assets/Utility/ForcedReset.cs @@ -0,0 +1,18 @@ +using System; +using UnityEngine; +using UnityEngine.SceneManagement; +using UnityStandardAssets.CrossPlatformInput; + +[RequireComponent(typeof (GUITexture))] +public class ForcedReset : MonoBehaviour +{ + private void Update() + { + // if we have forced a reset ... + if (CrossPlatformInputManager.GetButtonDown("ResetObject")) + { + //... reload the scene + SceneManager.LoadScene(SceneManager.GetSceneAt(0).name); + } + } +} diff --git a/Assets/Standard Assets/Utility/ForcedReset.cs.meta b/Assets/Standard Assets/Utility/ForcedReset.cs.meta new file mode 100644 index 00000000..56690a54 --- /dev/null +++ b/Assets/Standard Assets/Utility/ForcedReset.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9b886447cba80f74e820adb3c9e70c76 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/LerpControlledBob.cs b/Assets/Standard Assets/Utility/LerpControlledBob.cs new file mode 100644 index 00000000..8d6b92cb --- /dev/null +++ b/Assets/Standard Assets/Utility/LerpControlledBob.cs @@ -0,0 +1,45 @@ +using System; +using System.Collections; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + [Serializable] + public class LerpControlledBob + { + public float BobDuration; + public float BobAmount; + + private float m_Offset = 0f; + + + // provides the offset that can be used + public float Offset() + { + return m_Offset; + } + + + public IEnumerator DoBobCycle() + { + // make the camera move down slightly + float t = 0f; + while (t < BobDuration) + { + m_Offset = Mathf.Lerp(0f, BobAmount, t/BobDuration); + t += Time.deltaTime; + yield return new WaitForFixedUpdate(); + } + + // make it move back to neutral + t = 0f; + while (t < BobDuration) + { + m_Offset = Mathf.Lerp(BobAmount, 0f, t/BobDuration); + t += Time.deltaTime; + yield return new WaitForFixedUpdate(); + } + m_Offset = 0f; + } + } +} diff --git a/Assets/Standard Assets/Utility/LerpControlledBob.cs.meta b/Assets/Standard Assets/Utility/LerpControlledBob.cs.meta new file mode 100644 index 00000000..5321d93d --- /dev/null +++ b/Assets/Standard Assets/Utility/LerpControlledBob.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: c1bbfafbde15c854681023b9e01e12dd +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/ObjectResetter.cs b/Assets/Standard Assets/Utility/ObjectResetter.cs new file mode 100644 index 00000000..d019fa6a --- /dev/null +++ b/Assets/Standard Assets/Utility/ObjectResetter.cs @@ -0,0 +1,57 @@ +using System; +using System.Collections; +using System.Collections.Generic; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class ObjectResetter : MonoBehaviour + { + private Vector3 originalPosition; + private Quaternion originalRotation; + private List originalStructure; + + private Rigidbody Rigidbody; + + // Use this for initialization + private void Start() + { + originalStructure = new List(GetComponentsInChildren()); + originalPosition = transform.position; + originalRotation = transform.rotation; + + Rigidbody = GetComponent(); + } + + + public void DelayedReset(float delay) + { + StartCoroutine(ResetCoroutine(delay)); + } + + + public IEnumerator ResetCoroutine(float delay) + { + yield return new WaitForSeconds(delay); + + // remove any gameobjects added (fire, skid trails, etc) + foreach (var t in GetComponentsInChildren()) + { + if (!originalStructure.Contains(t)) + { + t.parent = null; + } + } + + transform.position = originalPosition; + transform.rotation = originalRotation; + if (Rigidbody) + { + Rigidbody.velocity = Vector3.zero; + Rigidbody.angularVelocity = Vector3.zero; + } + + SendMessage("Reset"); + } + } +} diff --git a/Assets/Standard Assets/Utility/ObjectResetter.cs.meta b/Assets/Standard Assets/Utility/ObjectResetter.cs.meta new file mode 100644 index 00000000..4bcdef92 --- /dev/null +++ b/Assets/Standard Assets/Utility/ObjectResetter.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 643c971818f68d3439e84b5d8bdafe07 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/ParticleSystemDestroyer.cs b/Assets/Standard Assets/Utility/ParticleSystemDestroyer.cs new file mode 100644 index 00000000..22f66f6b --- /dev/null +++ b/Assets/Standard Assets/Utility/ParticleSystemDestroyer.cs @@ -0,0 +1,62 @@ +using System; +using System.Collections; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.Utility +{ + public class ParticleSystemDestroyer : MonoBehaviour + { + // allows a particle system to exist for a specified duration, + // then shuts off emission, and waits for all particles to expire + // before destroying the gameObject + + public float minDuration = 8; + public float maxDuration = 10; + + private float m_MaxLifetime; + private bool m_EarlyStop; + + + private IEnumerator Start() + { + var systems = GetComponentsInChildren(); + + // find out the maximum lifetime of any particles in this effect + foreach (var system in systems) + { + m_MaxLifetime = Mathf.Max(system.main.startLifetime.constant, m_MaxLifetime); + } + + // wait for random duration + + float stopTime = Time.time + Random.Range(minDuration, maxDuration); + + while (Time.time < stopTime && !m_EarlyStop) + { + yield return null; + } + Debug.Log("stopping " + name); + + // turn off emission + foreach (var system in systems) + { + var emission = system.emission; + emission.enabled = false; + } + BroadcastMessage("Extinguish", SendMessageOptions.DontRequireReceiver); + + // wait for any remaining particles to expire + yield return new WaitForSeconds(m_MaxLifetime); + + Destroy(gameObject); + } + + + public void Stop() + { + // stops the particle system early + m_EarlyStop = true; + } + } +} diff --git a/Assets/Standard Assets/Utility/ParticleSystemDestroyer.cs.meta b/Assets/Standard Assets/Utility/ParticleSystemDestroyer.cs.meta new file mode 100644 index 00000000..ac73e15b --- /dev/null +++ b/Assets/Standard 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private GameObject[] m_Content = new GameObject[0]; + [SerializeField] + private MonoBehaviour[] m_MonoBehaviours = new MonoBehaviour[0]; + [SerializeField] + private bool m_ChildrenOfThisObject; + +#if !UNITY_EDITOR + void OnEnable() + { + CheckEnableContent(); + } +#else + public int callbackOrder + { + get + { + return 1; + } + } +#endif + +#if UNITY_EDITOR + + private void OnEnable() + { + EditorApplication.update += Update; + } + + + private void OnDisable() + { + EditorApplication.update -= Update; + } + + public void OnActiveBuildTargetChanged(BuildTarget previousTarget, BuildTarget newTarget) + { + CheckEnableContent(); + } + + private void Update() + { + CheckEnableContent(); + } +#endif + + + private void CheckEnableContent() + { +#if (UNITY_IPHONE || UNITY_ANDROID || UNITY_WP8 || UNITY_TIZEN || UNITY_STV ) + if (m_BuildTargetGroup == BuildTargetGroup.Mobile) + { + EnableContent(true); + } else { + EnableContent(false); + } +#endif + +#if !(UNITY_IPHONE || UNITY_ANDROID || 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nextactiveobject); + } + + m_CurrentActiveObject = nextactiveobject; + camSwitchButton.text = objects[m_CurrentActiveObject].name; + } + } +} diff --git a/Assets/Standard Assets/Utility/SimpleActivatorMenu.cs.meta b/Assets/Standard Assets/Utility/SimpleActivatorMenu.cs.meta new file mode 100644 index 00000000..45823d10 --- /dev/null +++ b/Assets/Standard Assets/Utility/SimpleActivatorMenu.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 69b69a5b0e0a85b4aa97a7edc40c37d1 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/SimpleMouseRotator.cs b/Assets/Standard Assets/Utility/SimpleMouseRotator.cs new file mode 100644 index 00000000..5b1ef5ae --- /dev/null +++ b/Assets/Standard Assets/Utility/SimpleMouseRotator.cs @@ -0,0 +1,113 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput; + +namespace UnityStandardAssets.Utility +{ + public class SimpleMouseRotator : MonoBehaviour + { + // A mouselook behaviour with constraints which operate relative to + // this gameobject's initial rotation. + // Only rotates around local X and Y. + // Works in local coordinates, so if this object is parented + // to another moving gameobject, its local constraints will + // operate correctly + // (Think: looking out the side window of a car, or a gun turret + // on a moving spaceship with a limited angular range) + // to have no constraints on an axis, set the rotationRange to 360 or greater. + public Vector2 rotationRange = new Vector3(70, 70); + public float rotationSpeed = 10; + public float dampingTime = 0.2f; + public bool autoZeroVerticalOnMobile = true; + public bool autoZeroHorizontalOnMobile = false; + public bool relative = true; + + + private Vector3 m_TargetAngles; + private Vector3 m_FollowAngles; + private Vector3 m_FollowVelocity; + private Quaternion m_OriginalRotation; + + + private void Start() + { + m_OriginalRotation = transform.localRotation; + } + + + private void Update() + { + // we make initial calculations from the original local rotation + transform.localRotation = m_OriginalRotation; + + // read input from mouse or mobile controls + float inputH; + float inputV; + if (relative) + { + inputH = CrossPlatformInputManager.GetAxis("Mouse X"); + inputV = CrossPlatformInputManager.GetAxis("Mouse Y"); + + // wrap values to avoid springing quickly the wrong way from positive to negative + if (m_TargetAngles.y > 180) + { + m_TargetAngles.y -= 360; + m_FollowAngles.y -= 360; + } + if (m_TargetAngles.x > 180) + { + m_TargetAngles.x -= 360; + m_FollowAngles.x -= 360; + } + if (m_TargetAngles.y < -180) + { + m_TargetAngles.y += 360; + m_FollowAngles.y += 360; + } + if (m_TargetAngles.x < -180) + { + m_TargetAngles.x += 360; + m_FollowAngles.x += 360; + } + +#if MOBILE_INPUT + // on mobile, sometimes we want input mapped directly to tilt value, + // so it springs back automatically when the look input is released. + if (autoZeroHorizontalOnMobile) { + m_TargetAngles.y = Mathf.Lerp (-rotationRange.y * 0.5f, rotationRange.y * 0.5f, inputH * .5f + .5f); + } else { + m_TargetAngles.y += inputH * rotationSpeed; + } + if (autoZeroVerticalOnMobile) { + m_TargetAngles.x = Mathf.Lerp (-rotationRange.x * 0.5f, rotationRange.x * 0.5f, inputV * .5f + .5f); + } else { + m_TargetAngles.x += inputV * rotationSpeed; + } +#else + // with mouse input, we have direct control with no springback required. + m_TargetAngles.y += inputH*rotationSpeed; + m_TargetAngles.x += inputV*rotationSpeed; +#endif + + // clamp values to allowed range + m_TargetAngles.y = Mathf.Clamp(m_TargetAngles.y, -rotationRange.y*0.5f, rotationRange.y*0.5f); + m_TargetAngles.x = Mathf.Clamp(m_TargetAngles.x, -rotationRange.x*0.5f, rotationRange.x*0.5f); + } + else + { + inputH = Input.mousePosition.x; + inputV = Input.mousePosition.y; + + // set values to allowed range + m_TargetAngles.y = Mathf.Lerp(-rotationRange.y*0.5f, rotationRange.y*0.5f, inputH/Screen.width); + m_TargetAngles.x = Mathf.Lerp(-rotationRange.x*0.5f, rotationRange.x*0.5f, inputV/Screen.height); + } + + // smoothly interpolate current values to target angles + m_FollowAngles = Vector3.SmoothDamp(m_FollowAngles, m_TargetAngles, ref m_FollowVelocity, dampingTime); + + // update the actual gameobject's rotation + transform.localRotation = m_OriginalRotation*Quaternion.Euler(-m_FollowAngles.x, m_FollowAngles.y, 0); + } + } +} diff --git a/Assets/Standard Assets/Utility/SimpleMouseRotator.cs.meta b/Assets/Standard Assets/Utility/SimpleMouseRotator.cs.meta new file mode 100644 index 00000000..4c2b617d --- /dev/null +++ b/Assets/Standard Assets/Utility/SimpleMouseRotator.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: cadd54e4832aeef4b9359f44cbe335cd +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/SmoothFollow.cs b/Assets/Standard Assets/Utility/SmoothFollow.cs new file mode 100644 index 00000000..01881dc9 --- /dev/null +++ b/Assets/Standard Assets/Utility/SmoothFollow.cs @@ -0,0 +1,61 @@ +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class SmoothFollow : MonoBehaviour + { + + // The target we are following + [SerializeField] + private Transform target; + // The distance in the x-z plane to the target + [SerializeField] + private float distance = 10.0f; + // the height we want the camera to be above the target + [SerializeField] + private float height = 5.0f; + + [SerializeField] + private float rotationDamping; + [SerializeField] + private float heightDamping; + + // Use this for initialization + void Start() { } + + // Update is called once per frame + void LateUpdate() + { + // Early out if we don't have a target + if (!target) + return; + + // Calculate the current rotation angles + var wantedRotationAngle = target.eulerAngles.y; + var wantedHeight = target.position.y + height; + + var currentRotationAngle = transform.eulerAngles.y; + var currentHeight = transform.position.y; + + // Damp the rotation around the y-axis + currentRotationAngle = Mathf.LerpAngle(currentRotationAngle, wantedRotationAngle, rotationDamping * Time.deltaTime); + + // Damp the height + currentHeight = Mathf.Lerp(currentHeight, wantedHeight, heightDamping * Time.deltaTime); + + // Convert the angle into a rotation + var currentRotation = Quaternion.Euler(0, currentRotationAngle, 0); + + // Set the position of the camera on the x-z plane to: + // distance meters behind the target + transform.position = target.position; + transform.position -= currentRotation * Vector3.forward * distance; + + // Set the height of the camera + transform.position = new Vector3(transform.position.x ,currentHeight , transform.position.z); + + // Always look at the target + transform.LookAt(target); + } + } +} \ No newline at end of file diff --git a/Assets/Standard Assets/Utility/SmoothFollow.cs.meta b/Assets/Standard Assets/Utility/SmoothFollow.cs.meta new file mode 100644 index 00000000..8e0ee922 --- /dev/null +++ b/Assets/Standard Assets/Utility/SmoothFollow.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: f76806479d916a64aa03f8e3eba7912f +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/TimedObjectActivator.cs b/Assets/Standard Assets/Utility/TimedObjectActivator.cs new file mode 100644 index 00000000..7c0b13be --- /dev/null +++ b/Assets/Standard Assets/Utility/TimedObjectActivator.cs @@ -0,0 +1,216 @@ +using System; +using System.Collections; +using UnityEngine; +using UnityEngine.SceneManagement; +#if UNITY_EDITOR +using UnityEditor; +#endif + +namespace UnityStandardAssets.Utility +{ + public class TimedObjectActivator : MonoBehaviour + { + public enum Action + { + Activate, + Deactivate, + Destroy, + ReloadLevel, + Call, + } + + + [Serializable] + public class Entry + { + public GameObject target; + public Action action; + public float delay; + } + + + [Serializable] + public class Entries + { + public Entry[] entries; + } + + + public Entries entries = new Entries(); + + + private void Awake() + { + foreach (Entry entry in entries.entries) + { + switch (entry.action) + { + case Action.Activate: + StartCoroutine(Activate(entry)); + break; + case Action.Deactivate: + StartCoroutine(Deactivate(entry)); + break; + case Action.Destroy: + Destroy(entry.target, entry.delay); + break; + + case Action.ReloadLevel: + StartCoroutine(ReloadLevel(entry)); + break; + } + } + } + + + private IEnumerator Activate(Entry entry) + { + yield return new WaitForSeconds(entry.delay); + entry.target.SetActive(true); + } + + + private IEnumerator Deactivate(Entry entry) + { + yield return new WaitForSeconds(entry.delay); + entry.target.SetActive(false); + } + + + private IEnumerator ReloadLevel(Entry entry) + { + yield return new WaitForSeconds(entry.delay); + SceneManager.LoadScene(SceneManager.GetSceneAt(0).name); + } + } +} + + +namespace UnityStandardAssets.Utility.Inspector +{ +#if UNITY_EDITOR + [CustomPropertyDrawer(typeof (TimedObjectActivator.Entries))] + public class EntriesDrawer : PropertyDrawer + { + private const float k_LineHeight = 18; + private const float k_Spacing = 4; + + + public override void OnGUI(Rect position, SerializedProperty property, GUIContent label) + { + EditorGUI.BeginProperty(position, label, property); + + float x = position.x; + float y = position.y; + float width = position.width; + + // Draw label + EditorGUI.PrefixLabel(position, GUIUtility.GetControlID(FocusType.Passive), label); + + // Don't make child fields be indented + var indent = EditorGUI.indentLevel; + EditorGUI.indentLevel = 0; + + var entries = property.FindPropertyRelative("entries"); + + if (entries.arraySize > 0) + { + float actionWidth = .25f*width; + float targetWidth = .6f*width; + float delayWidth = .1f*width; + float buttonWidth = .05f*width; + + for (int i = 0; i < entries.arraySize; ++i) + { + y += k_LineHeight + k_Spacing; + + var entry = entries.GetArrayElementAtIndex(i); + + float rowX = x; + + // Calculate rects + Rect actionRect = new Rect(rowX, y, actionWidth, k_LineHeight); + rowX += actionWidth; + + Rect targetRect = new Rect(rowX, y, targetWidth, k_LineHeight); + rowX += targetWidth; + + Rect delayRect = new Rect(rowX, y, delayWidth, k_LineHeight); + rowX += delayWidth; + + Rect buttonRect = new Rect(rowX, y, buttonWidth, k_LineHeight); + rowX += buttonWidth; + + // Draw fields - passs GUIContent.none to each so they are drawn without labels + + if (entry.FindPropertyRelative("action").enumValueIndex != + (int) TimedObjectActivator.Action.ReloadLevel) + { + EditorGUI.PropertyField(actionRect, entry.FindPropertyRelative("action"), GUIContent.none); + EditorGUI.PropertyField(targetRect, entry.FindPropertyRelative("target"), GUIContent.none); + } + else + { + actionRect.width = actionRect.width + targetRect.width; + EditorGUI.PropertyField(actionRect, entry.FindPropertyRelative("action"), GUIContent.none); + } + + EditorGUI.PropertyField(delayRect, entry.FindPropertyRelative("delay"), GUIContent.none); + if (GUI.Button(buttonRect, "-")) + { + entries.DeleteArrayElementAtIndex(i); + break; + } + } + } + + // add & sort buttons + y += k_LineHeight + k_Spacing; + + var addButtonRect = new Rect(position.x + position.width - 120, y, 60, k_LineHeight); + if (GUI.Button(addButtonRect, "Add")) + { + entries.InsertArrayElementAtIndex(entries.arraySize); + } + + var sortButtonRect = new Rect(position.x + position.width - 60, y, 60, k_LineHeight); + if (GUI.Button(sortButtonRect, "Sort")) + { + bool changed = true; + while (entries.arraySize > 1 && changed) + { + changed = false; + for (int i = 0; i < entries.arraySize - 1; ++i) + { + var e1 = entries.GetArrayElementAtIndex(i); + var e2 = entries.GetArrayElementAtIndex(i + 1); + + if (e1.FindPropertyRelative("delay").floatValue > e2.FindPropertyRelative("delay").floatValue) + { + entries.MoveArrayElement(i + 1, i); + changed = true; + break; + } + } + } + } + + + // Set indent back to what it was + EditorGUI.indentLevel = indent; + // + + + EditorGUI.EndProperty(); + } + + + public override float GetPropertyHeight(SerializedProperty property, GUIContent label) + { + SerializedProperty entries = property.FindPropertyRelative("entries"); + float lineAndSpace = k_LineHeight + k_Spacing; + return 40 + (entries.arraySize*lineAndSpace) + lineAndSpace; + } + } +#endif +} diff --git a/Assets/Standard Assets/Utility/TimedObjectActivator.cs.meta b/Assets/Standard Assets/Utility/TimedObjectActivator.cs.meta new file mode 100644 index 00000000..e2fd0fcd --- /dev/null +++ b/Assets/Standard Assets/Utility/TimedObjectActivator.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 3a7cedf246fca744f90cbdc9dbe41166 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/TimedObjectDestructor.cs b/Assets/Standard Assets/Utility/TimedObjectDestructor.cs new file mode 100644 index 00000000..fdf5e078 --- /dev/null +++ b/Assets/Standard Assets/Utility/TimedObjectDestructor.cs @@ -0,0 +1,27 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class TimedObjectDestructor : MonoBehaviour + { + [SerializeField] private float m_TimeOut = 1.0f; + [SerializeField] private bool m_DetachChildren = false; + + + private void Awake() + { + Invoke("DestroyNow", m_TimeOut); + } + + + private void DestroyNow() + { + if (m_DetachChildren) + { + transform.DetachChildren(); + } + DestroyObject(gameObject); + } + } +} diff --git a/Assets/Standard Assets/Utility/TimedObjectDestructor.cs.meta b/Assets/Standard Assets/Utility/TimedObjectDestructor.cs.meta new file mode 100644 index 00000000..9dec4d41 --- /dev/null +++ b/Assets/Standard Assets/Utility/TimedObjectDestructor.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 37fac21d1f093d344816942d1abce94e +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/WaypointCircuit.cs b/Assets/Standard Assets/Utility/WaypointCircuit.cs new file mode 100644 index 00000000..4f483fa3 --- /dev/null +++ b/Assets/Standard Assets/Utility/WaypointCircuit.cs @@ -0,0 +1,384 @@ +using System; +using System.Collections; +using UnityEngine; +#if UNITY_EDITOR +using UnityEditor; + +#endif + +namespace UnityStandardAssets.Utility +{ + public class WaypointCircuit : MonoBehaviour + { + public WaypointList waypointList = new WaypointList(); + [SerializeField] private bool smoothRoute = true; + private int numPoints; + private Vector3[] points; + private float[] distances; + + public float editorVisualisationSubsteps = 100; + public float Length { get; private set; } + + public Transform[] Waypoints + { + get { return waypointList.items; } + } + + //this being here will save GC allocs + private int p0n; + private int p1n; + private int p2n; + private int p3n; + + private float i; + private Vector3 P0; + private Vector3 P1; + private Vector3 P2; + private Vector3 P3; + + // Use this for initialization + private void Awake() + { + if (Waypoints.Length > 1) + { + CachePositionsAndDistances(); + } + numPoints = Waypoints.Length; + } + + + public RoutePoint GetRoutePoint(float dist) + { + // position and direction + Vector3 p1 = GetRoutePosition(dist); + Vector3 p2 = GetRoutePosition(dist + 0.1f); + Vector3 delta = p2 - p1; + return new RoutePoint(p1, delta.normalized); + } + + + public Vector3 GetRoutePosition(float dist) + { + int point = 0; + + if (Length == 0) + { + Length = distances[distances.Length - 1]; + } + + dist = Mathf.Repeat(dist, Length); + + while (distances[point] < dist) + { + ++point; + } + + + // get nearest two points, ensuring points wrap-around start & end of circuit + p1n = ((point - 1) + numPoints)%numPoints; + p2n = point; + + // found point numbers, now find interpolation value between the two middle points + + i = Mathf.InverseLerp(distances[p1n], distances[p2n], dist); + + if (smoothRoute) + { + // smooth catmull-rom calculation between the two relevant points + + + // get indices for the surrounding 2 points, because + // four points are required by the catmull-rom function + p0n = ((point - 2) + numPoints)%numPoints; + p3n = (point + 1)%numPoints; + + // 2nd point may have been the 'last' point - a dupe of the first, + // (to give a value of max track distance instead of zero) + // but now it must be wrapped back to zero if that was the case. + p2n = p2n%numPoints; + + P0 = points[p0n]; + P1 = points[p1n]; + P2 = points[p2n]; + P3 = points[p3n]; + + return CatmullRom(P0, P1, P2, P3, i); + } + else + { + // simple linear lerp between the two points: + + p1n = ((point - 1) + numPoints)%numPoints; + p2n = point; + + return Vector3.Lerp(points[p1n], points[p2n], i); + } + } + + + private Vector3 CatmullRom(Vector3 p0, Vector3 p1, Vector3 p2, Vector3 p3, float i) + { + // comments are no use here... it's the catmull-rom equation. + // Un-magic this, lord vector! + return 0.5f* + ((2*p1) + (-p0 + p2)*i + (2*p0 - 5*p1 + 4*p2 - p3)*i*i + + (-p0 + 3*p1 - 3*p2 + p3)*i*i*i); + } + + + private void CachePositionsAndDistances() + { + // transfer the position of each point and distances between points to arrays for + // speed of lookup at runtime + points = new Vector3[Waypoints.Length + 1]; + distances = new float[Waypoints.Length + 1]; + + float accumulateDistance = 0; + for (int i = 0; i < points.Length; ++i) + { + var t1 = Waypoints[(i)%Waypoints.Length]; + var t2 = Waypoints[(i + 1)%Waypoints.Length]; + if (t1 != null && t2 != null) + { + Vector3 p1 = t1.position; + Vector3 p2 = t2.position; + points[i] = Waypoints[i%Waypoints.Length].position; + distances[i] = accumulateDistance; + accumulateDistance += (p1 - p2).magnitude; + } + } + } + + + private void OnDrawGizmos() + { + DrawGizmos(false); + } + + + private void OnDrawGizmosSelected() + { + DrawGizmos(true); + } + + + private void DrawGizmos(bool selected) + { + waypointList.circuit = this; + if (Waypoints.Length > 1) + { + numPoints = Waypoints.Length; + + CachePositionsAndDistances(); + Length = distances[distances.Length - 1]; + + Gizmos.color = selected ? Color.yellow : new Color(1, 1, 0, 0.5f); + Vector3 prev = Waypoints[0].position; + if (smoothRoute) + { + for (float dist = 0; dist < Length; dist += Length/editorVisualisationSubsteps) + { + Vector3 next = GetRoutePosition(dist + 1); + Gizmos.DrawLine(prev, next); + prev = next; + } + Gizmos.DrawLine(prev, Waypoints[0].position); + } + else + { + for (int n = 0; n < Waypoints.Length; ++n) + { + Vector3 next = Waypoints[(n + 1)%Waypoints.Length].position; + Gizmos.DrawLine(prev, next); + prev = next; + } + } + } + } + + + [Serializable] + public class WaypointList + { + public WaypointCircuit circuit; + public Transform[] items = new Transform[0]; + } + + public struct RoutePoint + { + public Vector3 position; + public Vector3 direction; + + + public RoutePoint(Vector3 position, Vector3 direction) + { + this.position = position; + this.direction = direction; + } + } + } +} + +namespace UnityStandardAssets.Utility.Inspector +{ +#if UNITY_EDITOR + [CustomPropertyDrawer(typeof (WaypointCircuit.WaypointList))] + public class WaypointListDrawer : PropertyDrawer + { + private float lineHeight = 18; + private float spacing = 4; + + + public override void OnGUI(Rect position, SerializedProperty property, GUIContent label) + { + EditorGUI.BeginProperty(position, label, property); + + float x = position.x; + float y = position.y; + float inspectorWidth = position.width; + + // Draw label + + + // Don't make child fields be indented + var indent = EditorGUI.indentLevel; + EditorGUI.indentLevel = 0; + + var items = property.FindPropertyRelative("items"); + var titles = new string[] {"Transform", "", "", ""}; + var props = new string[] {"transform", "^", "v", "-"}; + var widths = new float[] {.7f, .1f, .1f, .1f}; + float lineHeight = 18; + bool changedLength = false; + if (items.arraySize > 0) + { + for (int i = -1; i < items.arraySize; ++i) + { + var item = items.GetArrayElementAtIndex(i); + + float rowX = x; + for (int n = 0; n < props.Length; ++n) + { + float w = widths[n]*inspectorWidth; + + // Calculate rects + Rect rect = new Rect(rowX, y, w, lineHeight); + rowX += w; + + if (i == -1) + { + EditorGUI.LabelField(rect, titles[n]); + } + else + { + if (n == 0) + { + EditorGUI.ObjectField(rect, item.objectReferenceValue, typeof (Transform), true); + } + else + { + if (GUI.Button(rect, props[n])) + { + switch (props[n]) + { + case "-": + items.DeleteArrayElementAtIndex(i); + items.DeleteArrayElementAtIndex(i); + changedLength = true; + break; + case "v": + if (i > 0) + { + items.MoveArrayElement(i, i + 1); + } + break; + case "^": + if (i < items.arraySize - 1) + { + items.MoveArrayElement(i, i - 1); + } + break; + } + } + } + } + } + + y += lineHeight + spacing; + if (changedLength) + { + break; + } + } + } + else + { + // add button + var addButtonRect = new Rect((x + position.width) - widths[widths.Length - 1]*inspectorWidth, y, + widths[widths.Length - 1]*inspectorWidth, lineHeight); + if (GUI.Button(addButtonRect, "+")) + { + items.InsertArrayElementAtIndex(items.arraySize); + } + + y += lineHeight + spacing; + } + + // add all button + var addAllButtonRect = new Rect(x, y, inspectorWidth, lineHeight); + if (GUI.Button(addAllButtonRect, "Assign using all child objects")) + { + var circuit = property.FindPropertyRelative("circuit").objectReferenceValue as WaypointCircuit; + var children = new Transform[circuit.transform.childCount]; + int n = 0; + foreach (Transform child in circuit.transform) + { + children[n++] = child; + } + Array.Sort(children, new TransformNameComparer()); + circuit.waypointList.items = new Transform[children.Length]; + for (n = 0; n < children.Length; ++n) + { + circuit.waypointList.items[n] = children[n]; + } + } + y += lineHeight + spacing; + + // rename all button + var renameButtonRect = new Rect(x, y, inspectorWidth, lineHeight); + if (GUI.Button(renameButtonRect, "Auto Rename numerically from this order")) + { + var circuit = property.FindPropertyRelative("circuit").objectReferenceValue as WaypointCircuit; + int n = 0; + foreach (Transform child in circuit.waypointList.items) + { + child.name = "Waypoint " + (n++).ToString("000"); + } + } + y += lineHeight + spacing; + + // Set indent back to what it was + EditorGUI.indentLevel = indent; + EditorGUI.EndProperty(); + } + + + public override float GetPropertyHeight(SerializedProperty property, GUIContent label) + { + SerializedProperty items = property.FindPropertyRelative("items"); + float lineAndSpace = lineHeight + spacing; + return 40 + (items.arraySize*lineAndSpace) + lineAndSpace; + } + + + // comparer for check distances in ray cast hits + public class TransformNameComparer : IComparer + { + public int Compare(object x, object y) + { + return ((Transform) x).name.CompareTo(((Transform) y).name); + } + } + } +#endif +} diff --git a/Assets/Standard Assets/Utility/WaypointCircuit.cs.meta b/Assets/Standard Assets/Utility/WaypointCircuit.cs.meta new file mode 100644 index 00000000..7dd72d7f --- /dev/null +++ b/Assets/Standard Assets/Utility/WaypointCircuit.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 70852dc981465ea48bb527b9e33a87fd +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Utility/WaypointProgressTracker.cs b/Assets/Standard Assets/Utility/WaypointProgressTracker.cs new file mode 100644 index 00000000..750b779f --- /dev/null +++ b/Assets/Standard Assets/Utility/WaypointProgressTracker.cs @@ -0,0 +1,152 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Utility +{ + public class WaypointProgressTracker : MonoBehaviour + { + // This script can be used with any object that is supposed to follow a + // route marked out by waypoints. + + // This script manages the amount to look ahead along the route, + // and keeps track of progress and laps. + + [SerializeField] private WaypointCircuit circuit; // A reference to the waypoint-based route we should follow + + [SerializeField] private float lookAheadForTargetOffset = 5; + // The offset ahead along the route that the we will aim for + + [SerializeField] private float lookAheadForTargetFactor = .1f; + // A multiplier adding distance ahead along the route to aim for, based on current speed + + [SerializeField] private float lookAheadForSpeedOffset = 10; + // The offset ahead only the route for speed adjustments (applied as the rotation of the waypoint target transform) + + [SerializeField] private float lookAheadForSpeedFactor = .2f; + // A multiplier adding distance ahead along the route for speed adjustments + + [SerializeField] private ProgressStyle progressStyle = ProgressStyle.SmoothAlongRoute; + // whether to update the position smoothly along the route (good for curved paths) or just when we reach each waypoint. + + [SerializeField] private float pointToPointThreshold = 4; + // proximity to waypoint which must be reached to switch target to next waypoint : only used in PointToPoint mode. + + public enum ProgressStyle + { + SmoothAlongRoute, + PointToPoint, + } + + // these are public, readable by other objects - i.e. for an AI to know where to head! + public WaypointCircuit.RoutePoint targetPoint { get; private set; } + public WaypointCircuit.RoutePoint speedPoint { get; private set; } + public WaypointCircuit.RoutePoint progressPoint { get; private set; } + + public Transform target; + + private float progressDistance; // The progress round the route, used in smooth mode. + private int progressNum; // the current waypoint number, used in point-to-point mode. + private Vector3 lastPosition; // Used to calculate current speed (since we may not have a rigidbody component) + private float speed; // current speed of this object (calculated from delta since last frame) + + // setup script properties + private void Start() + { + // we use a transform to represent the point to aim for, and the point which + // is considered for upcoming changes-of-speed. This allows this component + // to communicate this information to the AI without requiring further dependencies. + + // You can manually create a transform and assign it to this component *and* the AI, + // then this component will update it, and the AI can read it. + if (target == null) + { + target = new GameObject(name + " Waypoint Target").transform; + } + + Reset(); + } + + + // reset the object to sensible values + public void Reset() + { + progressDistance = 0; + progressNum = 0; + if (progressStyle == ProgressStyle.PointToPoint) + { + target.position = circuit.Waypoints[progressNum].position; + target.rotation = circuit.Waypoints[progressNum].rotation; + } + } + + + private void Update() + { + if (progressStyle == ProgressStyle.SmoothAlongRoute) + { + // determine the position we should currently be aiming for + // (this is different to the current progress position, it is a a certain amount ahead along the route) + // we use lerp as a simple way of smoothing out the speed over time. + if (Time.deltaTime > 0) + { + speed = Mathf.Lerp(speed, (lastPosition - transform.position).magnitude/Time.deltaTime, + Time.deltaTime); + } + target.position = + circuit.GetRoutePoint(progressDistance + lookAheadForTargetOffset + lookAheadForTargetFactor*speed) + .position; + target.rotation = + Quaternion.LookRotation( + circuit.GetRoutePoint(progressDistance + lookAheadForSpeedOffset + lookAheadForSpeedFactor*speed) + .direction); + + + // get our current progress along the route + progressPoint = circuit.GetRoutePoint(progressDistance); + Vector3 progressDelta = progressPoint.position - transform.position; + if (Vector3.Dot(progressDelta, progressPoint.direction) < 0) + { + progressDistance += progressDelta.magnitude*0.5f; + } + + lastPosition = transform.position; + } + else + { + // point to point mode. Just increase the waypoint if we're close enough: + + Vector3 targetDelta = target.position - transform.position; + if (targetDelta.magnitude < pointToPointThreshold) + { + progressNum = (progressNum + 1)%circuit.Waypoints.Length; + } + + + target.position = circuit.Waypoints[progressNum].position; + target.rotation = circuit.Waypoints[progressNum].rotation; + + // get our current progress along the route + progressPoint = circuit.GetRoutePoint(progressDistance); + Vector3 progressDelta = progressPoint.position - transform.position; + if (Vector3.Dot(progressDelta, progressPoint.direction) < 0) + { + progressDistance += progressDelta.magnitude; + } + lastPosition = transform.position; + } + } + + + private void OnDrawGizmos() + { + if (Application.isPlaying) + { + Gizmos.color = Color.green; + Gizmos.DrawLine(transform.position, target.position); + Gizmos.DrawWireSphere(circuit.GetRoutePosition(progressDistance), 1); + Gizmos.color = Color.yellow; + Gizmos.DrawLine(target.position, target.position + target.forward); + } + } + } +} diff --git a/Assets/Standard Assets/Utility/WaypointProgressTracker.cs.meta b/Assets/Standard Assets/Utility/WaypointProgressTracker.cs.meta new file mode 100644 index 00000000..79b21ef9 --- /dev/null +++ b/Assets/Standard Assets/Utility/WaypointProgressTracker.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: c5cb22d331ef7d64796f917c6a455a32 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles.meta b/Assets/Standard Assets/Vehicles.meta new file mode 100644 index 00000000..9174fd0f --- /dev/null +++ b/Assets/Standard Assets/Vehicles.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: 91c9eb0d68c3aa9468278099737303a2 +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft.meta b/Assets/Standard Assets/Vehicles/Aircraft.meta new file mode 100644 index 00000000..3dd11af5 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: b7de47d41fcb3aa49902af940a730982 +folderAsset: yes +DefaultImporter: + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/AircraftGuidelines.txt b/Assets/Standard Assets/Vehicles/Aircraft/AircraftGuidelines.txt new file mode 100644 index 00000000..5a09c3fb --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/AircraftGuidelines.txt @@ -0,0 +1,29 @@ +In the Aircraft folder you'll find a few ready-made Aircraft prefabs, which are used in the Aircraft sample scenes. These prefabs demonstrate how you can use the Aircraft scripts we've included, including some AI-controlled variants which are able to fly directly towards a specified target, or follow a waypoint-based route. + +The Jet Plane and the Propeller Plane prefabs share most of the same scripts (and some of the same 3D artwork), but their main difference is in their power and aerodynamic handling settings. + +The scripts included have been designed to be modular in nature, so that the extra features of a particular aircraft can be set up (such as propellers, flaps, landing gear), however it's possible to get any GameObject flying by simply adding the AeroplaneController script and either the "UserControl" or "AiControl" scripts. (If you add the AiControl script, you'll need to assign it a target). + +To set up your own aircraft from scratch, use the following steps: + +1) Start with a suitable scene. There ought to be enough flat ground for a sensible take-off. +2) Place your 3d model in the scene. +3) Add the AeroplaneController script. (this will automatically add a required Rigidbody component). +4) Add the AeroplaneUserControl script. +5) Add a suitable Collider (or set of Colliders), so that it doesn't fall through the floor. +6) Hit play, try taking off. (Arrows/WSAD for power and rudder, Mouse for roll and pitch). +7) You may find the friction of your Colliders against the ground prevent take-off, or cause the plane to turn awkwardly during take-off. In this case you'll either need to reduce the friction of the Colliders touching the ground (by assigning a low-friction physics material to the Colliders), or add Wheel Colliders to your plane so that it can roll along the ground before take-off (as we have done in the sample prefabs provided). + +You can then mix and match the other optional components to add features such as engine sound, animated flaps, and propellers. + +You'll probably want to add a camera rig, so that the camera follows the aircraft as it flies off. See the Camera Rig guidelines for instructions on how to do that. + +The Aeroplane script exposes a number of properties which determine the power and handling of the aircraft, however ultimately the script is designed to provide a fun arcade game-like feel rather than attempting to be a realistic simulation of aircraft aerodynamics. It is possible to set up aircraft that will glide and stall, but ultimately the emphasis is on performance and fun rather than realism! + +For more detail about each setting, see the comments in the script. + +The AeroplaneUserControl script takes input from the "CrossPlatformInput" class included in the sample assets, however if you're not targeting mobile or prefer to use a different system to read input, you can simply use unity's built in Input class in place of CrossPlatformInput. For more information, see the Cross Platform Input guidelines. + +The AeroplaneAIControl component can be added instead of the AeroplaneUserControl component, allowing the plane to be AI controlled. You can set it up to either fly towards a specified target, or (by using the WaypointProgressTracker) follow a waypoint-defined route. 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designated target. + // It sends the equivalent of the inputs that a user would send to the Aeroplane controller. + [SerializeField] private float m_RollSensitivity = .2f; // How sensitively the AI applies the roll controls + [SerializeField] private float m_PitchSensitivity = .5f; // How sensitively the AI applies the pitch controls + [SerializeField] private float m_LateralWanderDistance = 5; // The amount that the plane can wander by when heading for a target + [SerializeField] private float m_LateralWanderSpeed = 0.11f; // The speed at which the plane will wander laterally + [SerializeField] private float m_MaxClimbAngle = 45; // The maximum angle that the AI will attempt to make plane can climb at + [SerializeField] private float m_MaxRollAngle = 45; // The maximum angle that the AI will attempt to u + [SerializeField] private float m_SpeedEffect = 0.01f; // This increases the effect of the controls based on the plane's speed. + [SerializeField] private float m_TakeoffHeight = 20; // the AI will fly straight and only pitch upwards until reaching this height + [SerializeField] private Transform m_Target; // the target to fly towards + + private AeroplaneController m_AeroplaneController; // The aeroplane controller that is used to move the plane + private float m_RandomPerlin; // Used for generating random point on perlin noise so that the plane will wander off path slightly + private bool m_TakenOff; // Has the plane taken off yet + + + // setup script properties + private void Awake() + { + // get the reference to the aeroplane controller, so we can send move input to it and read its current state. + m_AeroplaneController = GetComponent(); + + // pick a random perlin starting point for lateral wandering + m_RandomPerlin = Random.Range(0f, 100f); + } + + + // reset the object to sensible values + public void Reset() + { + m_TakenOff = false; + } + + + // fixed update is called in time with the physics system update + private void FixedUpdate() + { + if (m_Target != null) + { + // make the plane wander from the path, useful for making the AI seem more human, less robotic. + Vector3 targetPos = m_Target.position + + transform.right* + (Mathf.PerlinNoise(Time.time*m_LateralWanderSpeed, m_RandomPerlin)*2 - 1)* + m_LateralWanderDistance; + + // adjust the yaw and pitch towards the target + Vector3 localTarget = transform.InverseTransformPoint(targetPos); + float targetAngleYaw = Mathf.Atan2(localTarget.x, localTarget.z); + float targetAnglePitch = -Mathf.Atan2(localTarget.y, localTarget.z); + + + // Set the target for the planes pitch, we check later that this has not passed the maximum threshold + targetAnglePitch = Mathf.Clamp(targetAnglePitch, -m_MaxClimbAngle*Mathf.Deg2Rad, + m_MaxClimbAngle*Mathf.Deg2Rad); + + // calculate the difference between current pitch and desired pitch + float changePitch = targetAnglePitch - m_AeroplaneController.PitchAngle; + + // AI always applies gentle forward throttle + const float throttleInput = 0.5f; + + // AI applies elevator control (pitch, rotation around x) to reach the target angle + float pitchInput = changePitch*m_PitchSensitivity; + + // clamp the planes roll + float desiredRoll = Mathf.Clamp(targetAngleYaw, -m_MaxRollAngle*Mathf.Deg2Rad, m_MaxRollAngle*Mathf.Deg2Rad); + float yawInput = 0; + float rollInput = 0; + if (!m_TakenOff) + { + // If the planes altitude is above m_TakeoffHeight we class this as taken off + if (m_AeroplaneController.Altitude > m_TakeoffHeight) + { + m_TakenOff = true; + } + } + else + { + // now we have taken off to a safe height, we can use the rudder and ailerons to yaw and roll + yawInput = targetAngleYaw; + rollInput = -(m_AeroplaneController.RollAngle - desiredRoll)*m_RollSensitivity; + } + + // adjust how fast the AI is changing the controls based on the speed. Faster speed = faster on the controls. + float currentSpeedEffect = 1 + (m_AeroplaneController.ForwardSpeed*m_SpeedEffect); + rollInput *= currentSpeedEffect; + pitchInput *= currentSpeedEffect; + yawInput *= currentSpeedEffect; + + // pass the current input to the plane (false = because AI never uses air brakes!) + m_AeroplaneController.Move(rollInput, pitchInput, yawInput, throttleInput, false); + } + else + { + // no target set, send zeroed input to the planeW + m_AeroplaneController.Move(0, 0, 0, 0, false); + } + } + + + // allows other scripts to set the plane's target + public void SetTarget(Transform target) + { + m_Target = target; + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAiControl.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAiControl.cs.meta new file mode 100644 index 00000000..8e5d89b4 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAiControl.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 6f947e56d54f4274896478766fef616c +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAudio.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAudio.cs new file mode 100644 index 00000000..5db83e44 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAudio.cs @@ -0,0 +1,97 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + public class AeroplaneAudio : MonoBehaviour + { + + [Serializable] + public class AdvancedSetttings // A class for storing the advanced options. + { + public float engineMinDistance = 50f; // The min distance of the engine audio source. + public float engineMaxDistance = 1000f; // The max distance of the engine audio source. + public float engineDopplerLevel = 1f; // The doppler level of the engine audio source. + [Range(0f, 1f)] public float engineMasterVolume = 0.5f; // An overall control of the engine sound volume. + public float windMinDistance = 10f; // The min distance of the wind audio source. + public float windMaxDistance = 100f; // The max distance of the wind audio source. + public float windDopplerLevel = 1f; // The doppler level of the wind audio source. + [Range(0f, 1f)] public float windMasterVolume = 0.5f; // An overall control of the wind sound volume. + } + + [SerializeField] private AudioClip m_EngineSound; // Looped engine sound, whose pitch and volume are affected by the plane's throttle setting. + [SerializeField] private float m_EngineMinThrottlePitch = 0.4f; // Pitch of the engine sound when at minimum throttle. + [SerializeField] private float m_EngineMaxThrottlePitch = 2f; // Pitch of the engine sound when at maximum throttle. + [SerializeField] private float m_EngineFwdSpeedMultiplier = 0.002f; // Additional multiplier for an increase in pitch of the engine from the plane's speed. + [SerializeField] private AudioClip m_WindSound; // Looped wind sound, whose pitch and volume are affected by the plane's velocity. + [SerializeField] private float m_WindBasePitch = 0.2f; // starting pitch for wind (when plane is at zero speed) + [SerializeField] private float m_WindSpeedPitchFactor = 0.004f; // Relative increase in pitch of the wind from the plane's speed. + [SerializeField] private float m_WindMaxSpeedVolume = 100; // the speed the aircraft much reach before the wind sound reaches maximum volume. + [SerializeField] private AdvancedSetttings m_AdvancedSetttings = new AdvancedSetttings();// container to make advanced settings appear as rollout in inspector + + private AudioSource m_EngineSoundSource; // Reference to the AudioSource for the engine. + private AudioSource m_WindSoundSource; // Reference to the AudioSource for the wind. + private AeroplaneController m_Plane; // Reference to the aeroplane controller. + private Rigidbody m_Rigidbody; + + + private void Awake() + { + // Set up the reference to the aeroplane controller. + m_Plane = GetComponent(); + m_Rigidbody = GetComponent(); + + + // Add the audiosources and get the references. + m_EngineSoundSource = gameObject.AddComponent(); + m_EngineSoundSource.playOnAwake = false; + m_WindSoundSource = gameObject.AddComponent(); + m_WindSoundSource.playOnAwake = false; + + // Assign clips to the audiosources. + m_EngineSoundSource.clip = m_EngineSound; + m_WindSoundSource.clip = m_WindSound; + + // Set the parameters of the audiosources. + m_EngineSoundSource.minDistance = m_AdvancedSetttings.engineMinDistance; + m_EngineSoundSource.maxDistance = m_AdvancedSetttings.engineMaxDistance; + m_EngineSoundSource.loop = true; + m_EngineSoundSource.dopplerLevel = m_AdvancedSetttings.engineDopplerLevel; + + m_WindSoundSource.minDistance = m_AdvancedSetttings.windMinDistance; + m_WindSoundSource.maxDistance = m_AdvancedSetttings.windMaxDistance; + m_WindSoundSource.loop = true; + m_WindSoundSource.dopplerLevel = m_AdvancedSetttings.windDopplerLevel; + + // call update here to set the sounds pitch and volumes before they actually play + Update(); + + // Start the sounds playing. + m_EngineSoundSource.Play(); + m_WindSoundSource.Play(); + } + + + private void Update() + { + // Find what proportion of the engine's power is being used. + var enginePowerProportion = Mathf.InverseLerp(0, m_Plane.MaxEnginePower, m_Plane.EnginePower); + + // Set the engine's pitch to be proportional to the engine's current power. + m_EngineSoundSource.pitch = Mathf.Lerp(m_EngineMinThrottlePitch, m_EngineMaxThrottlePitch, enginePowerProportion); + + // Increase the engine's pitch by an amount proportional to the aeroplane's forward speed. + // (this makes the pitch increase when going into a dive!) + m_EngineSoundSource.pitch += m_Plane.ForwardSpeed*m_EngineFwdSpeedMultiplier; + + // Set the engine's volume to be proportional to the engine's current power. + m_EngineSoundSource.volume = Mathf.InverseLerp(0, m_Plane.MaxEnginePower*m_AdvancedSetttings.engineMasterVolume, + m_Plane.EnginePower); + + // Set the wind's pitch and volume to be proportional to the aeroplane's forward speed. + float planeSpeed = m_Rigidbody.velocity.magnitude; + m_WindSoundSource.pitch = m_WindBasePitch + planeSpeed*m_WindSpeedPitchFactor; + m_WindSoundSource.volume = Mathf.InverseLerp(0, m_WindMaxSpeedVolume, planeSpeed)*m_AdvancedSetttings.windMasterVolume; + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAudio.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAudio.cs.meta new file mode 100644 index 00000000..50bcda8f --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneAudio.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 66329fe4ad8cd59478fffdc10131da1c +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneControlSurfaceAnimator.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneControlSurfaceAnimator.cs new file mode 100644 index 00000000..6e84dcfa --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneControlSurfaceAnimator.cs @@ -0,0 +1,108 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + public class AeroplaneControlSurfaceAnimator : MonoBehaviour + { + [SerializeField] private float m_Smoothing = 5f; // The smoothing applied to the movement of control surfaces. + [SerializeField] private ControlSurface[] m_ControlSurfaces; // Collection of control surfaces. + + private AeroplaneController m_Plane; // Reference to the aeroplane controller. + + + private void Start() + { + // Get the reference to the aeroplane controller. + m_Plane = GetComponent(); + + // Store the original local rotation of each surface, so we can rotate relative to this + foreach (var surface in m_ControlSurfaces) + { + surface.originalLocalRotation = surface.transform.localRotation; + } + } + + + private void Update() + { + foreach (var surface in m_ControlSurfaces) + { + switch (surface.type) + { + case ControlSurface.Type.Aileron: + { + // Ailerons rotate around the x axis, according to the plane's roll input + Quaternion rotation = Quaternion.Euler(surface.amount*m_Plane.RollInput, 0f, 0f); + RotateSurface(surface, rotation); + break; + } + case ControlSurface.Type.Elevator: + { + // Elevators rotate negatively around the x axis, according to the plane's pitch input + Quaternion rotation = Quaternion.Euler(surface.amount*-m_Plane.PitchInput, 0f, 0f); + RotateSurface(surface, rotation); + break; + } + case ControlSurface.Type.Rudder: + { + // Rudders rotate around their y axis, according to the plane's yaw input + Quaternion rotation = Quaternion.Euler(0f, surface.amount*m_Plane.YawInput, 0f); + RotateSurface(surface, rotation); + break; + } + case ControlSurface.Type.RuddervatorPositive: + { + // Ruddervators are a combination of rudder and elevator, and rotate + // around their z axis by a combination of the yaw and pitch input + float r = m_Plane.YawInput + m_Plane.PitchInput; + Quaternion rotation = Quaternion.Euler(0f, 0f, surface.amount*r); + RotateSurface(surface, rotation); + break; + } + case ControlSurface.Type.RuddervatorNegative: + { + // ... and because ruddervators are "special", we need a negative version too. >_< + float r = m_Plane.YawInput - m_Plane.PitchInput; + Quaternion rotation = Quaternion.Euler(0f, 0f, surface.amount*r); + RotateSurface(surface, rotation); + break; + } + } + } + } + + + private void RotateSurface(ControlSurface surface, Quaternion rotation) + { + // Create a target which is the surface's original rotation, rotated by the input. + Quaternion target = surface.originalLocalRotation*rotation; + + // Slerp the surface's rotation towards the target rotation. + surface.transform.localRotation = Quaternion.Slerp(surface.transform.localRotation, target, + m_Smoothing*Time.deltaTime); + } + + + // This class presents a nice custom structure in which to define each of the plane's contol surfaces to animate. + // They show up in the inspector as an array. + [Serializable] + public class ControlSurface // Control surfaces represent the different flaps of the aeroplane. + { + public enum Type // Flaps differ in position and rotation and are represented by different types. + { + Aileron, // Horizontal flaps on the wings, rotate on the x axis. + Elevator, // Horizontal flaps used to adjusting the pitch of a plane, rotate on the x axis. + Rudder, // Vertical flaps on the tail, rotate on the y axis. + RuddervatorNegative, // Combination of rudder and elevator. + RuddervatorPositive, // Combination of rudder and elevator. + } + + public Transform transform; // The transform of the control surface. + public float amount; // The amount by which they can rotate. + public Type type; // The type of control surface. + + [HideInInspector] public Quaternion originalLocalRotation; // The rotation of the surface at the start. + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneControlSurfaceAnimator.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneControlSurfaceAnimator.cs.meta new file mode 100644 index 00000000..771d84c0 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneControlSurfaceAnimator.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 1ee34fdb2d383a84e9ef60c30fc2778e +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneController.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneController.cs new file mode 100644 index 00000000..4148752c --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneController.cs @@ -0,0 +1,269 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + [RequireComponent(typeof (Rigidbody))] + public class AeroplaneController : MonoBehaviour + { + [SerializeField] private float m_MaxEnginePower = 40f; // The maximum output of the engine. + [SerializeField] private float m_Lift = 0.002f; // The amount of lift generated by the aeroplane moving forwards. + [SerializeField] private float m_ZeroLiftSpeed = 300; // The speed at which lift is no longer applied. + [SerializeField] private float m_RollEffect = 1f; // The strength of effect for roll input. + [SerializeField] private float m_PitchEffect = 1f; // The strength of effect for pitch input. + [SerializeField] private float m_YawEffect = 0.2f; // The strength of effect for yaw input. + [SerializeField] private float m_BankedTurnEffect = 0.5f; // The amount of turn from doing a banked turn. + [SerializeField] private float m_AerodynamicEffect = 0.02f; // How much aerodynamics affect the speed of the aeroplane. + [SerializeField] private float m_AutoTurnPitch = 0.5f; // How much the aeroplane automatically pitches when in a banked turn. + [SerializeField] private float m_AutoRollLevel = 0.2f; // How much the aeroplane tries to level when not rolling. + [SerializeField] private float m_AutoPitchLevel = 0.2f; // How much the aeroplane tries to level when not pitching. + [SerializeField] private float m_AirBrakesEffect = 3f; // How much the air brakes effect the drag. + [SerializeField] private float m_ThrottleChangeSpeed = 0.3f; // The speed with which the throttle changes. + [SerializeField] private float m_DragIncreaseFactor = 0.001f; // how much drag should increase with speed. + + public float Altitude { get; private set; } // The aeroplane's height above the ground. + public float Throttle { get; private set; } // The amount of throttle being used. + public bool AirBrakes { get; private set; } // Whether or not the air brakes are being applied. + public float ForwardSpeed { get; private set; } // How fast the aeroplane is traveling in it's forward direction. + public float EnginePower { get; private set; } // How much power the engine is being given. + public float MaxEnginePower{ get { return m_MaxEnginePower; }} // The maximum output of the engine. + public float RollAngle { get; private set; } + public float PitchAngle { get; private set; } + public float RollInput { get; private set; } + public float PitchInput { get; private set; } + public float YawInput { get; private set; } + public float ThrottleInput { get; private set; } + + private float m_OriginalDrag; // The drag when the scene starts. + private float m_OriginalAngularDrag; // The angular drag when the scene starts. + private float m_AeroFactor; + private bool m_Immobilized = false; // used for making the plane uncontrollable, i.e. if it has been hit or crashed. + private float m_BankedTurnAmount; + private Rigidbody m_Rigidbody; + WheelCollider[] m_WheelColliders; + + + private void Start() + { + m_Rigidbody = GetComponent(); + // Store original drag settings, these are modified during flight. + m_OriginalDrag = m_Rigidbody.drag; + m_OriginalAngularDrag = m_Rigidbody.angularDrag; + + for (int i = 0; i < transform.childCount; i++ ) + { + foreach (var componentsInChild in transform.GetChild(i).GetComponentsInChildren()) + { + componentsInChild.motorTorque = 0.18f; + } + } + } + + + public void Move(float rollInput, float pitchInput, float yawInput, float throttleInput, bool airBrakes) + { + // transfer input parameters into properties.s + RollInput = rollInput; + PitchInput = pitchInput; + YawInput = yawInput; + ThrottleInput = throttleInput; + AirBrakes = airBrakes; + + ClampInputs(); + + CalculateRollAndPitchAngles(); + + AutoLevel(); + + CalculateForwardSpeed(); + + ControlThrottle(); + + CalculateDrag(); + + CaluclateAerodynamicEffect(); + + CalculateLinearForces(); + + CalculateTorque(); + + CalculateAltitude(); + } + + + private void ClampInputs() + { + // clamp the inputs to -1 to 1 range + RollInput = Mathf.Clamp(RollInput, -1, 1); + PitchInput = Mathf.Clamp(PitchInput, -1, 1); + YawInput = Mathf.Clamp(YawInput, -1, 1); + ThrottleInput = Mathf.Clamp(ThrottleInput, -1, 1); + } + + + private void CalculateRollAndPitchAngles() + { + // Calculate roll & pitch angles + // Calculate the flat forward direction (with no y component). + var flatForward = transform.forward; + flatForward.y = 0; + // If the flat forward vector is non-zero (which would only happen if the plane was pointing exactly straight upwards) + if (flatForward.sqrMagnitude > 0) + { + flatForward.Normalize(); + // calculate current pitch angle + var localFlatForward = transform.InverseTransformDirection(flatForward); + PitchAngle = Mathf.Atan2(localFlatForward.y, localFlatForward.z); + // calculate current roll angle + var flatRight = Vector3.Cross(Vector3.up, flatForward); + var localFlatRight = transform.InverseTransformDirection(flatRight); + RollAngle = Mathf.Atan2(localFlatRight.y, localFlatRight.x); + } + } + + + private void AutoLevel() + { + // The banked turn amount (between -1 and 1) is the sine of the roll angle. + // this is an amount applied to elevator input if the user is only using the banking controls, + // because that's what people expect to happen in games! + m_BankedTurnAmount = Mathf.Sin(RollAngle); + // auto level roll, if there's no roll input: + if (RollInput == 0f) + { + RollInput = -RollAngle*m_AutoRollLevel; + } + // auto correct pitch, if no pitch input (but also apply the banked turn amount) + if (PitchInput == 0f) + { + PitchInput = -PitchAngle*m_AutoPitchLevel; + PitchInput -= Mathf.Abs(m_BankedTurnAmount*m_BankedTurnAmount*m_AutoTurnPitch); + } + } + + + private void CalculateForwardSpeed() + { + // Forward speed is the speed in the planes's forward direction (not the same as its velocity, eg if falling in a stall) + var localVelocity = transform.InverseTransformDirection(m_Rigidbody.velocity); + ForwardSpeed = Mathf.Max(0, localVelocity.z); + } + + + private void ControlThrottle() + { + // override throttle if immobilized + if (m_Immobilized) + { + ThrottleInput = -0.5f; + } + + // Adjust throttle based on throttle input (or immobilized state) + Throttle = Mathf.Clamp01(Throttle + ThrottleInput*Time.deltaTime*m_ThrottleChangeSpeed); + + // current engine power is just: + EnginePower = Throttle*m_MaxEnginePower; + } + + + private void CalculateDrag() + { + // increase the drag based on speed, since a constant drag doesn't seem "Real" (tm) enough + float extraDrag = m_Rigidbody.velocity.magnitude*m_DragIncreaseFactor; + // Air brakes work by directly modifying drag. This part is actually pretty realistic! + m_Rigidbody.drag = (AirBrakes ? (m_OriginalDrag + extraDrag)*m_AirBrakesEffect : m_OriginalDrag + extraDrag); + // Forward speed affects angular drag - at high forward speed, it's much harder for the plane to spin + m_Rigidbody.angularDrag = m_OriginalAngularDrag*ForwardSpeed; + } + + + private void CaluclateAerodynamicEffect() + { + // "Aerodynamic" calculations. This is a very simple approximation of the effect that a plane + // will naturally try to align itself in the direction that it's facing when moving at speed. + // Without this, the plane would behave a bit like the asteroids spaceship! + if (m_Rigidbody.velocity.magnitude > 0) + { + // compare the direction we're pointing with the direction we're moving: + m_AeroFactor = Vector3.Dot(transform.forward, m_Rigidbody.velocity.normalized); + // multipled by itself results in a desirable rolloff curve of the effect + m_AeroFactor *= m_AeroFactor; + // Finally we calculate a new velocity by bending the current velocity direction towards + // the the direction the plane is facing, by an amount based on this aeroFactor + var newVelocity = Vector3.Lerp(m_Rigidbody.velocity, transform.forward*ForwardSpeed, + m_AeroFactor*ForwardSpeed*m_AerodynamicEffect*Time.deltaTime); + m_Rigidbody.velocity = newVelocity; + + // also rotate the plane towards the direction of movement - this should be a very small effect, but means the plane ends up + // pointing downwards in a stall + m_Rigidbody.rotation = Quaternion.Slerp(m_Rigidbody.rotation, + Quaternion.LookRotation(m_Rigidbody.velocity, transform.up), + m_AerodynamicEffect*Time.deltaTime); + } + } + + + private void CalculateLinearForces() + { + // Now calculate forces acting on the aeroplane: + // we accumulate forces into this variable: + var forces = Vector3.zero; + // Add the engine power in the forward direction + forces += EnginePower*transform.forward; + // The direction that the lift force is applied is at right angles to the plane's velocity (usually, this is 'up'!) + var liftDirection = Vector3.Cross(m_Rigidbody.velocity, transform.right).normalized; + // The amount of lift drops off as the plane increases speed - in reality this occurs as the pilot retracts the flaps + // shortly after takeoff, giving the plane less drag, but less lift. Because we don't simulate flaps, this is + // a simple way of doing it automatically: + var zeroLiftFactor = Mathf.InverseLerp(m_ZeroLiftSpeed, 0, ForwardSpeed); + // Calculate and add the lift power + var liftPower = ForwardSpeed*ForwardSpeed*m_Lift*zeroLiftFactor*m_AeroFactor; + forces += liftPower*liftDirection; + // Apply the calculated forces to the the Rigidbody + m_Rigidbody.AddForce(forces); + } + + + private void CalculateTorque() + { + // We accumulate torque forces into this variable: + var torque = Vector3.zero; + // Add torque for the pitch based on the pitch input. + torque += PitchInput*m_PitchEffect*transform.right; + // Add torque for the yaw based on the yaw input. + torque += YawInput*m_YawEffect*transform.up; + // Add torque for the roll based on the roll input. + torque += -RollInput*m_RollEffect*transform.forward; + // Add torque for banked turning. + torque += m_BankedTurnAmount*m_BankedTurnEffect*transform.up; + // The total torque is multiplied by the forward speed, so the controls have more effect at high speed, + // and little effect at low speed, or when not moving in the direction of the nose of the plane + // (i.e. falling while stalled) + m_Rigidbody.AddTorque(torque*ForwardSpeed*m_AeroFactor); + } + + + private void CalculateAltitude() + { + // Altitude calculations - we raycast downwards from the aeroplane + // starting a safe distance below the plane to avoid colliding with any of the plane's own colliders + var ray = new Ray(transform.position - Vector3.up*10, -Vector3.up); + RaycastHit hit; + Altitude = Physics.Raycast(ray, out hit) ? hit.distance + 10 : transform.position.y; + } + + + // Immobilize can be called from other objects, for example if this plane is hit by a weapon and should become uncontrollable + public void Immobilize() + { + m_Immobilized = true; + } + + + // Reset is called via the ObjectResetter script, if present. + public void Reset() + { + m_Immobilized = false; + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneController.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneController.cs.meta new file mode 100644 index 00000000..1e696c69 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneController.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 235a6615124795442b98c1f03500003e +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplanePropellerAnimator.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplanePropellerAnimator.cs new file mode 100644 index 00000000..77e122be --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplanePropellerAnimator.cs @@ -0,0 +1,73 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + public class AeroplanePropellerAnimator : MonoBehaviour + { + [SerializeField] private Transform m_PropellorModel; // The model of the the aeroplane's propellor. + [SerializeField] private Transform m_PropellorBlur; // The plane used for the blurred propellor textures. + [SerializeField] private Texture2D[] m_PropellorBlurTextures; // An array of increasingly blurred propellor textures. + [SerializeField] [Range(0f, 1f)] private float m_ThrottleBlurStart = 0.25f; // The point at which the blurred textures start. + [SerializeField] [Range(0f, 1f)] private float m_ThrottleBlurEnd = 0.5f; // The point at which the blurred textures stop changing. + [SerializeField] private float m_MaxRpm = 2000; // The maximum speed the propellor can turn at. + + private AeroplaneController m_Plane; // Reference to the aeroplane controller. + private int m_PropellorBlurState = -1; // To store the state of the blurred textures. + private const float k_RpmToDps = 60f; // For converting from revs per minute to degrees per second. + private Renderer m_PropellorModelRenderer; + private Renderer m_PropellorBlurRenderer; + + + private void Awake() + { + // Set up the reference to the aeroplane controller. + m_Plane = GetComponent(); + + m_PropellorModelRenderer = m_PropellorModel.GetComponent(); + m_PropellorBlurRenderer = m_PropellorBlur.GetComponent(); + + // Set the propellor blur gameobject's parent to be the propellor. + m_PropellorBlur.parent = m_PropellorModel; + } + + + private void Update() + { + // Rotate the propellor model at a rate proportional to the throttle. + m_PropellorModel.Rotate(0, m_MaxRpm*m_Plane.Throttle*Time.deltaTime*k_RpmToDps, 0); + + // Create an integer for the new state of the blur textures. + var newBlurState = 0; + + // choose between the blurred textures, if the throttle is high enough + if (m_Plane.Throttle > m_ThrottleBlurStart) + { + var throttleBlurProportion = Mathf.InverseLerp(m_ThrottleBlurStart, m_ThrottleBlurEnd, m_Plane.Throttle); + newBlurState = Mathf.FloorToInt(throttleBlurProportion*(m_PropellorBlurTextures.Length - 1)); + } + + // If the blur state has changed + if (newBlurState != m_PropellorBlurState) + { + m_PropellorBlurState = newBlurState; + + if (m_PropellorBlurState == 0) + { + // switch to using the 'real' propellor model + m_PropellorModelRenderer.enabled = true; + m_PropellorBlurRenderer.enabled = false; + } + else + { + // Otherwise turn off the propellor model and turn on the blur. + m_PropellorModelRenderer.enabled = false; + m_PropellorBlurRenderer.enabled = true; + + // set the appropriate texture from the blur array + m_PropellorBlurRenderer.material.mainTexture = m_PropellorBlurTextures[m_PropellorBlurState]; + } + } + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplanePropellerAnimator.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplanePropellerAnimator.cs.meta new file mode 100644 index 00000000..17311b74 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplanePropellerAnimator.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: fb9e837aae6395d48b1182bee201f814 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl2Axis.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl2Axis.cs new file mode 100644 index 00000000..fa4b12b2 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl2Axis.cs @@ -0,0 +1,62 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + [RequireComponent(typeof (AeroplaneController))] + public class AeroplaneUserControl2Axis : MonoBehaviour + { + // these max angles are only used on mobile, due to the way pitch and roll input are handled + public float maxRollAngle = 80; + public float maxPitchAngle = 80; + + // reference to the aeroplane that we're controlling + private AeroplaneController m_Aeroplane; + + + private void Awake() + { + // Set up the reference to the aeroplane controller. + m_Aeroplane = GetComponent(); + } + + + private void FixedUpdate() + { + // Read input for the pitch, yaw, roll and throttle of the aeroplane. + float roll = CrossPlatformInputManager.GetAxis("Horizontal"); + float pitch = CrossPlatformInputManager.GetAxis("Vertical"); + bool airBrakes = CrossPlatformInputManager.GetButton("Fire1"); + + // auto throttle up, or down if braking. + float throttle = airBrakes ? -1 : 1; +#if MOBILE_INPUT + AdjustInputForMobileControls(ref roll, ref pitch, ref throttle); +#endif + // Pass the input to the aeroplane + m_Aeroplane.Move(roll, pitch, 0, throttle, airBrakes); + } + + + private void AdjustInputForMobileControls(ref float roll, ref float pitch, ref float throttle) + { + // because mobile tilt is used for roll and pitch, we help out by + // assuming that a centered level device means the user + // wants to fly straight and level! + + // this means on mobile, the input represents the *desired* roll angle of the aeroplane, + // and the roll input is calculated to achieve that. + // whereas on non-mobile, the input directly controls the roll of the aeroplane. + + float intendedRollAngle = roll*maxRollAngle*Mathf.Deg2Rad; + float intendedPitchAngle = pitch*maxPitchAngle*Mathf.Deg2Rad; + roll = Mathf.Clamp((intendedRollAngle - m_Aeroplane.RollAngle), -1, 1); + pitch = Mathf.Clamp((intendedPitchAngle - m_Aeroplane.PitchAngle), -1, 1); + + // similarly, the throttle axis input is considered to be the desired absolute value, not a relative change to current throttle. + float intendedThrottle = throttle*0.5f + 0.5f; + throttle = Mathf.Clamp(intendedThrottle - m_Aeroplane.Throttle, -1, 1); + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl2Axis.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl2Axis.cs.meta new file mode 100644 index 00000000..e9d3d6a8 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl2Axis.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: b297a60c0ddf0ee4dabefaf158fb097d +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl4Axis.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl4Axis.cs new file mode 100644 index 00000000..f469570a --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl4Axis.cs @@ -0,0 +1,60 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + [RequireComponent(typeof (AeroplaneController))] + public class AeroplaneUserControl4Axis : MonoBehaviour + { + // these max angles are only used on mobile, due to the way pitch and roll input are handled + public float maxRollAngle = 80; + public float maxPitchAngle = 80; + + // reference to the aeroplane that we're controlling + private AeroplaneController m_Aeroplane; + private float m_Throttle; + private bool m_AirBrakes; + private float m_Yaw; + + + private void Awake() + { + // Set up the reference to the aeroplane controller. + m_Aeroplane = GetComponent(); + } + + + private void FixedUpdate() + { + // Read input for the pitch, yaw, roll and throttle of the aeroplane. + float roll = CrossPlatformInputManager.GetAxis("Mouse X"); + float pitch = CrossPlatformInputManager.GetAxis("Mouse Y"); + m_AirBrakes = CrossPlatformInputManager.GetButton("Fire1"); + m_Yaw = CrossPlatformInputManager.GetAxis("Horizontal"); + m_Throttle = CrossPlatformInputManager.GetAxis("Vertical"); +#if MOBILE_INPUT + AdjustInputForMobileControls(ref roll, ref pitch, ref m_Throttle); +#endif + // Pass the input to the aeroplane + m_Aeroplane.Move(roll, pitch, m_Yaw, m_Throttle, m_AirBrakes); + } + + + private void AdjustInputForMobileControls(ref float roll, ref float pitch, ref float throttle) + { + // because mobile tilt is used for roll and pitch, we help out by + // assuming that a centered level device means the user + // wants to fly straight and level! + + // this means on mobile, the input represents the *desired* roll angle of the aeroplane, + // and the roll input is calculated to achieve that. + // whereas on non-mobile, the input directly controls the roll of the aeroplane. + + float intendedRollAngle = roll*maxRollAngle*Mathf.Deg2Rad; + float intendedPitchAngle = pitch*maxPitchAngle*Mathf.Deg2Rad; + roll = Mathf.Clamp((intendedRollAngle - m_Aeroplane.RollAngle), -1, 1); + pitch = Mathf.Clamp((intendedPitchAngle - m_Aeroplane.PitchAngle), -1, 1); + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl4Axis.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl4Axis.cs.meta new file mode 100644 index 00000000..db446a49 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/AeroplaneUserControl4Axis.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: b821cfe117414d14ea5ad71c5b3c503f +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/JetParticleEffect.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/JetParticleEffect.cs new file mode 100644 index 00000000..41d81fe7 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/JetParticleEffect.cs @@ -0,0 +1,71 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + [RequireComponent(typeof (ParticleSystem))] + public class JetParticleEffect : MonoBehaviour + { + // this script controls the jet's exhaust particle system, controlling the + // size and colour based on the jet's current throttle value. + public Color minColour; // The base colour for the effect to start at + + private AeroplaneController m_Jet; // The jet that the particle effect is attached to + private ParticleSystem m_System; // The particle system that is being controlled + private float m_OriginalStartSize; // The original starting size of the particle system + private float m_OriginalLifetime; // The original lifetime of the particle system + private Color m_OriginalStartColor; // The original starting colout of the particle system + + // Use this for initialization + private void Start() + { + // get the aeroplane from the object hierarchy + m_Jet = FindAeroplaneParent(); + + // get the particle system ( it will be on the object as we have a require component set up + m_System = GetComponent(); + + // set the original properties from the particle system + m_OriginalLifetime = m_System.main.startLifetime.constant; + m_OriginalStartSize = m_System.main.startSize.constant; + m_OriginalStartColor = m_System.main.startColor.color; + } + + + // Update is called once per frame + private void Update() + { + ParticleSystem.MainModule mainModule = m_System.main; + // update the particle system based on the jets throttle + mainModule.startLifetime = Mathf.Lerp(0.0f, m_OriginalLifetime, m_Jet.Throttle); + mainModule.startSize = Mathf.Lerp(m_OriginalStartSize*.3f, m_OriginalStartSize, m_Jet.Throttle); + mainModule.startColor = Color.Lerp(minColour, m_OriginalStartColor, m_Jet.Throttle); + } + + + private AeroplaneController FindAeroplaneParent() + { + // get reference to the object transform + var t = transform; + + // traverse the object hierarchy upwards to find the AeroplaneController + // (since this is placed on a child object) + while (t != null) + { + var aero = t.GetComponent(); + if (aero == null) + { + // try next parent + t = t.parent; + } + else + { + return aero; + } + } + + // controller not found! + throw new Exception(" AeroplaneContoller not found in object hierarchy"); + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/JetParticleEffect.cs.meta b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/JetParticleEffect.cs.meta new file mode 100644 index 00000000..aef45e6e --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/JetParticleEffect.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 1b878b2bd27dca747855179c7ca76010 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Aircraft/Scripts/LandingGear.cs b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/LandingGear.cs new file mode 100644 index 00000000..93470567 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Aircraft/Scripts/LandingGear.cs @@ -0,0 +1,55 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Aeroplane +{ + public class LandingGear : MonoBehaviour + { + + private enum GearState + { + Raised = -1, + Lowered = 1 + } + + // The landing gear can be raised and lowered at differing altitudes. + // The gear is only lowered when descending, and only raised when climbing. + + // this script detects the raise/lower condition and sets a parameter on + // the animator to actually play the animation to raise or lower the gear. + + public float raiseAtAltitude = 40; + public float lowerAtAltitude = 40; + + private GearState m_State = GearState.Lowered; + private Animator m_Animator; + private Rigidbody m_Rigidbody; + private AeroplaneController m_Plane; + + // Use this for initialization + private void Start() + { + m_Plane = GetComponent(); + m_Animator = GetComponent(); + m_Rigidbody = GetComponent(); + } + + + // Update is called once per frame + private void Update() + { + if (m_State == GearState.Lowered && m_Plane.Altitude > raiseAtAltitude && m_Rigidbody.velocity.y > 0) + { + m_State = 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ready-made Car prefabs, which are used in the Car sample scenes. These prefabs demonstrate how you can use the Car scripts we've included, including some AI-controlled variants which are able to drive directly towards a specified target, or follow a waypoint-based route. + +The scripts included have been designed to be modular in nature, so that the extra features of a particular car can be set up (such as brake lights, engine sound, and skid trails). + +The simplest way to get started setting up your own car is to use our "CarPrefabEmpty", and to follow these steps: + +1) Start with a suitable scene. There ought to be enough flat ground to drive around on. + +2) Place the "CarPrefabEmpty" in the scene. + +3) Place your 3d model into the scene, as a child of the "CarPrefabEmpty" GameObject. Notice that your car model should be at the same level as the "WheelHub" objects that were already present. + +4) Make sure your car's position in the inspector is set to 0,0,0. This will ensure your car's position is aligned with the Empty Prefab's position. + +5) Expand the hierarchy of your car model in the hierarchy so that the wheel models of your car are visible. + +6) Select each "WheelHub" in turn, and drag the corresponding wheel model from your car into the "Wheel Model" slot of the Wheel component on the WheelHub GameObject. Then click the "Align to assigned wheel model". If your car has four wheels, you'll need to do this step four times, once for each wheel. + +7) Hit play, and try driving your car! + +You'll probably want to add a camera rig so that the camera follows the car as it drives off. See the Camera Rig guidelines for instructions on how to do that. + +The Car script exposes a number of properties which determine the power, maximum speed, and handling of the car, however ultimately the script is designed to provide a fun arcade game-like feel rather than attempting to be a realistic simulation of car handling. The gears and revs values are purely cosmetic, and are calculated retrospectively - they can be used by the engine sound component or GUI to display revs and gear. + +For more detail about each setting, see the comments in the script. + +The CarUserControl script takes input from the "CrossPlatformInput" class included in the sample assets, however if you're not targeting mobile or prefer to use a different system to read input, you can simply use unity's built in Input class in place of CrossPlatformInput. For more information, see the Cross Platform Input guidelines. + +The sample scenes provided work on standalone builds and also include cross platform touch and tilt controls which are set up and ready to publish to mobile. + +The CarAIControl component can be added instead of the CarUserControl component, allowing the car to be AI controlled. You can set it up to either head towards a specified target, or (by using the WaypointProgressTracker) follow a waypoint-defined route. 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+namespace UnityStandardAssets.Vehicles.Car +{ + public class BrakeLight : MonoBehaviour + { + public CarController car; // reference to the car controller, must be dragged in inspector + + private Renderer m_Renderer; + + + private void Start() + { + m_Renderer = GetComponent(); + } + + + private void Update() + { + // enable the Renderer when the car is braking, disable it otherwise. + m_Renderer.enabled = car.BrakeInput > 0f; + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/BrakeLight.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/BrakeLight.cs.meta new file mode 100644 index 00000000..7b614c8f --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/BrakeLight.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: fffafd711dc1dbc478a49705cfe1ce3d +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarAIControl.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAIControl.cs new file mode 100644 index 00000000..dc7b8d65 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAIControl.cs @@ -0,0 +1,221 @@ +using System; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.Vehicles.Car +{ + [RequireComponent(typeof (CarController))] + public class CarAIControl : MonoBehaviour + { + public enum BrakeCondition + { + NeverBrake, // the car simply accelerates at full throttle all the time. + TargetDirectionDifference, // the car will brake according to the upcoming change in direction of the target. Useful for route-based AI, slowing for corners. + TargetDistance, // the car will brake as it approaches its target, regardless of the target's direction. Useful if you want the car to + // head for a stationary target and come to rest when it arrives there. + } + + // This script provides input to the car controller in the same way that the user control script does. + // As such, it is really 'driving' the car, with no special physics or animation tricks to make the car behave properly. + + // "wandering" is used to give the cars a more human, less robotic feel. They can waver slightly + // in speed and direction while driving towards their target. + + [SerializeField] [Range(0, 1)] private float m_CautiousSpeedFactor = 0.05f; // percentage of max speed to use when being maximally cautious + [SerializeField] [Range(0, 180)] private float m_CautiousMaxAngle = 50f; // angle of approaching corner to treat as warranting maximum caution + [SerializeField] private float m_CautiousMaxDistance = 100f; // distance at which distance-based cautiousness begins + [SerializeField] private float m_CautiousAngularVelocityFactor = 30f; // how cautious the AI should be when considering its own current angular velocity (i.e. easing off acceleration if spinning!) + [SerializeField] private float m_SteerSensitivity = 0.05f; // how sensitively the AI uses steering input to turn to the desired direction + [SerializeField] private float m_AccelSensitivity = 0.04f; // How sensitively the AI uses the accelerator to reach the current desired speed + [SerializeField] private float m_BrakeSensitivity = 1f; // How sensitively the AI uses the brake to reach the current desired speed + [SerializeField] private float m_LateralWanderDistance = 3f; // how far the car will wander laterally towards its target + [SerializeField] private float m_LateralWanderSpeed = 0.1f; // how fast the lateral wandering will fluctuate + [SerializeField] [Range(0, 1)] private float m_AccelWanderAmount = 0.1f; // how much the cars acceleration will wander + [SerializeField] private float m_AccelWanderSpeed = 0.1f; // how fast the cars acceleration wandering will fluctuate + [SerializeField] private BrakeCondition m_BrakeCondition = BrakeCondition.TargetDistance; // what should the AI consider when accelerating/braking? + [SerializeField] private bool m_Driving; // whether the AI is currently actively driving or stopped. + [SerializeField] private Transform m_Target; // 'target' the target object to aim for. + [SerializeField] private bool m_StopWhenTargetReached; // should we stop driving when we reach the target? + [SerializeField] private float m_ReachTargetThreshold = 2; // proximity to target to consider we 'reached' it, and stop driving. + + private float m_RandomPerlin; // A random value for the car to base its wander on (so that AI cars don't all wander in the same pattern) + private CarController m_CarController; // Reference to actual car controller we are controlling + private float m_AvoidOtherCarTime; // time until which to avoid the car we recently collided with + private float m_AvoidOtherCarSlowdown; // how much to slow down due to colliding with another car, whilst avoiding + private float m_AvoidPathOffset; // direction (-1 or 1) in which to offset path to avoid other car, whilst avoiding + private Rigidbody m_Rigidbody; + + + private void Awake() + { + // get the car controller reference + m_CarController = GetComponent(); + + // give the random perlin a random value + m_RandomPerlin = Random.value*100; + + m_Rigidbody = GetComponent(); + } + + + private void FixedUpdate() + { + if (m_Target == null || !m_Driving) + { + // Car should not be moving, + // use handbrake to stop + m_CarController.Move(0, 0, -1f, 1f); + } + else + { + Vector3 fwd = transform.forward; + if (m_Rigidbody.velocity.magnitude > m_CarController.MaxSpeed*0.1f) + { + fwd = m_Rigidbody.velocity; + } + + float desiredSpeed = m_CarController.MaxSpeed; + + // now it's time to decide if we should be slowing down... + switch (m_BrakeCondition) + { + case BrakeCondition.TargetDirectionDifference: + { + // the car will brake according to the upcoming change in direction of the target. Useful for route-based AI, slowing for corners. + + // check out the angle of our target compared to the current direction of the car + float approachingCornerAngle = Vector3.Angle(m_Target.forward, fwd); + + // also consider the current amount we're turning, multiplied up and then compared in the same way as an upcoming corner angle + float spinningAngle = m_Rigidbody.angularVelocity.magnitude*m_CautiousAngularVelocityFactor; + + // if it's different to our current angle, we need to be cautious (i.e. slow down) a certain amount + float cautiousnessRequired = Mathf.InverseLerp(0, m_CautiousMaxAngle, + Mathf.Max(spinningAngle, + approachingCornerAngle)); + desiredSpeed = Mathf.Lerp(m_CarController.MaxSpeed, m_CarController.MaxSpeed*m_CautiousSpeedFactor, + cautiousnessRequired); + break; + } + + case BrakeCondition.TargetDistance: + { + // the car will brake as it approaches its target, regardless of the target's direction. Useful if you want the car to + // head for a stationary target and come to rest when it arrives there. + + // check out the distance to target + Vector3 delta = m_Target.position - transform.position; + float distanceCautiousFactor = Mathf.InverseLerp(m_CautiousMaxDistance, 0, delta.magnitude); + + // also consider the current amount we're turning, multiplied up and then compared in the same way as an upcoming corner angle + float spinningAngle = m_Rigidbody.angularVelocity.magnitude*m_CautiousAngularVelocityFactor; + + // if it's different to our current angle, we need to be cautious (i.e. slow down) a certain amount + float cautiousnessRequired = Mathf.Max( + Mathf.InverseLerp(0, m_CautiousMaxAngle, spinningAngle), distanceCautiousFactor); + desiredSpeed = Mathf.Lerp(m_CarController.MaxSpeed, m_CarController.MaxSpeed*m_CautiousSpeedFactor, + cautiousnessRequired); + break; + } + + case BrakeCondition.NeverBrake: + break; + } + + // Evasive action due to collision with other cars: + + // our target position starts off as the 'real' target position + Vector3 offsetTargetPos = m_Target.position; + + // if are we currently taking evasive action to prevent being stuck against another car: + if (Time.time < m_AvoidOtherCarTime) + { + // slow down if necessary (if we were behind the other car when collision occured) + desiredSpeed *= m_AvoidOtherCarSlowdown; + + // and veer towards the side of our path-to-target that is away from the other car + offsetTargetPos += m_Target.right*m_AvoidPathOffset; + } + else + { + // no need for evasive action, we can just wander across the path-to-target in a random way, + // which can help prevent AI from seeming too uniform and robotic in their driving + offsetTargetPos += m_Target.right* + (Mathf.PerlinNoise(Time.time*m_LateralWanderSpeed, m_RandomPerlin)*2 - 1)* + m_LateralWanderDistance; + } + + // use different sensitivity depending on whether accelerating or braking: + float accelBrakeSensitivity = (desiredSpeed < m_CarController.CurrentSpeed) + ? m_BrakeSensitivity + : m_AccelSensitivity; + + // decide the actual amount of accel/brake input to achieve desired speed. + float accel = Mathf.Clamp((desiredSpeed - m_CarController.CurrentSpeed)*accelBrakeSensitivity, -1, 1); + + // add acceleration 'wander', which also prevents AI from seeming too uniform and robotic in their driving + // i.e. increasing the accel wander amount can introduce jostling and bumps between AI cars in a race + accel *= (1 - m_AccelWanderAmount) + + (Mathf.PerlinNoise(Time.time*m_AccelWanderSpeed, m_RandomPerlin)*m_AccelWanderAmount); + + // calculate the local-relative position of the target, to steer towards + Vector3 localTarget = transform.InverseTransformPoint(offsetTargetPos); + + // work out the local angle towards the target + float targetAngle = Mathf.Atan2(localTarget.x, localTarget.z)*Mathf.Rad2Deg; + + // get the amount of steering needed to aim the car towards the target + float steer = Mathf.Clamp(targetAngle*m_SteerSensitivity, -1, 1)*Mathf.Sign(m_CarController.CurrentSpeed); + + // feed input to the car controller. + m_CarController.Move(steer, accel, accel, 0f); + + // if appropriate, stop driving when we're close enough to the target. + if (m_StopWhenTargetReached && localTarget.magnitude < m_ReachTargetThreshold) + { + m_Driving = false; + } + } + } + + + private void OnCollisionStay(Collision col) + { + // detect collision against other cars, so that we can take evasive action + if (col.rigidbody != null) + { + var otherAI = col.rigidbody.GetComponent(); + if (otherAI != null) + { + // we'll take evasive action for 1 second + m_AvoidOtherCarTime = Time.time + 1; + + // but who's in front?... + if (Vector3.Angle(transform.forward, otherAI.transform.position - transform.position) < 90) + { + // the other ai is in front, so it is only good manners that we ought to brake... + m_AvoidOtherCarSlowdown = 0.5f; + } + else + { + // we're in front! ain't slowing down for anybody... + m_AvoidOtherCarSlowdown = 1; + } + + // both cars should take evasive action by driving along an offset from the path centre, + // away from the other car + var otherCarLocalDelta = transform.InverseTransformPoint(otherAI.transform.position); + float otherCarAngle = Mathf.Atan2(otherCarLocalDelta.x, otherCarLocalDelta.z); + m_AvoidPathOffset = m_LateralWanderDistance*-Mathf.Sign(otherCarAngle); + } + } + } + + + public void SetTarget(Transform target) + { + m_Target = target; + m_Driving = true; + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarAIControl.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAIControl.cs.meta new file mode 100644 index 00000000..c2c68aeb --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAIControl.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: d963df58504b69045b8d0d746ba6f777 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarAudio.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAudio.cs new file mode 100644 index 00000000..550149c7 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAudio.cs @@ -0,0 +1,184 @@ +using System; +using UnityEngine; +using Random = UnityEngine.Random; + +namespace UnityStandardAssets.Vehicles.Car +{ + [RequireComponent(typeof (CarController))] + public class CarAudio : MonoBehaviour + { + // This script reads some of the car's current properties and plays sounds accordingly. + // The engine sound can be a simple single clip which is looped and pitched, or it + // can be a crossfaded blend of four clips which represent the timbre of the engine + // at different RPM and Throttle state. + + // the engine clips should all be a steady pitch, not rising or falling. + + // when using four channel engine crossfading, the four clips should be: + // lowAccelClip : The engine at low revs, with throttle open (i.e. begining acceleration at very low speed) + // highAccelClip : Thenengine at high revs, with throttle open (i.e. accelerating, but almost at max speed) + // lowDecelClip : The engine at low revs, with throttle at minimum (i.e. idling or engine-braking at very low speed) + // highDecelClip : Thenengine at high revs, with throttle at minimum (i.e. engine-braking at very high speed) + + // For proper crossfading, the clips pitches should all match, with an octave offset between low and high. + + + public enum EngineAudioOptions // Options for the engine audio + { + Simple, // Simple style audio + FourChannel // four Channel audio + } + + public EngineAudioOptions engineSoundStyle = EngineAudioOptions.FourChannel;// Set the default audio options to be four channel + public AudioClip lowAccelClip; // Audio clip for low acceleration + public AudioClip lowDecelClip; // Audio clip for low deceleration + public AudioClip highAccelClip; // Audio clip for high acceleration + public AudioClip highDecelClip; // Audio clip for high deceleration + public float pitchMultiplier = 1f; // Used for altering the pitch of audio clips + public float lowPitchMin = 1f; // The lowest possible pitch for the low sounds + public float lowPitchMax = 6f; // The highest possible pitch for the low sounds + public float highPitchMultiplier = 0.25f; // Used for altering the pitch of high sounds + public float maxRolloffDistance = 500; // The maximum distance where rollof starts to take place + public float dopplerLevel = 1; // The mount of doppler effect used in the audio + public bool useDoppler = true; // Toggle for using doppler + + private AudioSource m_LowAccel; // Source for the low acceleration sounds + private AudioSource m_LowDecel; // Source for the low deceleration sounds + private AudioSource m_HighAccel; // Source for the high acceleration sounds + private AudioSource m_HighDecel; // Source for the high deceleration sounds + private bool m_StartedSound; // flag for knowing if we have started sounds + private CarController m_CarController; // Reference to car we are controlling + + + private void StartSound() + { + // get the carcontroller ( this will not be null as we have require component) + m_CarController = GetComponent(); + + // setup the simple audio source + m_HighAccel = SetUpEngineAudioSource(highAccelClip); + + // if we have four channel audio setup the four audio sources + if (engineSoundStyle == EngineAudioOptions.FourChannel) + { + m_LowAccel = SetUpEngineAudioSource(lowAccelClip); + m_LowDecel = SetUpEngineAudioSource(lowDecelClip); + m_HighDecel = SetUpEngineAudioSource(highDecelClip); + } + + // flag that we have started the sounds playing + m_StartedSound = true; + } + + + private void StopSound() + { + //Destroy all audio sources on this object: + foreach (var source in GetComponents()) + { + Destroy(source); + } + + m_StartedSound = false; + } + + + // Update is called once per frame + private void Update() + { + // get the distance to main camera + float camDist = (Camera.main.transform.position - transform.position).sqrMagnitude; + + // stop sound if the object is beyond the maximum roll off distance + if (m_StartedSound && camDist > maxRolloffDistance*maxRolloffDistance) + { + StopSound(); + } + + // start the sound if not playing and it is nearer than the maximum distance + if (!m_StartedSound && camDist < maxRolloffDistance*maxRolloffDistance) + { + StartSound(); + } + + if (m_StartedSound) + { + // The pitch is interpolated between the min and max values, according to the car's revs. + float pitch = ULerp(lowPitchMin, lowPitchMax, m_CarController.Revs); + + // clamp to minimum pitch (note, not clamped to max for high revs while burning out) + pitch = Mathf.Min(lowPitchMax, pitch); + + if (engineSoundStyle == EngineAudioOptions.Simple) + { + // for 1 channel engine sound, it's oh so simple: + m_HighAccel.pitch = pitch*pitchMultiplier*highPitchMultiplier; + m_HighAccel.dopplerLevel = useDoppler ? dopplerLevel : 0; + m_HighAccel.volume = 1; + } + else + { + // for 4 channel engine sound, it's a little more complex: + + // adjust the pitches based on the multipliers + m_LowAccel.pitch = pitch*pitchMultiplier; + m_LowDecel.pitch = pitch*pitchMultiplier; + m_HighAccel.pitch = pitch*highPitchMultiplier*pitchMultiplier; + m_HighDecel.pitch = pitch*highPitchMultiplier*pitchMultiplier; + + // get values for fading the sounds based on the acceleration + float accFade = Mathf.Abs(m_CarController.AccelInput); + float decFade = 1 - accFade; + + // get the high fade value based on the cars revs + float highFade = Mathf.InverseLerp(0.2f, 0.8f, m_CarController.Revs); + float lowFade = 1 - highFade; + + // adjust the values to be more realistic + highFade = 1 - ((1 - highFade)*(1 - highFade)); + lowFade = 1 - ((1 - lowFade)*(1 - lowFade)); + accFade = 1 - ((1 - accFade)*(1 - accFade)); + decFade = 1 - ((1 - decFade)*(1 - decFade)); + + // adjust the source volumes based on the fade values + m_LowAccel.volume = lowFade*accFade; + m_LowDecel.volume = lowFade*decFade; + m_HighAccel.volume = highFade*accFade; + m_HighDecel.volume = highFade*decFade; + + // adjust the doppler levels + m_HighAccel.dopplerLevel = useDoppler ? dopplerLevel : 0; + m_LowAccel.dopplerLevel = useDoppler ? dopplerLevel : 0; + m_HighDecel.dopplerLevel = useDoppler ? dopplerLevel : 0; + m_LowDecel.dopplerLevel = useDoppler ? dopplerLevel : 0; + } + } + } + + + // sets up and adds new audio source to the gane object + private AudioSource SetUpEngineAudioSource(AudioClip clip) + { + // create the new audio source component on the game object and set up its properties + AudioSource source = gameObject.AddComponent(); + source.clip = clip; + source.volume = 0; + source.loop = true; + + // start the clip from a random point + source.time = Random.Range(0f, clip.length); + source.Play(); + source.minDistance = 5; + source.maxDistance = maxRolloffDistance; + source.dopplerLevel = 0; + return source; + } + + + // unclamped versions of Lerp and Inverse Lerp, to allow value to exceed the from-to range + private static float ULerp(float from, float to, float value) + { + return (1.0f - value)*from + value*to; + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarAudio.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAudio.cs.meta new file mode 100644 index 00000000..c5848763 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarAudio.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 20fa55eb64c5cea4aa3c71ae19c434bf +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarController.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/CarController.cs new file mode 100644 index 00000000..1273c6cf --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarController.cs @@ -0,0 +1,367 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Car +{ + internal enum CarDriveType + { + FrontWheelDrive, + RearWheelDrive, + FourWheelDrive + } + + internal enum SpeedType + { + MPH, + KPH + } + + public class CarController : MonoBehaviour + { + [SerializeField] private CarDriveType m_CarDriveType = CarDriveType.FourWheelDrive; + [SerializeField] private WheelCollider[] m_WheelColliders = new WheelCollider[4]; + [SerializeField] private GameObject[] m_WheelMeshes = new GameObject[4]; + [SerializeField] private WheelEffects[] m_WheelEffects = new WheelEffects[4]; + [SerializeField] private Vector3 m_CentreOfMassOffset; + [SerializeField] private float m_MaximumSteerAngle; + [Range(0, 1)] [SerializeField] private float m_SteerHelper; // 0 is raw physics , 1 the car will grip in the direction it is facing + [Range(0, 1)] [SerializeField] private float m_TractionControl; // 0 is no traction control, 1 is full interference + [SerializeField] private float m_FullTorqueOverAllWheels; + [SerializeField] private float m_ReverseTorque; + [SerializeField] private float m_MaxHandbrakeTorque; + [SerializeField] private float m_Downforce = 100f; + [SerializeField] private SpeedType m_SpeedType; + [SerializeField] private float m_Topspeed = 200; + [SerializeField] private static int NoOfGears = 5; + [SerializeField] private float m_RevRangeBoundary = 1f; + [SerializeField] private float m_SlipLimit; + [SerializeField] private float m_BrakeTorque; + + private Quaternion[] m_WheelMeshLocalRotations; + private Vector3 m_Prevpos, m_Pos; + private float m_SteerAngle; + private int m_GearNum; + private float m_GearFactor; + private float m_OldRotation; + private float m_CurrentTorque; + private Rigidbody m_Rigidbody; + private const float k_ReversingThreshold = 0.01f; + + public bool Skidding { get; private set; } + public float BrakeInput { get; private set; } + public float CurrentSteerAngle{ get { return m_SteerAngle; }} + public float CurrentSpeed{ get { return m_Rigidbody.velocity.magnitude*2.23693629f; }} + public float MaxSpeed{get { return m_Topspeed; }} + public float Revs { get; private set; } + public float AccelInput { get; private set; } + + // Use this for initialization + private void Start() + { + m_WheelMeshLocalRotations = new Quaternion[4]; + for (int i = 0; i < 4; i++) + { + m_WheelMeshLocalRotations[i] = m_WheelMeshes[i].transform.localRotation; + } + m_WheelColliders[0].attachedRigidbody.centerOfMass = m_CentreOfMassOffset; + + m_MaxHandbrakeTorque = float.MaxValue; + + m_Rigidbody = GetComponent(); + m_CurrentTorque = m_FullTorqueOverAllWheels - (m_TractionControl*m_FullTorqueOverAllWheels); + } + + + private void GearChanging() + { + float f = Mathf.Abs(CurrentSpeed/MaxSpeed); + float upgearlimit = (1/(float) NoOfGears)*(m_GearNum + 1); + float downgearlimit = (1/(float) NoOfGears)*m_GearNum; + + if (m_GearNum > 0 && f < downgearlimit) + { + m_GearNum--; + } + + if (f > upgearlimit && (m_GearNum < (NoOfGears - 1))) + { + m_GearNum++; + } + } + + + // simple function to add a curved bias towards 1 for a value in the 0-1 range + private static float CurveFactor(float factor) + { + return 1 - (1 - factor)*(1 - factor); + } + + + // unclamped version of Lerp, to allow value to exceed the from-to range + private static float ULerp(float from, float to, float value) + { + return (1.0f - value)*from + value*to; + } + + + private void CalculateGearFactor() + { + float f = (1/(float) NoOfGears); + // gear factor is a normalised representation of the current speed within the current gear's range of speeds. + // We smooth towards the 'target' gear factor, so that revs don't instantly snap up or down when changing gear. + var targetGearFactor = Mathf.InverseLerp(f*m_GearNum, f*(m_GearNum + 1), Mathf.Abs(CurrentSpeed/MaxSpeed)); + m_GearFactor = Mathf.Lerp(m_GearFactor, targetGearFactor, Time.deltaTime*5f); + } + + + private void CalculateRevs() + { + // calculate engine revs (for display / sound) + // (this is done in retrospect - revs are not used in force/power calculations) + CalculateGearFactor(); + var gearNumFactor = m_GearNum/(float) NoOfGears; + var revsRangeMin = ULerp(0f, m_RevRangeBoundary, CurveFactor(gearNumFactor)); + var revsRangeMax = ULerp(m_RevRangeBoundary, 1f, gearNumFactor); + Revs = ULerp(revsRangeMin, revsRangeMax, m_GearFactor); + } + + + public void Move(float steering, float accel, float footbrake, float handbrake) + { + for (int i = 0; i < 4; i++) + { + Quaternion quat; + Vector3 position; + m_WheelColliders[i].GetWorldPose(out position, out quat); + m_WheelMeshes[i].transform.position = position; + m_WheelMeshes[i].transform.rotation = quat; + } + + //clamp input values + steering = Mathf.Clamp(steering, -1, 1); + AccelInput = accel = Mathf.Clamp(accel, 0, 1); + BrakeInput = footbrake = -1*Mathf.Clamp(footbrake, -1, 0); + handbrake = Mathf.Clamp(handbrake, 0, 1); + + //Set the steer on the front wheels. + //Assuming that wheels 0 and 1 are the front wheels. + m_SteerAngle = steering*m_MaximumSteerAngle; + m_WheelColliders[0].steerAngle = m_SteerAngle; + m_WheelColliders[1].steerAngle = m_SteerAngle; + + SteerHelper(); + ApplyDrive(accel, footbrake); + CapSpeed(); + + //Set the handbrake. + //Assuming that wheels 2 and 3 are the rear wheels. + if (handbrake > 0f) + { + var hbTorque = handbrake*m_MaxHandbrakeTorque; + m_WheelColliders[2].brakeTorque = hbTorque; + m_WheelColliders[3].brakeTorque = hbTorque; + } + + + CalculateRevs(); + GearChanging(); + + AddDownForce(); + CheckForWheelSpin(); + TractionControl(); + } + + + private void CapSpeed() + { + float speed = m_Rigidbody.velocity.magnitude; + switch (m_SpeedType) + { + case SpeedType.MPH: + + speed *= 2.23693629f; + if (speed > m_Topspeed) + m_Rigidbody.velocity = (m_Topspeed/2.23693629f) * m_Rigidbody.velocity.normalized; + break; + + case SpeedType.KPH: + speed *= 3.6f; + if (speed > m_Topspeed) + m_Rigidbody.velocity = (m_Topspeed/3.6f) * m_Rigidbody.velocity.normalized; + break; + } + } + + + private void ApplyDrive(float accel, float footbrake) + { + + float thrustTorque; + switch (m_CarDriveType) + { + case CarDriveType.FourWheelDrive: + thrustTorque = accel * (m_CurrentTorque / 4f); + for (int i = 0; i < 4; i++) + { + m_WheelColliders[i].motorTorque = thrustTorque; + } + break; + + case CarDriveType.FrontWheelDrive: + thrustTorque = accel * (m_CurrentTorque / 2f); + m_WheelColliders[0].motorTorque = m_WheelColliders[1].motorTorque = thrustTorque; + break; + + case CarDriveType.RearWheelDrive: + thrustTorque = accel * (m_CurrentTorque / 2f); + m_WheelColliders[2].motorTorque = m_WheelColliders[3].motorTorque = thrustTorque; + break; + + } + + for (int i = 0; i < 4; i++) + { + if (CurrentSpeed > 5 && Vector3.Angle(transform.forward, m_Rigidbody.velocity) < 50f) + { + m_WheelColliders[i].brakeTorque = m_BrakeTorque*footbrake; + } + else if (footbrake > 0) + { + m_WheelColliders[i].brakeTorque = 0f; + m_WheelColliders[i].motorTorque = -m_ReverseTorque*footbrake; + } + } + } + + + private void SteerHelper() + { + for (int i = 0; i < 4; i++) + { + WheelHit wheelhit; + m_WheelColliders[i].GetGroundHit(out wheelhit); + if (wheelhit.normal == Vector3.zero) + return; // wheels arent on the ground so dont realign the rigidbody velocity + } + + // this if is needed to avoid gimbal lock problems that will make the car suddenly shift direction + if (Mathf.Abs(m_OldRotation - transform.eulerAngles.y) < 10f) + { + var turnadjust = (transform.eulerAngles.y - m_OldRotation) * m_SteerHelper; + Quaternion velRotation = Quaternion.AngleAxis(turnadjust, Vector3.up); + m_Rigidbody.velocity = velRotation * m_Rigidbody.velocity; + } + m_OldRotation = transform.eulerAngles.y; + } + + + // this is used to add more grip in relation to speed + private void AddDownForce() + { + m_WheelColliders[0].attachedRigidbody.AddForce(-transform.up*m_Downforce* + m_WheelColliders[0].attachedRigidbody.velocity.magnitude); + } + + + // checks if the wheels are spinning and is so does three things + // 1) emits particles + // 2) plays tiure skidding sounds + // 3) leaves skidmarks on the ground + // these effects are controlled through the WheelEffects class + private void CheckForWheelSpin() + { + // loop through all wheels + for (int i = 0; i < 4; i++) + { + WheelHit wheelHit; + m_WheelColliders[i].GetGroundHit(out wheelHit); + + // is the tire slipping above the given threshhold + if (Mathf.Abs(wheelHit.forwardSlip) >= m_SlipLimit || Mathf.Abs(wheelHit.sidewaysSlip) >= m_SlipLimit) + { + m_WheelEffects[i].EmitTyreSmoke(); + + // avoiding all four tires screeching at the same time + // if they do it can lead to some strange audio artefacts + if (!AnySkidSoundPlaying()) + { + m_WheelEffects[i].PlayAudio(); + } + continue; + } + + // if it wasnt slipping stop all the audio + if (m_WheelEffects[i].PlayingAudio) + { + m_WheelEffects[i].StopAudio(); + } + // end the trail generation + m_WheelEffects[i].EndSkidTrail(); + } + } + + // crude traction control that reduces the power to wheel if the car is wheel spinning too much + private void TractionControl() + { + WheelHit wheelHit; + switch (m_CarDriveType) + { + case CarDriveType.FourWheelDrive: + // loop through all wheels + for (int i = 0; i < 4; i++) + { + m_WheelColliders[i].GetGroundHit(out wheelHit); + + AdjustTorque(wheelHit.forwardSlip); + } + break; + + case CarDriveType.RearWheelDrive: + m_WheelColliders[2].GetGroundHit(out wheelHit); + AdjustTorque(wheelHit.forwardSlip); + + m_WheelColliders[3].GetGroundHit(out wheelHit); + AdjustTorque(wheelHit.forwardSlip); + break; + + case CarDriveType.FrontWheelDrive: + m_WheelColliders[0].GetGroundHit(out wheelHit); + AdjustTorque(wheelHit.forwardSlip); + + m_WheelColliders[1].GetGroundHit(out wheelHit); + AdjustTorque(wheelHit.forwardSlip); + break; + } + } + + + private void AdjustTorque(float forwardSlip) + { + if (forwardSlip >= m_SlipLimit && m_CurrentTorque >= 0) + { + m_CurrentTorque -= 10 * m_TractionControl; + } + else + { + m_CurrentTorque += 10 * m_TractionControl; + if (m_CurrentTorque > m_FullTorqueOverAllWheels) + { + m_CurrentTorque = m_FullTorqueOverAllWheels; + } + } + } + + + private bool AnySkidSoundPlaying() + { + for (int i = 0; i < 4; i++) + { + if (m_WheelEffects[i].PlayingAudio) + { + return true; + } + } + return false; + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarController.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/CarController.cs.meta new file mode 100644 index 00000000..7f5da0b3 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarController.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 3ea65b38d485c374caa584a03f1de571 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarSelfRighting.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/CarSelfRighting.cs new file mode 100644 index 00000000..1769c530 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarSelfRighting.cs @@ -0,0 +1,45 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Car +{ + public class CarSelfRighting : MonoBehaviour + { + // Automatically put the car the right way up, if it has come to rest upside-down. + [SerializeField] private float m_WaitTime = 3f; // time to wait before self righting + [SerializeField] private float m_VelocityThreshold = 1f; // the velocity below which the car is considered stationary for self-righting + + private float m_LastOkTime; // the last time that the car was in an OK state + private Rigidbody m_Rigidbody; + + + private void Start() + { + m_Rigidbody = GetComponent(); + } + + + private void Update() + { + // is the car is the right way up + if (transform.up.y > 0f || m_Rigidbody.velocity.magnitude > m_VelocityThreshold) + { + m_LastOkTime = Time.time; + } + + if (Time.time > m_LastOkTime + m_WaitTime) + { + RightCar(); + } + } + + + // put the car back the right way up: + private void RightCar() + { + // set the correct orientation for the car, and lift it off the ground a little + transform.position += Vector3.up; + transform.rotation = Quaternion.LookRotation(transform.forward); + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarSelfRighting.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/CarSelfRighting.cs.meta new file mode 100644 index 00000000..bb1395f4 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarSelfRighting.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9db865986f75ee44eba89ace4646af65 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarUserControl.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/CarUserControl.cs new file mode 100644 index 00000000..09d010de --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarUserControl.cs @@ -0,0 +1,33 @@ +using System; +using UnityEngine; +using UnityStandardAssets.CrossPlatformInput; + +namespace UnityStandardAssets.Vehicles.Car +{ + [RequireComponent(typeof (CarController))] + public class CarUserControl : MonoBehaviour + { + private CarController m_Car; // the car controller we want to use + + + private void Awake() + { + // get the car controller + m_Car = GetComponent(); + } + + + private void FixedUpdate() + { + // pass the input to the car! + float h = CrossPlatformInputManager.GetAxis("Horizontal"); + float v = CrossPlatformInputManager.GetAxis("Vertical"); +#if !MOBILE_INPUT + float handbrake = CrossPlatformInputManager.GetAxis("Jump"); + m_Car.Move(h, v, v, handbrake); +#else + m_Car.Move(h, v, v, 0f); +#endif + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/CarUserControl.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/CarUserControl.cs.meta new file mode 100644 index 00000000..57a13fea --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/CarUserControl.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 96468c245ae8e0d4f8f1c7a7b8b0542e +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/Mudguard.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/Mudguard.cs new file mode 100644 index 00000000..895d49f6 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/Mudguard.cs @@ -0,0 +1,27 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Car +{ + // this script is specific to the supplied Sample Assets car, which has mudguards over the front wheels + // which have to turn with the wheels when steering is applied. + + public class Mudguard : MonoBehaviour + { + public CarController carController; // car controller to get the steering angle + + private Quaternion m_OriginalRotation; + + + private void Start() + { + m_OriginalRotation = transform.localRotation; + } + + + private void Update() + { + transform.localRotation = m_OriginalRotation*Quaternion.Euler(0, carController.CurrentSteerAngle, 0); + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/Mudguard.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/Mudguard.cs.meta new file mode 100644 index 00000000..e1e9ce09 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/Mudguard.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 459cec5b068041e44a60a6e3b6abb0eb +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/SkidTrail.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/SkidTrail.cs new file mode 100644 index 00000000..73922b12 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/SkidTrail.cs @@ -0,0 +1,25 @@ +using System; +using System.Collections; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Car +{ + public class SkidTrail : MonoBehaviour + { + [SerializeField] private float m_PersistTime; + + + private IEnumerator Start() + { + while (true) + { + yield return null; + + if (transform.parent.parent == null) + { + Destroy(gameObject, m_PersistTime); + } + } + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/SkidTrail.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/SkidTrail.cs.meta new file mode 100644 index 00000000..561efadf --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/SkidTrail.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9ce3a3a1349a5774b94761844e652a65 +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/Suspension.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/Suspension.cs new file mode 100644 index 00000000..fc63f5db --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/Suspension.cs @@ -0,0 +1,29 @@ +using System; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Car +{ + // this script is specific to the car supplied in the the assets + // it controls the suspension hub to make it move with the wheel are it goes over bumps + public class Suspension : MonoBehaviour + { + public GameObject wheel; // The wheel that the script needs to referencing to get the postion for the suspension + + + private Vector3 m_TargetOriginalPosition; + private Vector3 m_Origin; + + + private void Start() + { + m_TargetOriginalPosition = wheel.transform.localPosition; + m_Origin = transform.localPosition; + } + + + private void Update() + { + transform.localPosition = m_Origin + (wheel.transform.localPosition - m_TargetOriginalPosition); + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/Suspension.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/Suspension.cs.meta new file mode 100644 index 00000000..e01b402d --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/Suspension.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: 9ec1e45165d1f2544bff59f5a80db8ab +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: {instanceID: 0} + userData: + assetBundleName: diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/WheelEffects.cs b/Assets/Standard Assets/Vehicles/Car/Scripts/WheelEffects.cs new file mode 100644 index 00000000..a601fbe1 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/WheelEffects.cs @@ -0,0 +1,94 @@ +using System.Collections; +using UnityEngine; + +namespace UnityStandardAssets.Vehicles.Car +{ + [RequireComponent(typeof (AudioSource))] + public class WheelEffects : MonoBehaviour + { + public Transform SkidTrailPrefab; + public static Transform skidTrailsDetachedParent; + public ParticleSystem skidParticles; + public bool skidding { get; private set; } + public bool PlayingAudio { get; private set; } + + + private AudioSource m_AudioSource; + private Transform m_SkidTrail; + private WheelCollider m_WheelCollider; + + + private void Start() + { + skidParticles = transform.root.GetComponentInChildren(); + + if (skidParticles == null) + { + Debug.LogWarning(" no particle system found on car to generate smoke particles", gameObject); + } + else + { + skidParticles.Stop(); + } + + m_WheelCollider = GetComponent(); + m_AudioSource = GetComponent(); + PlayingAudio = false; + + if (skidTrailsDetachedParent == null) + { + skidTrailsDetachedParent = new GameObject("Skid Trails - Detached").transform; + } + } + + + public void EmitTyreSmoke() + { + skidParticles.transform.position = transform.position - transform.up*m_WheelCollider.radius; + skidParticles.Emit(1); + if (!skidding) + { + StartCoroutine(StartSkidTrail()); + } + } + + + public void PlayAudio() + { + m_AudioSource.Play(); + PlayingAudio = true; + } + + + public void StopAudio() + { + m_AudioSource.Stop(); + PlayingAudio = false; + } + + + public IEnumerator StartSkidTrail() + { + skidding = true; + m_SkidTrail = Instantiate(SkidTrailPrefab); + while (m_SkidTrail == null) + { + yield return null; + } + m_SkidTrail.parent = transform; + m_SkidTrail.localPosition = -Vector3.up*m_WheelCollider.radius; + } + + + public void EndSkidTrail() + { + if (!skidding) + { + return; + } + skidding = false; + m_SkidTrail.parent = skidTrailsDetachedParent; + Destroy(m_SkidTrail.gameObject, 10); + } + } +} diff --git a/Assets/Standard Assets/Vehicles/Car/Scripts/WheelEffects.cs.meta b/Assets/Standard Assets/Vehicles/Car/Scripts/WheelEffects.cs.meta new file mode 100644 index 00000000..82e2ec3c --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Scripts/WheelEffects.cs.meta @@ -0,0 +1,9 @@ +fileFormatVersion: 2 +guid: c62479c3465024b48b42983b1b2eeaaf +MonoImporter: + serializedVersion: 2 + defaultReferences: [] + executionOrder: 0 + icon: 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"_Skybox" { TexGen CubeReflect } +} +SubShader { + LOD 300 + Tags {"Queue"="Transparent" "IgnoreProjector"="True" "RenderType"="Transparent"} + +CGPROGRAM +#pragma surface surf Lambert alpha + +sampler2D _MainTex; +samplerCUBE _Cube; + +fixed4 _Color; +fixed4 _ReflectColor; + +struct Input { + float2 uv_MainTex; + float3 worldRefl; +}; + +void surf (Input IN, inout SurfaceOutput o) { + fixed4 tex = tex2D(_MainTex, IN.uv_MainTex); + fixed4 c = tex * _Color; + o.Albedo = c.rgb; + + fixed4 reflcol = texCUBE (_Cube, IN.worldRefl); + reflcol *= tex.a; + o.Emission = reflcol.rgb * _ReflectColor.rgb; + o.Alpha = c.a; +} +ENDCG +} + +FallBack "Reflective/VertexLit" +} diff --git a/Assets/Standard Assets/Vehicles/Car/Shaders/DiffuseReflectiveShader.shader.meta b/Assets/Standard Assets/Vehicles/Car/Shaders/DiffuseReflectiveShader.shader.meta new file mode 100644 index 00000000..4d6f4a07 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Shaders/DiffuseReflectiveShader.shader.meta @@ -0,0 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+samplerCUBE _Cube; + +fixed4 _Color; +fixed4 _ReflectColor; +half _Shininess; + +struct Input { + float2 uv_MainTex; + float3 worldRefl; +}; + +void surf (Input IN, inout SurfaceOutput o) { + fixed4 tex = tex2D(_MainTex, IN.uv_MainTex); + fixed4 c = tex * _Color; + o.Albedo = c.rgb; + o.Gloss = tex.a; + fixed4 reflcol = texCUBE (_Cube, IN.worldRefl); + reflcol *= tex.a; + o.Specular = _Shininess; + o.Emission = reflcol.rgb * _ReflectColor.rgb * tex.a; + +} +ENDCG +} + +FallBack "Reflective/VertexLit" +} diff --git a/Assets/Standard Assets/Vehicles/Car/Shaders/ReflectiveDiffuseSpec.shader.meta b/Assets/Standard Assets/Vehicles/Car/Shaders/ReflectiveDiffuseSpec.shader.meta new file mode 100644 index 00000000..d9cdc948 --- /dev/null +++ b/Assets/Standard Assets/Vehicles/Car/Shaders/ReflectiveDiffuseSpec.shader.meta @@ -0,0 +1,6 @@ +fileFormatVersion: 2 +guid: bf441677c1d116a4db41bfae35e07c16 +ShaderImporter: + defaultTextures: [] + userData: + assetBundleName: diff --git 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