{
	"lib": [
		{
			"display_name": "Object",
			"icon_data": "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",
			"name": "MFSDF_Object",
			"parameters": {
				"BaseColor": {
					"a": 1.0,
					"b": 1.0,
					"g": 1.0,
					"r": 1.0,
					"type": "Color"
				},
				"Metallic": 0.0,
				"Roughness": 0.0,
				"Specular": 0.5
			},
			"seed": -5947.0,
			"seed_locked": true,
			"shader_model": {
				"code": "",
				"global": "\n",
				"inputs": [
					{
						"default": "length($uv)-0.4 ",
						"function": true,
						"label": "Object",
						"name": "sdf3d",
						"shortdesc": "SDF3D",
						"type": "sdf3d"
					},
					{
						"default": "vec3(1.0)",
						"function": true,
						"label": "BaseColor",
						"name": "BaseColor_tex3d",
						"shortdesc": "TEX3D",
						"type": "tex3d"
					},
					{
						"default": "1.0",
						"function": true,
						"label": "Metallic",
						"name": "Metallic_tex3d",
						"shortdesc": "Grayscale TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "1.0",
						"function": true,
						"label": "Specular",
						"name": "Specular_tex3d",
						"shortdesc": "Greyscale TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "1.0",
						"function": true,
						"label": "Roughness",
						"name": "Roughness_tex3d",
						"shortdesc": "Greyscale TEX3D",
						"type": "tex3d_gs"
					}
				],
				"instance": "vec4 PBRObjectMaker_simple_$name(vec4 uv){\n\tfloat sdf=$sdf3d(uv.xyz);\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4(0.0,0.0,0.0,sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
				"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.",
				"name": "MFSDF Object",
				"outputs": [
					{
						"shortdesc": "V4->V4 MFSDF ",
						"type": "v4v4",
						"v4v4": "PBRObjectMaker_simple_$name($uv)"
					}
				],
				"parameters": [
					{
						"default": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0
						},
						"label": "2:",
						"name": "BaseColor",
						"type": "color"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "3:",
						"max": 1.0,
						"min": 0.0,
						"name": "Metallic",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "4:",
						"max": 1.0,
						"min": 0.0,
						"name": "Specular",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "5:",
						"max": 1.0,
						"min": 0.0,
						"name": "Roughness",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Object Simple"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Gen/Object",
			"type": "shader"
		},
		{
			"display_name": "Object And Transform",
			"icon_data": "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",
			"name": "MFSDF_Object_And_Transform",
			"parameters": {
				"BaseColor": {
					"a": 1.0,
					"b": 1.0,
					"g": 1.0,
					"r": 1.0,
					"type": "Color"
				},
				"Emission": 0.0,
				"Metallic": 0.0,
				"RotateX": 0.0,
				"RotateY": 0.0,
				"RotateZ": 0.0,
				"Roughness": 0.0,
				"Specular": 0.5,
				"TranlateX": 0.0,
				"TranlateY": 0.0,
				"TranlateZ": 0.0,
				"scale": 1.0
			},
			"seed": -5947.0,
			"seed_locked": true,
			"shader_model": {
				"code": "",
				"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "vec3(1.0)",
						"function": true,
						"label": "BaseColor",
						"name": "BaseColor_tex3d",
						"shortdesc": "TEX3D",
						"type": "tex3d"
					},
					{
						"default": "1.0",
						"function": true,
						"label": "Metallic",
						"name": "Metallic_tex3d",
						"shortdesc": "Grayscale TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "1.0",
						"function": true,
						"label": "Specular",
						"name": "Specular_tex3d",
						"shortdesc": "Greyscale TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "1.0",
						"function": true,
						"label": "Roughness",
						"name": "Roughness_tex3d",
						"shortdesc": "Greyscale TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "vec3(1.0)",
						"function": true,
						"label": "Emission",
						"name": "Emission_tex3d",
						"type": "tex3d"
					},
					{
						"default": "length($uv)-0.4 ",
						"function": true,
						"label": "Object",
						"name": "sdf3d",
						"shortdesc": "SDF3D",
						"type": "sdf3d"
					}
				],
				"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
				"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
				"name": "MFSDF Object And Transform",
				"outputs": [
					{
						"shortdesc": "V4->V4 MFSDF ",
						"type": "v4v4",
						"v4v4": "PBRObjectMaker_$name($uv)"
					}
				],
				"parameters": [
					{
						"default": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0
						},
						"label": "",
						"name": "BaseColor",
						"type": "color"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "",
						"max": 1.0,
						"min": 0.0,
						"name": "Metallic",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "",
						"max": 1.0,
						"min": 0.0,
						"name": "Specular",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "",
						"max": 1.0,
						"min": 0.0,
						"name": "Roughness",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "",
						"longdesc": "Emission Scale",
						"max": 500.0,
						"min": 0.0,
						"name": "Emission",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "S",
						"longdesc": "Object scale",
						"max": 4.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "X",
						"max": 10.0,
						"min": -10.0,
						"name": "TranlateX",
						"shortdesc": "Translate X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Y",
						"max": 10.0,
						"min": -10.0,
						"name": "TranlateY",
						"shortdesc": "Translate Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"max": 10.0,
						"min": -10.0,
						"name": "TranlateZ",
						"shortdesc": "Translate Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rx",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Ry",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rz",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateZ",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Object"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Gen/Object And Transform",
			"type": "shader"
		},
		{
			"display_name": "Object Attributes",
			"icon_data": 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",
			"name": "pxflib",
			"parameters": {

			},
			"seed": -5947.0,
			"seed_locked": true,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "MFSDF",
						"name": "MFSDF",
						"shortdesc": "V4->V4 MFSDF",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nDecompose the MFSDF into the most used attributes",
				"name": "MFSDF Object Attributes",
				"outputs": [
					{
						"sdf3d": "$MFSDF(vec4($uv.xyz,0.0)).w",
						"shortdesc": "Object",
						"type": "sdf3d"
					},
					{
						"shortdesc": "Albedo",
						"tex3d": "$MFSDF(vec4($uv.xyz,1.0)).xyz",
						"type": "tex3d"
					},
					{
						"shortdesc": "Metallic",
						"tex3d_gs": "$MFSDF(vec4($uv.xyz,2.0)).x",
						"type": "tex3d_gs"
					},
					{
						"shortdesc": "Roughness",
						"tex3d_gs": "$MFSDF(vec4($uv.xyz,5.0)).x",
						"type": "tex3d_gs"
					},
					{
						"shortdesc": "Emission",
						"tex3d": "$MFSDF(vec4($uv.xyz,13.0)).xyz",
						"type": "tex3d"
					},
					{
						"shortdesc": "Specular",
						"tex3d_gs": "$MFSDF(vec4($uv.xyz,4.0)).x",
						"type": "tex3d_gs"
					}
				],
				"parameters": [],
				"shortdesc": "MFSDF Object Attributes"
			},
			"tree_item": "PF/MFSDF/Gen/Object Attributes",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "tex3d_pattern_2",
					"from_port": 0.0,
					"to": "tex3d_colorize_3",
					"to_port": 0.0
				},
				{
					"from": "tex3d_colorize_3",
					"from_port": 0.0,
					"to": "pxflib_4",
					"to_port": 0.0
				},
				{
					"from": "pxflib_4",
					"from_port": 0.0,
					"to": "gen_outputs",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_box",
					"from_port": 0.0,
					"to": "pxflib_4",
					"to_port": 5.0
				}
			],
			"display_name": "Checkerboard",
			"icon_data": "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",
			"label": "Checkerboard",
			"longdesc": "",
			"name": "graph_2",
			"nodes": [
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -1041.340088,
						"y": -203.449951
					},
					"parameters": {
						"r": 0.0,
						"sx": 6.0,
						"sy": 0.5,
						"sz": 6.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_box"
				},
				{
					"name": "tex3d_pattern_2",
					"node_position": {
						"x": -1106.340088,
						"y": -381.449951
					},
					"parameters": {
						"mix": 4.0,
						"x_scale": "$checkersize",
						"x_wave": 2.0,
						"y_scale": 0.0,
						"y_wave": 2.0,
						"z_scale": "$checkersize",
						"z_wave": 2.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "tex3d_pattern"
				},
				{
					"name": "gen_inputs",
					"node_position": {
						"x": -1341.340088,
						"y": -277.949951
					},
					"parameters": {

					},
					"ports": [],
					"seed": 0.0,
					"seed_locked": false,
					"type": "ios"
				},
				{
					"name": "gen_outputs",
					"node_position": {
						"x": -171.340027,
						"y": -302.949951
					},
					"parameters": {

					},
					"ports": [
						{
							"group_size": 0.0,
							"name": "port0",
							"type": "v4v4"
						}
					],
					"seed": 0.0,
					"seed_locked": false,
					"type": "ios"
				},
				{
					"name": "gen_parameters",
					"node_position": {
						"x": -1055.590088,
						"y": -653.449951
					},
					"parameters": {
						"checkersize": 2.0,
						"param0": 6.0,
						"param1": -1.0,
						"param2": {
							"interpolation": 1.0,
							"points": [
								{
									"a": 1.0,
									"b": 0.808594,
									"g": 0.808594,
									"pos": 0.0,
									"r": 0.808594
								},
								{
									"a": 1.0,
									"b": 0.53125,
									"g": 0.53125,
									"pos": 1.0,
									"r": 0.53125
								}
							],
							"type": "Gradient"
						},
						"param3": 0.0,
						"param4": 0.5,
						"param5": 0.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "remote",
					"widgets": [
						{
							"label": "Board Size",
							"linked_widgets": [
								{
									"node": "sdf3d_box",
									"widget": "sx"
								},
								{
									"node": "sdf3d_box",
									"widget": "sz"
								}
							],
							"name": "param0",
							"type": "linked_control"
						},
						{
							"default": 1.0,
							"label": "Checker Size",
							"max": 20.0,
							"min": 0.0,
							"name": "checkersize",
							"step": 0.001,
							"type": "named_parameter"
						},
						{
							"label": "Position",
							"linked_widgets": [
								{
									"node": "pxflib_4",
									"widget": "TranlateY"
								}
							],
							"name": "param1",
							"type": "linked_control"
						},
						{
							"label": "Color",
							"linked_widgets": [
								{
									"node": "tex3d_colorize_3",
									"widget": "g"
								}
							],
							"name": "param2",
							"type": "linked_control"
						},
						{
							"label": "Metallic",
							"linked_widgets": [
								{
									"node": "pxflib_4",
									"widget": "Metallic"
								}
							],
							"name": "param3",
							"type": "linked_control"
						},
						{
							"label": "Specular",
							"linked_widgets": [
								{
									"node": "pxflib_4",
									"widget": "Specular"
								}
							],
							"name": "param4",
							"type": "linked_control"
						},
						{
							"label": "Roughness",
							"linked_widgets": [
								{
									"node": "pxflib_4",
									"widget": "Roughness"
								}
							],
							"name": "param5",
							"type": "linked_control"
						}
					]
				},
				{
					"name": "tex3d_colorize_3",
					"node_position": {
						"x": -850.0,
						"y": -377.021362
					},
					"parameters": {
						"g": {
							"interpolation": 1.0,
							"points": [
								{
									"a": 1.0,
									"b": 0.808594,
									"g": 0.808594,
									"pos": 0.0,
									"r": 0.808594
								},
								{
									"a": 1.0,
									"b": 0.53125,
									"g": 0.53125,
									"pos": 1.0,
									"r": 0.53125
								}
							],
							"type": "Gradient"
						}
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "tex3d_colorize"
				},
				{
					"name": "pxflib_4",
					"node_position": {
						"x": -591.953735,
						"y": -359.458862
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 0.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5,
						"TranlateX": 0.0,
						"TranlateY": -1.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
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						],
						"shortdesc": "MFSDF Object"
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					"type": "shader"
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			"parameters": {
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				"param0": 6.0,
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				"param2": {
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							"g": 0.53125,
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					"type": "Gradient"
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				"param4": 0.5,
				"param5": 0.0
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			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
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				"instance": "",
				"longdesc": "",
				"name": ""
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			"shortdesc": "",
			"tree_item": "PF/MFSDF/Objs/Checkerboard",
			"type": "graph"
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		{
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				},
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				{
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					"from_port": 0.0,
					"to": "gen_outputs",
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			"display_name": "Stage grey with lights",
			"icon_data": 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",
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					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_box"
				},
				{
					"name": "sdf3d_box_2",
					"node_position": {
						"x": -974.0,
						"y": 794.5
					},
					"parameters": {
						"r": 0.01,
						"sx": 6.1,
						"sy": 0.47,
						"sz": 6.76
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_box"
				},
				{
					"name": "pxflib_5",
					"node_position": {
						"x": -519.164001,
						"y": 641.947998
					},
					"parameters": {
						"Alpha": 0.0,
						"AmbientOcclusion": 0.0,
						"BaseColor": {
							"a": 1.0,
							"b": 0.378906,
							"g": 0.378906,
							"r": 0.378906,
							"type": "Color"
						},
						"Emission": 0.0,
						"Metallic": 0.0,
						"Normal": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 1.0,
						"Specular": 0.0,
						"TranlateX": 0.0,
						"TranlateY": -1.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0,1.0,1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "vec3(0.0,1.0,0.0)",
								"function": true,
								"label": "Normal",
								"name": "Normal_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Alpha",
								"name": "Alpha_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "AO",
								"longdesc": "Fake Ambient Occlusion",
								"name": "AmbientOcclusion_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "// 0 - SDF                    (0,0,0,sdf)\n// 1 - BaseColor              (r,g,b,sdf) linear (0-1) \n// 2 - Metallic               (v,0,0,sdf)\n// 4 - Specular               (v,0,0,sdf)\n// 5 - Roughness              (v,0,0,sdf)\n//13 - Emission\t              (r,g,b,sdf) linear (0-infinite)\n//14 - Normal                 (x,y,z,sdf)\n//15 - Alpha                  (v,0,0,sdf)\n//19 - Ambient Occlusion      (v,0,0,sdf) \n//999 - Table ID - Identifies this table (0,0,0,0)\n\nvec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*6.28318530718)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//19 - Ambient Occlusion\n\tif (uv.w>18.5) {\n\t\treturn vec4($AmbientOcclusion*$AmbientOcclusion_tex3d(vec4(uv.xyz,19.0)),0.0,0.0,sdf);\n\t} else\n\t//15 - Alpha\n\tif (uv.w>14.5) {\n\t\treturn vec4($Alpha*$Alpha_tex3d(vec4(uv.xyz,15.0)),0.0,0.0,sdf);\n\t} else\n\t//14 - Normal\n\tif (uv.w>13.5) {\n\t\treturn vec4($Normal*$Normal_tex3d(vec4(uv.xyz,14.0)),sdf);\n\t} else\n\t//13 - Emission\n\tif (uv.w>12.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5) {\n\t\treturn vec4($Roughness*$Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*$Specular_tex3d(vec4(uv.xyz,4.0)),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5) {\n\t\treturn vec4($Metallic*$Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*$BaseColor_tex3d(vec4(uv.xyz,1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object Maker",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Clearcoat Normal Scale",
								"max": 1.0,
								"min": 0.0,
								"name": "Normal",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Alpha",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbientOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object Maker with Rot Scale Trans"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_3",
					"node_position": {
						"x": -135.480026,
						"y": 649.5
					},
					"parameters": {
						"op": 0.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"shader_model": {
						"code": "",
						"global": "vec4 sdf3dc1_union(vec4 a, vec4 b) {\n\treturn vec4((a.w<b.w)?vec4(a):vec4(b));\n}\n",
						"inputs": [
							{
								"default": "vec2(0.0)",
								"label": "",
								"name": "in1",
								"shortdesc": "V4->V4 MFSDF A",
								"type": "v4v4"
							},
							{
								"default": "vec2(0.0)",
								"label": "",
								"name": "in2",
								"shortdesc": "V4->V4 MFSDF B",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Type - V4->V4 Operator\nCode - PauloFalcao\n\nPerforms a boolean operation (union, intersection or difference) between two shapes",
						"name": "Boolean",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF",
								"type": "v4v4",
								"v4v4": "$op($in1($uv), $in2($uv))"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "",
								"name": "op",
								"type": "enum",
								"values": [
									{
										"name": "Union",
										"value": "sdf3dc1_union"
									}
								]
							}
						],
						"shortdesc": "Boolean"
					},
					"type": "shader"
				},
				{
					"name": "pxflib",
					"node_position": {
						"x": -893.0,
						"y": 634.5
					},
					"parameters": {
						"mode": 4.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"label": "SDF3D",
								"name": "in",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nTransforms a SDF3D making a mirror symmetry using the chosen axis",
						"name": "Axis Symmetry",
						"outputs": [
							{
								"sdf3d": "$in(vec3($mode))",
								"shortdesc": "SDF3D output",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"default": 6.0,
								"label": "Axis",
								"longdesc": "Axis",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "XYZ",
										"value": "abs($uv.xyz)"
									},
									{
										"name": "XY",
										"value": "abs($uv.xy),$uv.z"
									},
									{
										"name": "XZ",
										"value": "abs($uv.x),$uv.y,abs($uv.z)"
									},
									{
										"name": "YZ",
										"value": "$uv.x,abs($uv.yz)"
									},
									{
										"name": "X",
										"value": "abs($uv.x),$uv.yz"
									},
									{
										"name": "Y",
										"value": "$uv.x,abs($uv.y),$uv.z"
									},
									{
										"name": "Z",
										"value": "$uv.x,$uv.y,abs($uv.z)"
									}
								]
							}
						],
						"shortdesc": "Axis Symmetry"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_translate_3_3",
					"node_position": {
						"x": -847.0,
						"y": 491.5
					},
					"parameters": {
						"x": 2.95,
						"y": 1.36,
						"z": 1.36
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_translate"
				},
				{
					"name": "sdf3d_boolean",
					"node_position": {
						"x": -536.0,
						"y": 227.5
					},
					"parameters": {
						"op": 0.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_boolean"
				},
				{
					"name": "sdf3d_rotate_2",
					"node_position": {
						"x": -830.0,
						"y": 283.5
					},
					"parameters": {
						"ax": 0.0,
						"ay": -39.0,
						"az": 65.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_rotate"
				},
				{
					"name": "sdf3d_translate_3_2",
					"node_position": {
						"x": -1031.0,
						"y": 220.5
					},
					"parameters": {
						"x": 0.0,
						"y": 3.23,
						"z": 0.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_translate"
				},
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -1269.0,
						"y": 253.5
					},
					"parameters": {
						"r": 1.0,
						"sx": 0.89,
						"sy": 0.05,
						"sz": 0.81
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_box"
				},
				{
					"name": "pxflib_2",
					"node_position": {
						"x": -351.0,
						"y": 218.0
					},
					"parameters": {
						"Alpha": 0.0,
						"AmbientOcclusion": 0.0,
						"BaseColor": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 3.0,
						"Metallic": 0.0,
						"Normal": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5,
						"TranlateX": 0.0,
						"TranlateY": 0.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0,1.0,1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "vec3(0.0,1.0,0.0)",
								"function": true,
								"label": "Normal",
								"name": "Normal_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Alpha",
								"name": "Alpha_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "AO",
								"longdesc": "Fake Ambient Occlusion",
								"name": "AmbientOcclusion_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "// 0 - SDF                    (0,0,0,sdf)\n// 1 - BaseColor              (r,g,b,sdf) linear (0-1) \n// 2 - Metallic               (v,0,0,sdf)\n// 4 - Specular               (v,0,0,sdf)\n// 5 - Roughness              (v,0,0,sdf)\n//13 - Emission\t              (r,g,b,sdf) linear (0-infinite)\n//14 - Normal                 (x,y,z,sdf)\n//15 - Alpha                  (v,0,0,sdf)\n//19 - Ambient Occlusion      (v,0,0,sdf) \n//999 - Table ID - Identifies this table (0,0,0,0)\n\nvec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*6.28318530718)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//19 - Ambient Occlusion\n\tif (uv.w>18.5) {\n\t\treturn vec4($AmbientOcclusion*$AmbientOcclusion_tex3d(vec4(uv.xyz,19.0)),0.0,0.0,sdf);\n\t} else\n\t//15 - Alpha\n\tif (uv.w>14.5) {\n\t\treturn vec4($Alpha*$Alpha_tex3d(vec4(uv.xyz,15.0)),0.0,0.0,sdf);\n\t} else\n\t//14 - Normal\n\tif (uv.w>13.5) {\n\t\treturn vec4($Normal*$Normal_tex3d(vec4(uv.xyz,14.0)),sdf);\n\t} else\n\t//13 - Emission\n\tif (uv.w>12.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5) {\n\t\treturn vec4($Roughness*$Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*$Specular_tex3d(vec4(uv.xyz,4.0)),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5) {\n\t\treturn vec4($Metallic*$Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*$BaseColor_tex3d(vec4(uv.xyz,1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object Maker",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Clearcoat Normal Scale",
								"max": 1.0,
								"min": 0.0,
								"name": "Normal",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Alpha",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbientOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object Maker with Rot Scale Trans"
					},
					"type": "shader"
				},
				{
					"name": "gen_inputs",
					"node_position": {
						"x": -1769.0,
						"y": 559.265259
					},
					"parameters": {

					},
					"ports": [],
					"seed": 0.0,
					"seed_locked": false,
					"type": "ios"
				},
				{
					"name": "gen_outputs",
					"node_position": {
						"x": 164.519974,
						"y": 559.265259
					},
					"parameters": {

					},
					"ports": [
						{
							"name": "unnamed",
							"type": "v4v4"
						}
					],
					"seed": 0.0,
					"seed_locked": false,
					"type": "ios"
				},
				{
					"name": "gen_parameters",
					"node_position": {
						"x": -953.511108,
						"y": -82.0
					},
					"parameters": {
						"param0": 3.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "remote",
					"widgets": [
						{
							"label": "Emission",
							"linked_widgets": [
								{
									"node": "pxflib_2",
									"widget": "Emission"
								}
							],
							"name": "param0",
							"type": "linked_control"
						}
					]
				}
			],
			"parameters": {
				"param0": 3.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"global": "",
				"instance": "",
				"longdesc": "",
				"name": ""
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Objs/Stage grey with lights",
			"type": "graph"
		},
		{
			"connections": [
				{
					"from": "sdf3d_box",
					"from_port": 0.0,
					"to": "sdf3d_translate_3_2",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_translate_3_2",
					"from_port": 0.0,
					"to": "sdf3d_rotate_2",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_translate_3_2",
					"from_port": 0.0,
					"to": "sdf3d_boolean",
					"to_port": 0.0
				},
				{
					"from": "pxflib",
					"from_port": 0.0,
					"to": "sdf3d_boolean",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_rotate_2",
					"from_port": 0.0,
					"to": "sdf3d_translate_3_3",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_translate_3_3",
					"from_port": 0.0,
					"to": "pxflib",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_boolean",
					"from_port": 0.0,
					"to": "pxflib_2",
					"to_port": 8.0
				},
				{
					"from": "pxflib_2",
					"from_port": 0.0,
					"to": "gen_outputs",
					"to_port": 0.0
				}
			],
			"display_name": "Stage Lights",
			"icon_data": "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",
			"label": "Stage Lights",
			"longdesc": "",
			"name": "graph",
			"nodes": [
				{
					"name": "pxflib",
					"node_position": {
						"x": -893.0,
						"y": 634.5
					},
					"parameters": {
						"mode": 4.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"label": "SDF3D",
								"name": "in",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nTransforms a SDF3D making a mirror symmetry using the chosen axis",
						"name": "Axis Symmetry",
						"outputs": [
							{
								"sdf3d": "$in(vec3($mode))",
								"shortdesc": "SDF3D output",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"default": 6.0,
								"label": "Axis",
								"longdesc": "Axis",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "XYZ",
										"value": "abs($uv.xyz)"
									},
									{
										"name": "XY",
										"value": "abs($uv.xy),$uv.z"
									},
									{
										"name": "XZ",
										"value": "abs($uv.x),$uv.y,abs($uv.z)"
									},
									{
										"name": "YZ",
										"value": "$uv.x,abs($uv.yz)"
									},
									{
										"name": "X",
										"value": "abs($uv.x),$uv.yz"
									},
									{
										"name": "Y",
										"value": "$uv.x,abs($uv.y),$uv.z"
									},
									{
										"name": "Z",
										"value": "$uv.x,$uv.y,abs($uv.z)"
									}
								]
							}
						],
						"shortdesc": "Axis Symmetry"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_translate_3_3",
					"node_position": {
						"x": -847.0,
						"y": 491.5
					},
					"parameters": {
						"x": 2.95,
						"y": 1.36,
						"z": 1.36
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_translate"
				},
				{
					"name": "sdf3d_boolean",
					"node_position": {
						"x": -536.0,
						"y": 227.5
					},
					"parameters": {
						"op": 0.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_boolean"
				},
				{
					"name": "sdf3d_rotate_2",
					"node_position": {
						"x": -830.0,
						"y": 283.5
					},
					"parameters": {
						"ax": 0.0,
						"ay": -39.0,
						"az": 65.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_rotate"
				},
				{
					"name": "sdf3d_translate_3_2",
					"node_position": {
						"x": -1031.0,
						"y": 220.5
					},
					"parameters": {
						"x": 0.0,
						"y": 3.23,
						"z": 0.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_translate"
				},
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -1269.0,
						"y": 253.5
					},
					"parameters": {
						"r": 1.0,
						"sx": 0.89,
						"sy": 0.05,
						"sz": 0.81
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "sdf3d_box"
				},
				{
					"name": "pxflib_2",
					"node_position": {
						"x": -351.0,
						"y": 218.0
					},
					"parameters": {
						"Alpha": 0.0,
						"AmbientOcclusion": 0.0,
						"BaseColor": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 3.0,
						"Metallic": 0.0,
						"Normal": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5,
						"TranlateX": 0.0,
						"TranlateY": 0.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0,1.0,1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "vec3(0.0,1.0,0.0)",
								"function": true,
								"label": "Normal",
								"name": "Normal_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Alpha",
								"name": "Alpha_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "AO",
								"longdesc": "Fake Ambient Occlusion",
								"name": "AmbientOcclusion_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "// 0 - SDF                    (0,0,0,sdf)\n// 1 - BaseColor              (r,g,b,sdf) linear (0-1) \n// 2 - Metallic               (v,0,0,sdf)\n// 4 - Specular               (v,0,0,sdf)\n// 5 - Roughness              (v,0,0,sdf)\n//13 - Emission\t              (r,g,b,sdf) linear (0-infinite)\n//14 - Normal                 (x,y,z,sdf)\n//15 - Alpha                  (v,0,0,sdf)\n//19 - Ambient Occlusion      (v,0,0,sdf) \n//999 - Table ID - Identifies this table (0,0,0,0)\n\nvec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*6.28318530718)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//19 - Ambient Occlusion\n\tif (uv.w>18.5) {\n\t\treturn vec4($AmbientOcclusion*$AmbientOcclusion_tex3d(vec4(uv.xyz,19.0)),0.0,0.0,sdf);\n\t} else\n\t//15 - Alpha\n\tif (uv.w>14.5) {\n\t\treturn vec4($Alpha*$Alpha_tex3d(vec4(uv.xyz,15.0)),0.0,0.0,sdf);\n\t} else\n\t//14 - Normal\n\tif (uv.w>13.5) {\n\t\treturn vec4($Normal*$Normal_tex3d(vec4(uv.xyz,14.0)),sdf);\n\t} else\n\t//13 - Emission\n\tif (uv.w>12.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5) {\n\t\treturn vec4($Roughness*$Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*$Specular_tex3d(vec4(uv.xyz,4.0)),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5) {\n\t\treturn vec4($Metallic*$Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*$BaseColor_tex3d(vec4(uv.xyz,1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object Maker",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Clearcoat Normal Scale",
								"max": 1.0,
								"min": 0.0,
								"name": "Normal",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Alpha",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbientOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 1.0,
								"min": 0.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object Maker with Rot Scale Trans"
					},
					"type": "shader"
				},
				{
					"name": "gen_inputs",
					"node_position": {
						"x": -1769.0,
						"y": 559.265259
					},
					"parameters": {

					},
					"ports": [],
					"seed": 0.0,
					"seed_locked": false,
					"type": "ios"
				},
				{
					"name": "gen_outputs",
					"node_position": {
						"x": -1.480026,
						"y": 275.265259
					},
					"parameters": {

					},
					"ports": [
						{
							"name": "unnamed",
							"type": "v4v4"
						}
					],
					"seed": 0.0,
					"seed_locked": false,
					"type": "ios"
				},
				{
					"name": "gen_parameters",
					"node_position": {
						"x": -953.511108,
						"y": -82.0
					},
					"parameters": {
						"param0": 3.0
					},
					"seed": 0.0,
					"seed_locked": false,
					"type": "remote",
					"widgets": [
						{
							"label": "Emission",
							"linked_widgets": [
								{
									"node": "pxflib_2",
									"widget": "Emission"
								}
							],
							"name": "param0",
							"type": "linked_control"
						}
					]
				}
			],
			"parameters": {
				"param0": 3.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"global": "",
				"instance": "",
				"longdesc": "",
				"name": ""
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Objs/Stage Lights",
			"type": "graph"
		},
		{
			"display_name": "Boolean",
			"generic_size": 1.0,
			"icon_data": 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",
			"name": "MFSDF_Boolean",
			"parameters": {
				"op1": 0.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "vec4 $(name_uv)_sout=$in($uv);\n#for\n$(name_uv)_sout=$op#($(name_uv)_sout, $in#($uv));\n#end",
				"global": "vec4 mfsdf_boolean_union(vec4 a, vec4 b) {\n\treturn vec4((a.w<b.w)?vec4(a):vec4(b));\n}\nvec4 mfsdf_boolean_sub(vec4 a, vec4 b) {\n\treturn vec4((-a.w>b.w)?vec4(a.xyz,-a.w):vec4(b));\n}\nvec4 mfsdf_boolean_inter(vec4 a, vec4 b) {\n\treturn vec4((a.w>b.w)?vec4(a):vec4(b));\n}",
				"inputs": [
					{
						"default": "vec4(0.0,0.0,0.0,9999999.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 MFSDF Base",
						"type": "v4v4"
					},
					{
						"default": "vec4(0.0,0.0,0.0,9999999.0)",
						"label": "",
						"name": "in#",
						"shortdesc": "V4->V4 MFSDF #",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Performs a boolean operation (union, intersection or difference) between two shapes\n\nCode - PauloFalcao",
				"name": "MFSDF Boolean",
				"outputs": [
					{
						"shortdesc": "V4->V4 MFSDF",
						"type": "v4v4",
						"v4v4": "$(name_uv)_sout"
					}
				],
				"parameters": [
					{
						"default": 2.0,
						"label": "2:",
						"name": "op#",
						"type": "enum",
						"values": [
							{
								"name": "Union",
								"value": "mfsdf_boolean_union"
							},
							{
								"name": "Subtraction",
								"value": "mfsdf_boolean_sub"
							},
							{
								"name": "Intersection",
								"value": "mfsdf_boolean_inter"
							}
						]
					}
				],
				"shortdesc": "MFSDF Boolean"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Boolean",
			"type": "shader"
		},
		{
			"display_name": "Advanced Boolean",
			"icon_data": "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",
			"name": "MFSDF_Advanced_Boolean",
			"parameters": {
				"Correction": 0.0,
				"boolmode": 0.0,
				"colormode": 0.0,
				"mixshift": 0.0,
				"mixspread": 1.0,
				"smooth": 0.25
			},
			"seed": 53575.0,
			"seed_locked": true,
			"shader_model": {
				"code": "",
				"global": "float Custom_Bool_sdSmoothUnion( float d1, float d2, float k ) {\n    float h = clamp( 0.5 + 0.5*(d2-d1)/k, 0.0, 1.0 );\n    return mix( d2, d1, h ) - k*h*(1.0-h); }\n\nfloat Custom_Bool_sdSmoothSubtraction( float d1, float d2, float k ) {\n    float h = clamp( 0.5 - 0.5*(d2+d1)/k, 0.0, 1.0 );\n    return mix( d2, -d1, h ) + k*h*(1.0-h); }\n\nfloat Custom_Bool_sdSmoothIntersection( float d1, float d2, float k ) {\n    float h = clamp( 0.5 - 0.5*(d2-d1)/k, 0.0, 1.0 );\n    return mix( d2, d1, h ) + k*h*(1.0-h); }",
				"inputs": [
					{
						"default": "vec4(0.0,0.0,0.0,999999.0)",
						"label": "MFSDF A",
						"name": "in1",
						"shortdesc": "V4->V4 MFSDF A",
						"type": "v4v4"
					},
					{
						"default": "vec4(0.0,0.0,0.0,999999.0)",
						"label": "MFSDF B",
						"name": "in2",
						"shortdesc": "V4->V4 MFSDF B",
						"type": "v4v4"
					},
					{
						"default": "min($uv.x,$uv.y)",
						"function": true,
						"label": "Custom Boolean",
						"longdesc": "The union between A and B is defined by this SDF2D\nX is the distance to A\nY is the distance to B",
						"name": "sdf2d",
						"shortdesc": "SDF2D Custom Union",
						"type": "sdf2d"
					},
					{
						"default": "vec4(1.0,0.0,0.0,0.0)",
						"function": true,
						"label": "MFSDF Union Tex",
						"longdesc": "MFSDF material used in the transition beetween MFSDF A and MFSDF B",
						"name": "in3",
						"shortdesc": "V4->V4 MFSDF Mix",
						"type": "v4v4"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "TEX3D Color Shift",
						"longdesc": "Color transition deformation between MFSDF A and MFSDF B, using a Grayscale TEX3D",
						"name": "shift_tex3d",
						"shortdesc": "Grayscale TEX3D",
						"type": "tex3d_gs"
					}
				],
				"instance": "\nfloat normal_$name(float a, float b) {\n  return $boolmode;\n}\n\nvec4 mfsdf3d_custom_boolean_$name(vec4 a, vec4 b, vec4 uv) {\n    float e=0.001;\n\tfloat h=normal_$name(a.w,b.w);\n\tfloat d=h/(1.0+$Correction);\n\t$colormode\n    return vec4(o);\n}",
				"longdesc": "Performs a custom boolean operation between two shapes.\nThe union is defined by a custom SDF2D\n\nCode - PauloFalcao",
				"name": "MFSDF Advanced Boolean",
				"outputs": [
					{
						"shortdesc": "V4->V4 MFSDF",
						"type": "v4v4",
						"v4v4": "mfsdf3d_custom_boolean_$name($in1($uv), $in2($uv),$uv)"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"max": 1.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 5.0,
						"label": "Color Mode",
						"name": "colormode",
						"type": "enum",
						"values": [
							{
								"name": "Mix Color",
								"value": "vec4 o=vec4(mix(a.xyz,b.xyz,clamp((abs(a.w)-abs(b.w)+$shift_tex3d(uv)+$mixshift+$mixspread/2.0)*(1.0/$mixspread),0.0,1.0)),d);"
							},
							{
								"name": "A Color",
								"value": "vec4 o=a;if (abs(b.w)<abs(o.w)) o=b;if (abs(d+0.00001)<abs(o.w))o.xyz=a.xyz;o.w=d;"
							},
							{
								"name": "B Color",
								"value": "vec4 o=b;if (abs(a.w)<abs(o.w)) o=a;if (abs(d+0.00001)<abs(o.w))o.xyz=b.xyz;o.w=d;"
							},
							{
								"name": "Normal",
								"value": "vec2 n=normalize(vec2(normal_$name(a.w+e,b.w)-normal_$name(a.w-e,b.w),normal_$name(a.w,b.w+e)-normal_$name(a.w,b.w-e)));vec4 o=vec4(mix(a.xyz,b.xyz,atan(abs(n.y),abs(n.x))/(3.14159265359/2.0)),d);"
							},
							{
								"name": "Tex",
								"value": "vec4 o=b;if (abs(a.w)<abs(o.w)) o=a;if (abs(d+0.00001)<abs(o.w)) o.xyz=$in3(vec4(uv)).xyz;o.w=d;"
							},
							{
								"name": "Tex Mix",
								"value": "vec4 o;o.xyz=mix($in3(vec4(uv)).xyz,a.xyz,clamp((abs(b.w)-abs(a.w)+($shift_tex3d(uv)+$mixshift-0.5)+$mixspread/2.0)*(1.0/$mixspread),0.0,1.0));o.xyz=mix(o.xyz,b.xyz,clamp((abs(a.w)-abs(b.w)+($shift_tex3d(uv)+$mixshift-0.5)+$mixspread/2.0)*(1.0/$mixspread),0.0,1.0));o.w=d;"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Mix Color Shift",
						"max": 5.0,
						"min": -5.0,
						"name": "mixshift",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Mix Color Spread",
						"max": 5.0,
						"min": 0.0,
						"name": "mixspread",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 0.0,
						"label": "Boolean Mode",
						"name": "boolmode",
						"type": "enum",
						"values": [
							{
								"name": "Union",
								"value": "Custom_Bool_sdSmoothUnion(a,b,$smooth)"
							},
							{
								"name": "Subtraction",
								"value": "Custom_Bool_sdSmoothSubtraction(a,b,$smooth)"
							},
							{
								"name": "Intersection",
								"value": "Custom_Bool_sdSmoothIntersection(a,b,$smooth)"
							},
							{
								"name": "Custom",
								"value": "$sdf2d(vec2(a,b))"
							}
						]
					},
					{
						"control": "None",
						"default": 0.1,
						"label": "Smooth",
						"max": 1.0,
						"min": 0.0,
						"name": "smooth",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Advanced Boolean"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Advanced Boolean",
			"type": "shader"
		},
		{
			"display_name": "Smooth Boolean",
			"generic_size": 1.0,
			"icon_data": 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",
			"name": "MFSDF_Smooth_Boolean",
			"parameters": {
				"k1": 0.0,
				"op1": 0.0
			},
			"seed": 53575.0,
			"seed_locked": true,
			"shader_model": {
				"code": "vec4 $(name_uv)_sout=$in($uv);\n#for\n$(name_uv)_sout=$op#($(name_uv)_sout, $in#($uv),$k#);\n#end",
				"global": "float mfsdf3d_smooth_union_f(float a,float b,float k){\n\tfloat h = max( k-abs(a-b), 0.0 )/k;\n\treturn min(a,b)-h*h*k*0.25;\n}\n\nvec4 mfsdf3d_smooth_union(vec4 a, vec4 b, float k) {\n    float e=0.001;\n    k=max(k,e);\n    float h=mfsdf3d_smooth_union_f(a.w,b.w,k);\n\tvec2 n=normalize(vec2(mfsdf3d_smooth_union_f(a.w+e,b.w,k)-mfsdf3d_smooth_union_f(a.w-e,b.w,k),\n                          mfsdf3d_smooth_union_f(a.w,b.w+e,k)-mfsdf3d_smooth_union_f(a.w,b.w-e,k)));\n    return vec4(mix(a.xyz,b.xyz,atan(abs(n.y),abs(n.x))/(3.14159265359/2.0)),h);\n}\n\nfloat mfsdf3d_smooth_subtraction_f(float a,float b,float k){\n\tfloat h = max( k-abs(-a-b), 0.0 )/k;\n\treturn max(-a,b)+h*h*k*0.25;\n}\n\nvec4 mfsdf3d_smooth_subtraction(vec4 a, vec4 b, float k) {\n    float e=0.001;\n    k=max(k,e);\n\tfloat h=mfsdf3d_smooth_subtraction_f(a.w,b.w,k);\n\tvec2 n=normalize(vec2(mfsdf3d_smooth_subtraction_f(a.w+e,b.w,k)-mfsdf3d_smooth_subtraction_f(a.w-e,b.w,k),\n                          mfsdf3d_smooth_subtraction_f(a.w,b.w+e,k)-mfsdf3d_smooth_subtraction_f(a.w,b.w-e,k)));\n    return vec4(mix(a.xyz,b.xyz,atan(abs(n.y),abs(n.x))/(3.14159265359/2.0)),h);\n}\n\nfloat mfsdf3d_smooth_intersection_f(float a,float b,float k){\n\tfloat h = max( k-abs(a-b), 0.0 )/k;\n\treturn max(a,b)+h*h*k*0.25;\n}\n\nvec4 mfsdf3d_smooth_intersection(vec4 a, vec4 b, float k) {\n    float e=0.001;\n    k=max(k,e);\n\tfloat h=mfsdf3d_smooth_intersection_f(a.w,b.w,k);\n\tvec2 n=normalize(vec2(mfsdf3d_smooth_intersection_f(a.w+e,b.w,k)-mfsdf3d_smooth_intersection_f(a.w-e,b.w,k),\n                          mfsdf3d_smooth_intersection_f(a.w,b.w+e,k)-mfsdf3d_smooth_intersection_f(a.w,b.w-e,k)));\n    return vec4(mix(a.xyz,b.xyz,atan(abs(n.y),abs(n.x))/(3.14159265359/2.0)),h);\n}",
				"inputs": [
					{
						"default": "vec4(0.0,0.0,0.0,999999.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 MFSDF Base",
						"type": "v4v4"
					},
					{
						"default": "vec4(0.0,0.0,0.0,999999.0)",
						"label": "",
						"name": "in#",
						"shortdesc": "V4->V4 MFSDF #",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Performs a smooth boolean operation (union, intersection or difference) between shapes\n\nCode - PauloFalcao",
				"name": "MFSDF Smooth Boolean",
				"outputs": [
					{
						"shortdesc": "V4->V4 MFSDF",
						"type": "v4v4",
						"v4v4": "$(name_uv)_sout"
					}
				],
				"parameters": [
					{
						"default": 2.0,
						"label": "2:",
						"name": "op#",
						"type": "enum",
						"values": [
							{
								"name": "Union",
								"value": "mfsdf3d_smooth_union"
							},
							{
								"name": "Subtraction",
								"value": "mfsdf3d_smooth_subtraction"
							},
							{
								"name": "Intersection",
								"value": "mfsdf3d_smooth_intersection"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "2:",
						"longdesc": "The smoothness of the boolean operation",
						"max": 1.0,
						"min": 0.0,
						"name": "k#",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Smooth Boolean"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Smooth Boolean",
			"type": "shader"
		},
		{
			"display_name": "Translate",
			"icon_data": 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",
			"name": "MFSDF_Translate",
			"parameters": {
				"x": 0.0,
				"y": 0.0,
				"z": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec4(0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 Input",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Translates the input V4->V4 Coordinates\n\nCode - PauloFalcao",
				"name": "MFSDF Translate",
				"outputs": [
					{
						"shortdesc": "V4->V4 Output",
						"type": "v4v4",
						"v4v4": "$in(vec4($uv.xyz-vec3($x, $y, $z),$uv.w))"
					}
				],
				"parameters": [
					{
						"control": "P1.x",
						"default": 0.0,
						"label": "X",
						"max": 1.0,
						"min": -1.0,
						"name": "x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "P1.y",
						"default": 0.0,
						"label": "Y",
						"max": 1.0,
						"min": -1.0,
						"name": "y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"max": 1.0,
						"min": -1.0,
						"name": "z",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Translate"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Translate",
			"type": "shader"
		},
		{
			"display_name": "Rotate",
			"icon_data": 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",
			"name": "MFSDF_Rotate",
			"parameters": {
				"ax": 0.0,
				"ay": 0.0,
				"az": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "vec3 v4v4_rotate(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "vec3(1.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 Input",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Rotates a V4->V4\nAdapted from RodZilla TEX3D Rotate\n\nCode - RodZilla, PauloFalcao\n",
				"name": "MFSDF Rotate",
				"outputs": [
					{
						"shortdesc": "V4->V4 Ouput",
						"type": "v4v4",
						"v4v4": "$in(vec4(v4v4_rotate($uv.xyz, -vec3($ax, $ay, $az)*0.01745329251), $uv.w))"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "X",
						"longdesc": "The rotation around the X axis",
						"max": 180.0,
						"min": -180.0,
						"name": "ax",
						"shortdesc": "Rotate.x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Y",
						"longdesc": "The rotation around the Y axis",
						"max": 180.0,
						"min": -180.0,
						"name": "ay",
						"shortdesc": "Rotate.y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"longdesc": "The rotation around the Z axis",
						"max": 180.0,
						"min": -180.0,
						"name": "az",
						"shortdesc": "Rotate.z",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Rotate"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Rotate",
			"type": "shader"
		},
		{
			"display_name": "Scale",
			"icon_data": 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",
			"name": "MFSDF_Scale",
			"parameters": {
				"mode": 0.0,
				"x": 1.0,
				"xyz": 1.0,
				"y": 1.0,
				"z": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "vec4 o_$name_uv=$in(vec4($uv.xyz/vec3($x, $y, $z)/$xyz,$uv.w));",
				"global": "",
				"inputs": [
					{
						"default": "vec4(0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 Input",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Scales the input V4->V4 Coordinates\n\nCode - PauloFalcao",
				"name": "MFSDF Scale",
				"outputs": [
					{
						"shortdesc": "V4->V4 Output",
						"type": "v4v4",
						"v4v4": "$mode"
					}
				],
				"parameters": [
					{
						"control": "P1.x",
						"default": 1.0,
						"label": "XYZ",
						"longdesc": "Scales all axis",
						"max": 1.0,
						"min": -1.0,
						"name": "xyz",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "X",
						"longdesc": "Scale X axis",
						"max": 1.0,
						"min": -1.0,
						"name": "x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Y",
						"longdesc": "Scale Y axis",
						"max": 1.0,
						"min": -1.0,
						"name": "y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Z",
						"longdesc": "Scale Z axis",
						"max": 1.0,
						"min": -1.0,
						"name": "z",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 1.0,
						"label": "Mode",
						"longdesc": "- Multi-Field SDF mode is the default mode used for scaling Multi-Field SDF objects.\n- Coordinates Transformation is the mode that should be used for coordinates transformations operations, like in the fractal node input V4->V4 3D Transformation",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "MFSDF",
								"value": "vec4(o_$name_uv.xyz,o_$name_uv.w*min(min($x, $y), $z)*$xyz)"
							},
							{
								"name": "Transformation",
								"value": "vec4(o_$name_uv.xyz,$uv.w/min(min($x, $y), $z)/$xyz)"
							}
						]
					}
				],
				"shortdesc": "MFSDF Scale"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Scale",
			"type": "shader"
		},
		{
			"display_name": "Transform",
			"icon_data": 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llw230H184/yzAyNOt8tPSKhbDtOZD0JT6k3uKnhO2kLElBpATYCSYk+jMu0WBV99ZSw9zRx068RV2wkoI24eCegov+wQi2YQV3VxonJSzO4xw1bk31i2K4gIwAAvDO5sN2uOyUKVWHbyVqq9odiJDMHoShqtheU8AjJAsETc3jB7xwJ22hmSWQX5Toe59S5Y93AqFCaBz27kMVbeXVOHjhvdCzNdMZ/Xs+SV5o018TEUAZd6tVWKZ5iVThH8CdvMM4ucsw85FT4OzmN14/5+Y6P93/y6HTKgAmMOxaN7QdiZX/ntvAiKWAMVqyd/72ho4+c9s9bfEw32WaH0INNvHTv23Bs0+Yg15anLwBokUTs8TScaoHyUe9JznkhPUdzGH/XvxO67HH9yFdICd716g22gOzXR/qbIT4yKhMVP4YcM3cRilhqYrJbzW+63Dg3os7MqQtWpwTSJ+kSHCQj0G5DiNMnW3ii/wVLVSwhVEz0iy9MTzUW6q77DuTdjbHLiBWGXKG+kQBTdZJmwYTY+69veZdobxp/ke2pCFMXHTfTpqPodX+GdX4TZZNiXcbuzNul3R1TKyorrBiYQ3wY5YYcijZ34SO4+Ka9z0Y+rCObaLQHrhqj7xY/tskkP4GYcbpQJ9n2DvGXp0LiiquyMXQas8vMnkTUq2xYnn7Z7RbnTGqjUN9NS4e+GieoWEv8PD/6Xs3d1S0AAAAAASUVORK5CYII=",
			"name": "MFSDF_Transform",
			"parameters": {
				"RotateX": 0.0,
				"RotateY": 0.0,
				"RotateZ": 0.0,
				"TranslateX": 0.0,
				"TranslateY": 0.0,
				"TranslateZ": 0.0,
				"scale": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "vec4 o_$name_uv=$in(vec4(V4V4_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale, $uv.w));\n\n",
				"global": "vec3 V4V4_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "vec3(1.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 Input",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Translates, Rotates, Scale a V4->V4\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
				"name": "MFSDF Transform",
				"outputs": [
					{
						"shortdesc": "V4->V4 Ouput",
						"type": "v4v4",
						"v4v4": "vec4(o_$name_uv.xyz,o_$name_uv.w*$scale)"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "S",
						"max": 4.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "X",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Y",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rx",
						"longdesc": "The rotation around the X axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateX",
						"shortdesc": "Rotate.x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Ry",
						"longdesc": "The rotation around the Y axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateY",
						"shortdesc": "Rotate.y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rz",
						"longdesc": "The rotation around the Z axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateZ",
						"shortdesc": "Rotate.z",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Transform"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Transform",
			"type": "shader"
		},
		{
			"display_name": "Repeat",
			"icon_data": 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",
			"name": "MFSDF_Repeat",
			"parameters": {
				"RepX": 4.0,
				"RepY": 1.0,
				"RepZ": 4.0,
				"X": 1.0,
				"Y": 1.0,
				"Z": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "//Adapted from https://www.iquilezles.org/www/articles/distfunctions/distfunctions.htm - Finite Repetition\n\nvec3 opRepLim(vec3 p,vec3 c,vec3 l){\n    p+=(c*l)/2.0;\n    return p-c*clamp(floor((p+0.0001)/c+0.5),vec3(0.0),l);\n}",
				"inputs": [
					{
						"default": "0.0",
						"label": "MFSDF",
						"name": "in",
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Repeats its input shape\n\nCode - IQ",
				"name": "MFSDF Repeat",
				"outputs": [
					{
						"shortdesc": "V4->V4 Output",
						"type": "v4v4",
						"v4v4": "$in(vec4(opRepLim($uv.xyz,vec3($X,$Y,$Z)*2.0,vec3($RepX-1.0,$RepY-1.0,$RepZ-1.0)),$uv.w))"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Z",
						"longdesc": "Size of the grid in the Z axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep X",
						"longdesc": "Repetitions in the X axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepX",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep Y",
						"longdesc": "Repetitions in the Y axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepY",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep Z",
						"longdesc": "Repetitions in the Z axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepZ",
						"step": 1.0,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Repeat",
			"type": "shader"
		},
		{
			"display_name": "Smooth Repeat Fold",
			"icon_data": 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",
			"name": "MFSDF_Smooth_Repeat_Fold",
			"parameters": {
				"Axis": 4.0,
				"Iterations": 2.0,
				"SmoothX": 0.0,
				"SmoothY": 0.0,
				"SmoothZ": 0.0,
				"X": 0.5,
				"Y": 0.5,
				"Z": 0.5
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "MFSDF",
						"name": "in",
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4"
					}
				],
				"instance": "//From https://www.shadertoy.com/view/wlyBWm by @paulofalcao\n\nvec3 smoothrepeat_$name(vec3 p,vec3 smooth_size,vec3 size){\n    size.$Axis/=2.0;\n    float w=pow(2.0,float($Iterations));\n\tfor(int i=0;i<$Iterations;i++){\n        p.$Axis=sqrt(p.$Axis*p.$Axis+smooth_size.$Axis);//smooth abs\n\t\tp.$Axis-=size.$Axis*w;//translate\n\t\tw=w/2.0;\n\t}\n\treturn p;\n}\n",
				"longdesc": "Repeats its input shape with smoothness using reflection symmetry\n\nCode - PauloFalcao",
				"name": "MFSDF Smooth Repeat Fold",
				"outputs": [
					{
						"shortdesc": "V4->V4 MFSDF",
						"type": "v4v4",
						"v4v4": "$in(vec4(smoothrepeat_$name($uv.xyz,vec3($SmoothX,$SmoothY,$SmoothZ),vec3($X,$Y,$Z)),$uv.w))"
					}
				],
				"parameters": [
					{
						"default": 3.0,
						"label": "Axis",
						"longdesc": "Repetition axis",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "x"
							},
							{
								"name": "Y",
								"value": "y"
							},
							{
								"name": "Z",
								"value": "z"
							},
							{
								"name": "XY",
								"value": "xy"
							},
							{
								"name": "XZ",
								"value": "xz"
							},
							{
								"name": "YZ",
								"value": "yz"
							},
							{
								"name": "XYZ",
								"value": "xyz"
							}
						]
					},
					{
						"default": 2.0,
						"label": "Repetitions",
						"longdesc": "Repetitions in the X axis",
						"name": "Iterations",
						"type": "enum",
						"values": [
							{
								"name": "1",
								"value": "0"
							},
							{
								"name": "2",
								"value": "1"
							},
							{
								"name": "4",
								"value": "2"
							},
							{
								"name": "8",
								"value": "3"
							},
							{
								"name": "16",
								"value": "4"
							},
							{
								"name": "32",
								"value": "5"
							},
							{
								"name": "64",
								"value": "6"
							},
							{
								"name": "128",
								"value": "7"
							},
							{
								"name": "256",
								"value": "8"
							},
							{
								"name": "512",
								"value": "9"
							},
							{
								"name": "1024",
								"value": "10"
							},
							{
								"name": "2048",
								"value": "11"
							},
							{
								"name": "4096",
								"value": "12"
							},
							{
								"name": "8192",
								"value": "13"
							},
							{
								"name": "16384",
								"value": "14"
							},
							{
								"name": "32768",
								"value": "15"
							},
							{
								"name": "65536",
								"value": "16"
							}
						]
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Size Z",
						"longdesc": "Size of the grid in the Z axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "SmoothX",
						"longdesc": "Smoothness on the X axis",
						"max": 0.1,
						"min": 0.0,
						"name": "SmoothX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "SmoothY",
						"longdesc": "Smoothness on the Y axis",
						"max": 0.1,
						"min": 0.0,
						"name": "SmoothY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "SmoothZ",
						"longdesc": "Smoothness on the Z axis",
						"max": 0.1,
						"min": 0.0,
						"name": "SmoothZ",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Smooth Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Smooth Repeat Fold",
			"type": "shader"
		},
		{
			"display_name": "Smooth Repeat Infinite",
			"icon_data": 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",
			"name": "MFSDF_Smooth_Repeat_Infinite",
			"parameters": {
				"Axis": 4.0,
				"SmoothX": 0.0,
				"SmoothY": 0.0,
				"SmoothZ": 0.0,
				"X": 0.5,
				"Y": 0.5,
				"Z": 0.5
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "MFSDF",
						"name": "in",
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4"
					}
				],
				"instance": "vec3 blakle_smoothrepeat_asin_sin_$name(vec3 p,vec3 smooth_size,vec3 size){\n    vec3 t=p.xyz;\n    t.$Axis/=size.$Axis;\n    t.$Axis=(asin(sin(t.$Axis)*(1.0-smooth_size.$Axis)))*size.$Axis;\n\tp.$Axis=t.$Axis;\n    return p;\n}",
				"longdesc": "Repeats its input shape with smoothness using reflection symmetry\n\nCode - Blackle",
				"name": "MFSDF Smooth Repeat Infinite",
				"outputs": [
					{
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4",
						"v4v4": "$in(vec4(blakle_smoothrepeat_asin_sin_$name($uv.xyz,vec3($SmoothX,$SmoothY,$SmoothZ),vec3($X,$Y,$Z)*0.635),$uv.w))"
					}
				],
				"parameters": [
					{
						"default": 6.0,
						"label": "Axis",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "x"
							},
							{
								"name": "Y",
								"value": "y"
							},
							{
								"name": "Z",
								"value": "z"
							},
							{
								"name": "XY",
								"value": "xy"
							},
							{
								"name": "XZ",
								"value": "xz"
							},
							{
								"name": "YZ",
								"value": "yz"
							},
							{
								"name": "XYZ",
								"value": "xyz"
							}
						]
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Z",
						"longdesc": "Size of the grid in the Z axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothX",
						"longdesc": "Smoothness on the X axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothY",
						"longdesc": "Smoothness on the Y axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothZ",
						"longdesc": "Smoothness on the Z axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothZ",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Smooth Repeat V2"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Smooth Repeat Infinite",
			"type": "shader"
		},
		{
			"display_name": "Smooth Polar Repeat",
			"icon_data": 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",
			"name": "MFSDF_Smooth_Polar_Repeat",
			"parameters": {
				"Axis": 1.0,
				"Distance": 1.0,
				"Repetitions": 6.0,
				"Smooth": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "vec3 MFSDF_smoothRot_X(vec3 p,float s,float m,float distance){\n  s*=0.5;\n  float x=asin(sin(atan(p.y,p.z)*s)/(m+1.0))/s;\n  return vec3(p.x,sin(x)*length(p.yz),cos(x)*length(p.yz)-distance);\n}\n\nvec3 MFSDF_smoothRot_Y(vec3 p,float s,float m,float distance){\n  s*=0.5;\n  float x=asin(sin(atan(p.x,p.z)*s)/(m+1.0))/s;\n  return vec3(sin(x)*length(p.xz),p.y,cos(x)*length(p.xz)-distance);\n}\n\nvec3 MFSDF_smoothRot_Z(vec3 p,float s,float m,float distance){\n  s*=0.5;\n  float x=asin(sin(atan(p.x,p.y)*s)/(m+1.0))/s;\n  return vec3(sin(x)*length(p.xy),cos(x)*length(p.xy)-distance,p.z);\n}",
				"inputs": [
					{
						"default": "vec2(100, 0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 Input",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "This is a Smooth Polar Repeat based in a technique I create based on the Blackle Mori asinsin smooth repetition but for polar repetitions. The technique was later improved by gaz.\n\nCode - PauloFalcao, Gaz\n\nA shadertoy with the technique is here https://www.shadertoy.com/view/NdS3Dh\nGaz improvement https://www.shadertoy.com/view/7sKGzR",
				"name": "MFSDF Smooth Polar Repeat",
				"outputs": [
					{
						"shortdesc": "V4->V4 Output",
						"type": "v4v4",
						"v4v4": "$in(vec4(MFSDF_smoothRot_$Axis($uv.xyz,$Repetitions,$Smooth,$Distance),$uv.w))"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"longdesc": "Polar repetition axis, objects will be repeated around this axis.",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "X"
							},
							{
								"name": "Y",
								"value": "Y"
							},
							{
								"name": "Z",
								"value": "Z"
							}
						]
					},
					{
						"control": "None",
						"default": 6.0,
						"label": "Repetitions",
						"longdesc": "The number of repetitions of the input shape around the axis",
						"max": 32.0,
						"min": 1.0,
						"name": "Repetitions",
						"shortdesc": "Count",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Distance",
						"longdesc": "Object distance from the center",
						"max": 5.0,
						"min": 0.0,
						"name": "Distance",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Smooth",
						"longdesc": "Smoothness between objects",
						"max": 1.0,
						"min": 0.0,
						"name": "Smooth",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Smooth Polar Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Smooth Polar Repeat",
			"type": "shader"
		},
		{
			"display_name": "Smooth Axis Symmetry",
			"icon_data": 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",
			"name": "MFSDF_Smooth_Axis_Symmetry",
			"parameters": {
				"mode": 0.0,
				"smooth": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec4(0.0)",
						"label": "V4->V4",
						"name": "in",
						"shortdesc": "V4->V4 Input",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Transforms a V4->V4 making a mirror smooth symmetry using the chosen axis\n\nCode - PauloFalcao",
				"name": "MFSDF Smooth Axis Symmetry",
				"outputs": [
					{
						"shortdesc": "V4->V4 output",
						"type": "v4v4",
						"v4v4": "$in(vec4(vec3($mode),$uv.w))"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XYZ",
								"value": "sqrt($uv.xyz*$uv.xyz+$smooth)"
							},
							{
								"name": "XY",
								"value": "sqrt($uv.xy*$uv.xy+$smooth),$uv.z"
							},
							{
								"name": "XZ",
								"value": "sqrt($uv.x*$uv.x+$smooth),$uv.y,sqrt($uv.z*$uv.z+$smooth)"
							},
							{
								"name": "YZ",
								"value": "$uv.x,sqrt($uv.yz*$uv.yz+$smooth)"
							},
							{
								"name": "X",
								"value": "sqrt($uv.x*$uv.x+$smooth),$uv.yz"
							},
							{
								"name": "Y",
								"value": "$uv.x,sqrt($uv.y*$uv.y+$smooth),$uv.z"
							},
							{
								"name": "Z",
								"value": "$uv.x,$uv.y,sqrt($uv.z*$uv.z+$smooth)"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Smooth",
						"longdesc": "Smooth amount",
						"max": 1.0,
						"min": 0.0,
						"name": "smooth",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Smooth Axis Symmetry"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Smooth Axis Symmetry",
			"type": "shader"
		},
		{
			"display_name": "Axis Symmetry",
			"icon_data": 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",
			"name": "MFSDF_Axis_Symmetry",
			"parameters": {
				"mode": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Transforms a SDF3D making a mirror symmetry using the chosen axis\n\nCode - PauloFalcao",
				"name": "MFSDF Axis Symmetry",
				"outputs": [
					{
						"shortdesc": "SDF3D output",
						"type": "v4v4",
						"v4v4": "$in(vec4(vec3($mode),$uv.w))"
					}
				],
				"parameters": [
					{
						"default": 6.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XYZ",
								"value": "abs($uv.xyz)"
							},
							{
								"name": "XY",
								"value": "abs($uv.xy),$uv.z"
							},
							{
								"name": "XZ",
								"value": "abs($uv.x),$uv.y,abs($uv.z)"
							},
							{
								"name": "YZ",
								"value": "$uv.x,abs($uv.yz)"
							},
							{
								"name": "X",
								"value": "abs($uv.x),$uv.yz"
							},
							{
								"name": "Y",
								"value": "$uv.x,abs($uv.y),$uv.z"
							},
							{
								"name": "Z",
								"value": "$uv.x,$uv.y,abs($uv.z)"
							}
						]
					}
				],
				"shortdesc": "MFSDF Axis Symmetry"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Axis Symmetry",
			"type": "shader"
		},
		{
			"display_name": "Twist",
			"icon_data": 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MBej8zAHzrPmbT9/AB/jR+xcsl4HeZuJiSl3nn+u6ji3PaIyOpZGd0S5a6qqiXqwJ1RFXXQe2xznHc89+gTfefJOf/vQnBZh751LNxp1egcAYg/OOF1/6LsF7VqsFpzdOqOsKKSRNU0eiJbMQQgFAX1phdsCsLYRrxk/OmVrgV24uePXTkaPtgqA0dV0nvc9QaVmMXS6XVFVNU9cRuXV0BqZBVNuY5ldX7HZ7hiGm9UcffohSk6ASHaviSQ/nUI1KqpLlG9/6HoHA0XbNzbNTNus1xpjUlhWDDwQcPkxAXxTm7ABfDJ1F388jPzkkJP5MgK7raRcL2kpTV2ZK90XLcrHEVAalNMvlAimSKNKe0Q8D+/2e3cO7dF3HbncVwSzNAnkXqa4qmrZBq0h3rbWIIBiHEaTmxZe+BQRunt7gaLuJJKzStG0zm2VS/WdtM5eCIG7ThRBBcLI2l0YEBf+IcsjT1Jdvtrx5vk9jaaTAbRu1PG0MAJUxICtctWV0nt39+3Rdz9XVFV3fMyRiUxZM1PyWyyVNXQMBbaISZK2l23e89J2Xsc5SVxWnN47ZbjbxOqVo6phtmXNEQSfMWmD8R0CkyAL0gaKaPZZSfk6h5zfIWXHv/j2atmUcLdZZrHP0Q8/oPHJxxuAE/sLS9++z23fYcUzCR9IDRdT1K2Oom4q6riPHTzKdUpq+6+n6jvOP3+Xl7/8AV59yenrCjeNjmqZKGDRhj0rpr3TFvLwPO+DEbvV1+0op+FnkrztCwI//4gFN09B1ex4+jEREmhbElqEbcLt7aKUYhoHdfo+zcffZe1eEV60UbdsUwBSA8pc0VcOA4mq3Y73e8F//47+hqmvWt7/IzbMzNus13lvGYcQYzWoZWV/btmUH6vz//o/Y0fxUysUZieUGOXfATACdG589RjicA5arFdqYqOOblsHc4O6Fox0/LVvbnfdRsLQuLcaVISnuDqWjNMMDTNNQq5oQBOfn56xONvznf/+vUHjW6w03n/4KR9st682avttjR49Sku12G0GSSLudcyDEdE5xBu65vEUecyGeH7guGWcgLMNNfj9tcb95HnWAdrHEyRqrVwjn0FrHPj34aHQISeCI84KqYlrG0yaaiiuM8ggRM+Xy8pL12ed54YV/i+07tps1tx+7w/Hjv8pmu4ky+zgwDiN1XbFYLKgrU47UOOfSHCM4wLZHVTLRJj3fKPB5N+igJKayeOsiULcLNhuFqWrqoyeLoJHROoSAQlGZqmiIOYvKOb7uHtJJxjS9yeaEr//hV0sHWLUNTz3zNHeeeIpqcweto5HeOYZhYLFopx2jfNAz7UgJKXj4k2/NmF+s2Xmg8+ATgoj7AiGEtJ8WEGkfMMx0BCEE740N2+MaJQV1u8SZk3TYMYmUaTzNznLO433k6nnvwV59XKY2vTjlF69+nzd+8Xbsx1qz2Ww43qy48/jjrI9vIqptOZJjxwFrbSJVabdIKfq0Lxmz3VPXDdZHsjQJObOo5gkphfgaBkxAWDRA4h5Bu1jEA4qmwVVHccAIAZUl8BDY7fcH29AA3oO1A273CesbT/EH/+Ffl60zYww3btxAKcV2teD46Jjt0RFq8zghTZlG6yhvh1BUJgEE77m8uorGh3Q4yhi6fqR/7K9Rv/+jSHZKuWeh5xDRdT6yGkI8xzefBOdlcDrexw+Bh4sv46xLw0msub3MO8AUpaXSCj3e58VvvlR0RGMMt2/fZrValcGpUoLj4xOapkbqGt/cxI8jdRVltb7rECLEA1Fp8EEIdvs9+90eqSLzFABSo4WgrqpJxZ59n9wwBVrnA0oHbW/2mkthAtje+9mMFEVn/cmbH+KcLTO5TIORVIqbpzcinVWKqq4gRHrbNHXaQI1gJVaPo42hritMVfEP/8Hv8MIL/53745C0gxhlay0XFxfs9/s0hMkyjss0nod3X07qNYSsb2TjsyOSI/Vhy5va3qT/z8TQUP5J/TTW09949javfzqUFiRV5O5xNykKGHGaG8qeoVKKRdtSrY7Rixtlmqyqil95/jl+//f/gL7vaZo4Z/R9zzAMdF3HMIxUVYXRpuwpeiQrteOTn/+fIuXnnayQW5wQxfA88uvsmbliljn/9H4o9hKSTDbbMAjAc0eGTzhCpKPo1saDE94HemfR2lBVNSrtEZp2jVrfRho9cfUQuLq85JVXXsU5h5nR4L7vo3oMaXss7hbXdY11gfGtb/PxtbTN/D/NwdktiARwQiRNMI+JRTfMR98yCZoVgZgXEYd4ceIv8NZjj5+kTydDvPMYo+NGp9aoqsXpDQ6BsBZCQCqJIR56bJYLlFZIK8qZg/1+j93djUBY14j6OLFHyf717xZNs4QwZ7MQhCDKrBHtjqdKskiqRUqFw3o/sPIgR3J2TF0lbpIgiFqblFQPfok4fgKR6K0QYBZHjLRIJRMN1tRNnc4ZhcgoZfzdkPT93YP3Y9scxyKsaq2p9YDQC7o3//iwq11ffWrv8aRd2qgV8/LODijJMdktZnwxBlsUyfszJ8iSI5SUiOT9+uH7bJ76K1CtkGZZFjSkQcg5l/YiYncQiDLBMTyIPd+YIqtba6mqNDBpzcUbf3y4VxGu/TjPihALOhAKhIlU0jL/aUk5dCSmrXCRwYIY9QNdYE4Z8yQpMr7Ez/R//nO0uyJAqWPvHEZrmjoehWnbhnz6q7/4KM4FxtA0ccfXpsPXdV3Tti2L7WOcv/njz0Q8P59ZkK53t+tfPqS9wYIRxBOdc+l4Ph1mMSRH/Lrz81bqPCWv3vkzzOPPo7dPUCW5KoSA0aqcE1b2vOwtZIm7T+KnEILFYkFVVSgC93/yYjn7m7XM8sQck/kAmxUQZn+0kewTIZVASCNivv66YTndS0sUM1TITIlcItfyERjfe53xvdc5/fXfIuT5lIDv7iEBNxu09vt92XFu27gJYpanXP78JULg4FR7yO4OEzbNjf8MpM3tSkZNmuDBxVO/jHUKofSTacs8H2AvRofJSdeeSQDu/vAPeew3/h7D5Uex76cUBwrdzWpyFlkfvvYD+pnzZ5hdRl1mz3/US5RVf/YlpyhOl2fGlFWTeMR8+i5mmDF3cAQVUUSJwtDkdAbpg+//N9anT5XToXk4yocW2ralbVsuzx9y/toPDhyYDRHXIzqz/YDPMBvlebS4o+dvTCkzi3Kus/RDrpa0g4gUETck0zXzlhI4PJsjgf/37a/yxN/6bR589HbZ3dE6qssPX/tT9oCCScT8jHHT/8Psl7PmzAG9C9N68w0PzxEWBBcHXzlqU5eQB90i/y7/EYIqh64PT5mUe5RskLz3va9xdOsZAH73H/0T+nd+ysXrPzj4c5rr5TRH73zU5lr6Hrjq+pbYvIXn7+Kf/+O/H3y6Wbh2j4MKy8wvf3h+aR59Z8PUI68Pj9h7yIERh+cQDj4/W/h8rYfHa8qiD9DvLwPC/NsyC+S0Lw8vQ0++Ot95AsLigARMpQxSnYQgpr8ouVZ+kkfHrixOxPIRBdkFAQ/ZecXeWe+brV+kNZdZ8BHdDRHy3xTNenoIh0g781auo/lhg+IBEWZXzdxzzYH59352wQFwhSkLpio+HNfyfSfjP/u47JM5o51+n7FBJE1QUNKq8IK/5CVEbonXH5mXmabFCS2v3yFeJa47Kbs3p/Nnc1Ygoq/T1RkgZ10RyucPydp147PdOu8CTbAdmBfi3FaR/5MzIKXmlKzh0OZw4O9HGERpM2G65cFyr2PRfLUhoXp2RHmP8Cj/cdC0E+78f41zR8ENlju2AAAAAElFTkSuQmCC",
			"name": "MFSDF_Twist",
			"parameters": {
				"angle": 0.0,
				"axis": 1.0,
				"correction": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "vec4 $(name_uv)_o=$in(vec4(twist$axis($uv.xyz,$angle),$uv.w));",
				"global": "vec2 twist_rot(vec2 v, float a) {\n\ta=a*0.01745329251;\n\tfloat s = sin(a);\n\tfloat c = cos(a);\n\tmat2 m = mat2(vec2(c, -s),vec2(s, c));\n\treturn m * v;\n}\n\nvec3 twistX(vec3 v, float a){\n\tv.yz=twist_rot(v.yz,v.x*a);\n\treturn v;\n}\n\nvec3 twistY(vec3 v, float a){\n\tv.xz=twist_rot(v.xz,v.y*a);\n\treturn v;\n}\n\nvec3 twistZ(vec3 v, float a){\n\tv.xy=twist_rot(v.xy,v.z*a);\n\treturn v;\n}\n\n",
				"inputs": [
					{
						"default": "0.0",
						"label": "MFSDF",
						"name": "in",
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Twist a SDF3D on the specified axis by an angle.\n\nCode - PauloFalcao",
				"name": "MFSDF Twist",
				"outputs": [
					{
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4",
						"v4v4": "vec4($(name_uv)_o.xyz,$(name_uv)_o.w/(1.0+$correction))"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"name": "axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "X"
							},
							{
								"name": "Y",
								"value": "Y"
							},
							{
								"name": "Z",
								"value": "Z"
							}
						]
					},
					{
						"control": "Angle1.a",
						"default": 0.0,
						"label": "Angle",
						"max": 360.0,
						"min": -360.0,
						"name": "angle",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 5.0,
						"min": 0.0,
						"name": "correction",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Twist"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Twist",
			"type": "shader"
		},
		{
			"display_name": "Box Folding",
			"icon_data": 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",
			"name": "MFSDF_Box_Folding",
			"parameters": {
				"s": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec4(0.0)",
						"label": "",
						"longdesc": "The input object as a signed distance function",
						"name": "in",
						"shortdesc": "Input",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Folds space by inverting the coordinates of space outside the box\n\nCode - PauloFalcao",
				"name": "MFSDF Box Folding",
				"outputs": [
					{
						"longdesc": "The scaled object",
						"shortdesc": "Output",
						"type": "v4v4",
						"v4v4": "$in(vec4(clamp($uv.xyz,-$s,$s)*2.0-$uv.xyz,$uv.w)) "
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "",
						"max": 5.0,
						"min": 0.0,
						"name": "s",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Box Folding"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Box Folding",
			"type": "shader"
		},
		{
			"display_name": "Deform Edges",
			"icon_data": 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",
			"name": "MFSDF_Deform_Edges",
			"parameters": {
				"edgeb": 0.01,
				"edges": 0.04,
				"f": 2.0,
				"g": 2.0,
				"h": 0.0,
				"iterations": 3.0,
				"m": 0.0,
				"texdb": 0.0,
				"texdc": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=blursdf3d_$name($uv.xyz,$edgeb,1.01);\nfloat $(name_uv)_sdfb=blursdf3d_$name($uv.xyz,$edges,1.01);\nfloat $(name_uv)_mix =clamp($texd(vec4($uv.xyz,1.0))*$texdc+$texdb+0.5-$texdc*0.5,0.0,1.0);\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nfloat $(name_uv)_modsdf=mix($(name_uv)_sdfa,$(name_uv)_sdfb,$(name_uv)_mix*$g+$m);\nvec3 $(name_uv)_tex=mix($mfsdfa($uv).xyz,$mfsdfb($uv).xyz,clamp(abs($(name_uv)_sdfdiff)*$(name_uv)_mix*$f*100.0,0.0,1.0));\n\n",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base MFSDF",
						"longdesc": "Main MFSDF goes here, adding a small SDF blur can help to avoid hard edges",
						"name": "mfsdfa",
						"shortdesc": "Main MFSDF",
						"type": "v4v4"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Modified MFSDF",
						"longdesc": "Modified MFSDF goes here, only Material attibutes will be used the SDF is ignored",
						"name": "mfsdfb",
						"shortdesc": "Modified MFSDF",
						"type": "v4v4"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Surface Deform",
						"longdesc": "Surface deformation texture based on the difference between the two PDFs",
						"name": "texd",
						"shortdesc": "Surface Deform Texture",
						"type": "tex3d_gs"
					}
				],
				"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$mfsdfa(vec4(p,0.0)).w;\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$mfsdfa(vec4(p+vec3(cos(t)*r,y,sin(t)*r)*b,0.0)).w;\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
				"longdesc": "Modifies an MFSDF by comparing the base SDF and a modified blured version of the base SDF.\n\nCode - PauloFalcao",
				"name": "MFSDF Deform Edges",
				"outputs": [
					{
						"type": "v4v4",
						"v4v4": "vec4($(name_uv)_tex,$(name_uv)_modsdf)"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.04,
						"label": "Edge Size",
						"longdesc": "Blur amount applied to the original SDF generating a new SDF",
						"max": 0.1,
						"min": 0.0,
						"name": "edges",
						"shortdesc": "Edge Size",
						"step": 0.0001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.02,
						"label": "Obj Blur",
						"longdesc": "A small Blur applied to the original SDF",
						"max": 0.05,
						"min": 0.0,
						"name": "edgeb",
						"shortdesc": "Original SDF Blur",
						"step": 0.0001,
						"type": "float"
					},
					{
						"default": 3.0,
						"label": "Edge Precision",
						"longdesc": "Blur precision. Is the number of SDF sample point points used to make a SDF Blur. Increasing this value will result in much greater rendering times. Keep this value as low as possible.",
						"name": "iterations",
						"shortdesc": "Edge Blur precision",
						"type": "enum",
						"values": [
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "34",
								"value": "34"
							},
							{
								"name": "55",
								"value": "55"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Deform",
						"max": 4.0,
						"min": 0.0,
						"name": "g",
						"shortdesc": "SDF Deformation amount",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Deform Brigh.",
						"max": 1.0,
						"min": -1.0,
						"name": "texdb",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Deform Cont.",
						"max": 2.0,
						"min": 0.0,
						"name": "texdc",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Select",
						"max": 1.0,
						"min": 0.0,
						"name": "m",
						"shortdesc": "SDF Selection between the base SDF (value 0) and the modified SDF (value 1)",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Deform Edges"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Deform Edges",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdf3d_box_2",
					"from_node": "node_sdf3d_box_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_5",
					"to_node": "node_pxflib_5",
					"to_port": 0.0
				},
				{
					"from": "pxflib_6",
					"from_node": "node_pxflib_6",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 0.0
				},
				{
					"from": "TEX3D_Simplex_Noise_Octaves",
					"from_node": "node_TEX3D_Simplex_Noise_Octaves",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 2.0
				},
				{
					"from": "sdf3d_boolean",
					"from_node": "node_sdf3d_boolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_6",
					"to_node": "node_pxflib_6",
					"to_port": 5.0
				},
				{
					"from": "pxflib_5",
					"from_node": "node_pxflib_5",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean",
					"to_node": "node_sdf3d_boolean",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_box",
					"from_node": "node_sdf3d_box",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean",
					"to_node": "node_sdf3d_boolean",
					"to_port": 0.0
				},
				{
					"from": "MFSDF_Object",
					"from_node": "node_MFSDF_Object",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 1.0
				},
				{
					"from": "shader_2",
					"from_node": "node_shader_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Transform",
					"to_node": "node_MFSDF_Transform",
					"to_port": 0.0
				},
				{
					"from": "MFSDF_Transform",
					"from_node": "node_MFSDF_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render",
					"to_node": "node_MFSDF_Render",
					"to_port": 0.0
				}
			],
			"display_name": "Deform Edges Example",
			"icon_data": 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",
			"nodes": [
				{
					"name": "shader_2",
					"node_position": {
						"x": 196.5732421875,
						"y": 29.0559387207031
					},
					"parameters": {
						"edgeb": 0.01,
						"edges": 0.044,
						"f": 2.0,
						"g": 1.997,
						"h": 0.0,
						"iterations": 3.0,
						"m": 0.0,
						"texdb": -0.405,
						"texdc": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float $(name_uv)_sdfa=blursdf3d_$name($uv.xyz,$edgeb,1.01);\nfloat $(name_uv)_sdfb=blursdf3d_$name($uv.xyz,$edges,1.01);\nfloat $(name_uv)_mix =clamp($texd(vec4($uv.xyz,1.0))*$texdc+$texdb+0.5-$texdc*0.5,0.0,1.0);\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nfloat $(name_uv)_modsdf=mix($(name_uv)_sdfa,$(name_uv)_sdfb,$(name_uv)_mix*$g+$m);\nvec3 $(name_uv)_tex=mix($mfsdfa($uv).xyz,$mfsdfb($uv).xyz,clamp(abs($(name_uv)_sdfdiff)*$(name_uv)_mix*$f*100.0,0.0,1.0));\n\n",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "Base MFSDF",
								"longdesc": "Main MFSDF goes here, adding a small SDF blur can help to avoid hard edges",
								"name": "mfsdfa",
								"shortdesc": "Main MFSDF",
								"type": "v4v4"
							},
							{
								"default": "0.0",
								"function": true,
								"label": "Modified MFSDF",
								"longdesc": "Modified MFSDF goes here, only Material attibutes will be used the SDF is ignored",
								"name": "mfsdfb",
								"shortdesc": "Modified MFSDF",
								"type": "v4v4"
							},
							{
								"default": "0.0",
								"function": true,
								"label": "Surface Deform",
								"longdesc": "Surface deformation texture based on the difference between the two PDFs",
								"name": "texd",
								"shortdesc": "Surface Deform Texture",
								"type": "tex3d_gs"
							}
						],
						"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$mfsdfa(vec4(p,0.0)).w;\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$mfsdfa(vec4(p+vec3(cos(t)*r,y,sin(t)*r)*b,0.0)).w;\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
						"longdesc": "Type - MFSDF Operator\nCode - PauloFalcao\n\nModifies an MFSDF by comparing the base SDF and a modified blured version of the base SDF.",
						"name": "MFSDF Deform Edges",
						"outputs": [
							{
								"type": "v4v4",
								"v4v4": "vec4($(name_uv)_tex,$(name_uv)_modsdf)"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.04,
								"label": "Edge Size",
								"longdesc": "Blur amount applied to the original SDF generating a new SDF",
								"max": 0.1,
								"min": 0.0,
								"name": "edges",
								"shortdesc": "Edge Size",
								"step": 0.0001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.02,
								"label": "Obj Blur",
								"longdesc": "A small Blur applied to the original SDF",
								"max": 0.05,
								"min": 0.0,
								"name": "edgeb",
								"shortdesc": "Original SDF Blur",
								"step": 0.0001,
								"type": "float"
							},
							{
								"default": 3.0,
								"label": "Edge Precision",
								"longdesc": "Blur precision. Is the number of SDF sample point points used to make a SDF Blur. Increasing this value will result in much greater rendering times. Keep this value as low as possible.",
								"name": "iterations",
								"shortdesc": "Edge Blur precision",
								"type": "enum",
								"values": [
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "21",
										"value": "21"
									},
									{
										"name": "34",
										"value": "34"
									},
									{
										"name": "55",
										"value": "55"
									}
								]
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Deform",
								"max": 4.0,
								"min": 0.0,
								"name": "g",
								"shortdesc": "SDF Deformation amount",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Deform Brigh.",
								"max": 1.0,
								"min": -1.0,
								"name": "texdb",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Deform Cont.",
								"max": 2.0,
								"min": 0.0,
								"name": "texdc",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Select",
								"max": 1.0,
								"min": 0.0,
								"name": "m",
								"shortdesc": "SDF Selection between the base SDF (value 0) and the modified SDF (value 1)",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "f",
								"shortdesc": "Increases the difference between Textures",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Shift",
								"max": 1.0,
								"min": -1.0,
								"name": "h",
								"shortdesc": "Shift difference between Textures",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Deform Edges"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -727.02685546875,
						"y": -331.904052734375
					},
					"parameters": {
						"r": 0.03,
						"sx": 0.3,
						"sy": 0.25,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "sdf3d_box_2",
					"node_position": {
						"x": -735.02685546875,
						"y": -182.904006958008
					},
					"parameters": {
						"r": 0.03,
						"sx": 0.3,
						"sy": 0.25,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "pxflib_5",
					"node_position": {
						"x": -488.026824951172,
						"y": -187.904006958008
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.2,
						"TranslateZ": 0.2,
						"scale": 0.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float o_$name_uv=$in(SDFTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale);\n\n",
						"global": "vec3 SDFTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - RodZilla, PauloFalcao\n\nTranslates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate",
						"name": "SDF Transform",
						"outputs": [
							{
								"sdf3d": "o_$name_uv*$scale",
								"shortdesc": "V4->V4 Ouput",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"name": "TEX3D_Simplex_Noise_Octaves",
					"node_position": {
						"x": -527.498657226562,
						"y": 96.6145477294922
					},
					"parameters": {
						"brightness": 0.0,
						"clamp": 1.0,
						"contrast": 2.0,
						"iterations": 5.0,
						"persistence": 0.5,
						"scale": 30.0,
						"scale_x": 1.0,
						"scale_y": 1.0,
						"scale_z": 1.0,
						"transx": 0.0,
						"transy": 0.0,
						"transz": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "vec3 $(name_uv)_out = vec3($(name)_bc($(name)_fbm($uv.xyz*vec3($scale_x,$scale_y,$scale_z)*0.5*$scale+vec3($transx,$transy,$transz),$persistence)*0.5+0.5,$contrast,$brightness));",
						"global": "// https://www.shadertoy.com/view/XsX3zB\n//\n// The MIT License\n// Copyright © 2013 Nikita Miropolskiy\n// \n// ( license has been changed from CCA-NC-SA 3.0 to MIT\n//\n//   but thanks for attributing your source code when deriving from this sample \n//   with a following link: https://www.shadertoy.com/view/XsX3zB )\n//\n//\n// if you're looking for procedural noise implementation examples you might \n// also want to look at the following shaders:\n// \n// Noise Lab shader by candycat: https://www.shadertoy.com/view/4sc3z2\n//\n// Noise shaders by iq:\n//     Value    Noise 2D, Derivatives: https://www.shadertoy.com/view/4dXBRH\n//     Gradient Noise 2D, Derivatives: https://www.shadertoy.com/view/XdXBRH\n//     Value    Noise 3D, Derivatives: https://www.shadertoy.com/view/XsXfRH\n//     Gradient Noise 3D, Derivatives: https://www.shadertoy.com/view/4dffRH\n//     Value    Noise 2D             : https://www.shadertoy.com/view/lsf3WH\n//     Value    Noise 3D             : https://www.shadertoy.com/view/4sfGzS\n//     Gradient Noise 2D             : https://www.shadertoy.com/view/XdXGW8\n//     Gradient Noise 3D             : https://www.shadertoy.com/view/Xsl3Dl\n//     Simplex  Noise 2D             : https://www.shadertoy.com/view/Msf3WH\n//     Voronoise: https://www.shadertoy.com/view/Xd23Dh\n//\n//\n//\n\n// using https://www.shadertoy.com/view/4djSRW Hash without Sine by Dave_Hoskins\n// discontinuous pseudorandom uniformly distributed in [-0.5, +0.5]^3 */\nvec3 XsX3zB_oct_random3(vec3 c) {\n\tc = fract(c * vec3(.1031, .1030, .0973));\n    c += dot(c, c.yxz+0.3333333);\n    return fract((c.xxy + c.yxx)*c.zyx)-0.5;\n}\n\n// skew constants for 3d simplex functions\nconst float XsX3zB_oct_F3 =  0.3333333;\nconst float XsX3zB_oct_G3 =  0.1666667;\n\n// 3d simplex noise\nfloat XsX3zB_oct_simplex3d(vec3 p) {\n\t // 1. find current tetrahedron T and it's four vertices\n\t // s, s+i1, s+i2, s+1.0 - absolute skewed (integer) coordinates of T vertices\n\t // x, x1, x2, x3 - unskewed coordinates of p relative to each of T vertices\n\t \n\t // calculate s and x\n\t vec3 s = floor(p + dot(p, vec3(XsX3zB_oct_F3)));\n\t vec3 x = p - s + dot(s, vec3(XsX3zB_oct_G3));\n\t \n\t // calculate i1 and i2\n\t vec3 e = step(vec3(0.0), x - x.yzx);\n\t vec3 i1 = e*(1.0 - e.zxy);\n\t vec3 i2 = 1.0 - e.zxy*(1.0 - e);\n\t \t\n\t // x1, x2, x3\n\t vec3 x1 = x - i1 + XsX3zB_oct_G3;\n\t vec3 x2 = x - i2 + 2.0*XsX3zB_oct_G3;\n\t vec3 x3 = x - 1.0 + 3.0*XsX3zB_oct_G3;\n\t \n\t // 2. find four surflets and store them in d\n\t vec4 w, d;\n\t \n\t // calculate surflet weights\n\t w.x = dot(x, x);\n\t w.y = dot(x1, x1);\n\t w.z = dot(x2, x2);\n\t w.w = dot(x3, x3);\n\t \n\t // w fades from 0.6 at the center of the surflet to 0.0 at the margin\n\t w = max(0.6 - w, 0.0);\n\t \n\t // calculate surflet components\n\t d.x = dot(XsX3zB_oct_random3(s), x);\n\t d.y = dot(XsX3zB_oct_random3(s + i1), x1);\n\t d.z = dot(XsX3zB_oct_random3(s + i2), x2);\n\t d.w = dot(XsX3zB_oct_random3(s + 1.0), x3);\n\t \n\t // multiply d by w^4\n\t w *= w;\n\t w *= w;\n\t d *= w;\n\t \n\t // 3. return the sum of the four surflets\n\t return dot(d, vec4(52.0));\n}",
						"inputs": [],
						"instance": "float $(name)_fbm(vec3 coord, float persistence) {\n\tfloat normalize_factor = 0.0;\n\tfloat value = 0.0;\n\tfloat scale = 1.0;\n\tfloat size = 1.0;\n\tfor (int i = 0; i < $iterations; i++) {\n\t\tvalue += XsX3zB_oct_simplex3d(coord*size) * scale;\n\t\tnormalize_factor += scale;\n\t\tsize *= 2.0;\n\t\tscale *= persistence;\n\t}\n\treturn value / normalize_factor;\n}\n\nfloat $(name)_bc(float f,float contrast, float brightness) {\n\treturn f*contrast+brightness+0.5-contrast*0.5;\n}\n",
						"longdesc": "Makes a non periodic noise with octaves using nikat code from https://www.shadertoy.com/view/XsX3zB\n\nCode - Nikat",
						"name": "TEX3D Simplex Noise Octaves",
						"outputs": [
							{
								"shortdesc": "TEX3D output",
								"tex3d": "$clamp",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 8.0,
								"label": "Scale",
								"longdesc": "Noise scale",
								"max": 32.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale X",
								"longdesc": "Noise X scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Y",
								"longdesc": "Noise Y scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Z",
								"longdesc": "Noise Z scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate X",
								"longdesc": "Noise X translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transx",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Y",
								"longdesc": "Noise Y translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transy",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Z",
								"longdesc": "Noise Z translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transz",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 12.0,
								"label": "Iterations",
								"longdesc": "Noise iterations / octaves",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "11",
										"value": "11"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "15",
										"value": "15"
									},
									{
										"name": "16",
										"value": "16"
									}
								]
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "Persistence",
								"longdesc": "How higher octaves affect the output",
								"max": 1.0,
								"min": 0.0,
								"name": "persistence",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Brightness",
								"longdesc": "Overall brightness",
								"max": 1.0,
								"min": 0.0,
								"name": "brightness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Contrast",
								"longdesc": "Overall Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "contrast",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "Clamp",
								"longdesc": "Makes the output restricted between 0 and 1",
								"name": "clamp",
								"type": "enum",
								"values": [
									{
										"name": "false",
										"value": "$(name_uv)_out"
									},
									{
										"name": "true",
										"value": "clamp($(name_uv)_out,vec3(0),vec3(1))"
									}
								]
							}
						],
						"shortdesc": "TEX3D Simplex Noise Octaves"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_6",
					"node_position": {
						"x": -27.4986267089844,
						"y": -303.385437011719
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 0.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 1.0,
						"TranlateX": 0.0,
						"TranlateY": 0.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "sdf3d_boolean",
					"node_position": {
						"x": -297.498626708984,
						"y": -323.385437011719
					},
					"parameters": {
						"op1": 1.0
					},
					"seed_int": 0.0,
					"type": "sdf3d_boolean_v"
				},
				{
					"name": "MFSDF_Object",
					"node_position": {
						"x": -92.9997253417969,
						"y": 207.083312988281
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						},
						"Metallic": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "\n",
						"inputs": [
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							}
						],
						"instance": "vec4 PBRObjectMaker_simple_$name(vec4 uv){\n\tfloat sdf=$sdf3d(uv.xyz);\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4(0.0,0.0,0.0,sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.",
						"name": "MFSDF Object",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_simple_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "2:",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "3:",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "4:",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "5:",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object Simple"
					},
					"type": "shader"
				},
				{
					"name": "MFSDF_Transform",
					"node_position": {
						"x": 622.501342773438,
						"y": 16.6145477294922
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.0,
						"TranslateZ": 0.0,
						"scale": 2.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "vec4 o_$name_uv=$in(vec4(V4V4_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale, $uv.w));\n\n",
						"global": "vec3 V4V4_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Translates, Rotates, Scale a V4->V4\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
						"name": "MFSDF Transform",
						"outputs": [
							{
								"shortdesc": "V4->V4 Ouput",
								"type": "v4v4",
								"v4v4": "vec4(o_$name_uv.xyz,o_$name_uv.w*$scale)"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Transform"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "MFSDF_Render",
					"node_position": {
						"x": 912.501342773438,
						"y": -3.38545227050781
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"Gamma": 1.4,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Shadow": 1.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 2.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "vec2 Simple360HDR_equirectangularMap(vec3 dir) {\n\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "vec4(0.0,0.0,0.0,999999999.0)",
								"function": true,
								"label": "MFSDF",
								"name": "mfsdf#",
								"shortdesc": "V4->V4 Multi-Field SDF #",
								"type": "v4v4"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "vec4 mfsdf_$name(vec4 p){ \n  vec4 a=vec4(0.0,0.0,0.0,999999999.0);\n  vec4 b;\n  #for\n  b=$mfsdf#(p);\n  a=(a.w<b.w)?a:b;\n  #end\n  return a;\n}\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=mfsdf_$name(vec4(p+e.xyy,0.0)).w;\n  float v2=mfsdf_$name(vec4(p+e.yyx,0.0)).w;\n  float v3=mfsdf_$name(vec4(p+e.yxy,0.0)).w;\n  float v4=mfsdf_$name(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,float dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = mfsdf_$name(vec4(p,0.0)).w;\n        d += dS;\n        if (d > 50.0 || abs(dS) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = mfsdf_$name(vec4( pos + h*nor ,0.0)).w;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t    vec3 p=ro + rd*t;\n\t\tfloat h = mfsdf_$name(vec4(p,0.0)).w;\n\t\tfloat isLight=mfsdf_$name(vec4(p,13.0)).x;\n\t\tif (isLight>0.0) h=999999.0;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tfloat dS=0.0;\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\tvec3 objColor=mfsdf_$name(vec4(p,1.0)).xyz;   // 1 - BaseColor (r,g,b,sdf) linear (0-1)\n\tfloat objMetallic=clamp(mfsdf_$name(vec4(p,2.0)).x,0.0,1.0);  // 2 - Metallic  (v,0,0,sdf)\n\tfloat objSpecular=clamp(max(mfsdf_$name(vec4(p,4.0)).x*0.2,objMetallic),0.0,1.0);  // 4 - Specular  (v,0,0,sdf)\n\tfloat objRoughness=mfsdf_$name(vec4(p,5.0)).x; // 5 - Roughness (v,0,0,sdf)\n\tvec3 objEmission=mfsdf_$name(vec4(p,13.0)).xyz; // 13 - Emission (r,g,b,sdf)\n\tobjColor=max(objColor,objEmission);\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tif (objEmission.x>0.0){\n\t\t\tcolor=objEmission;\n\t\t} else {\n\t\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*((1.0-objMetallic)*objColor)+\n\t\t\tpow(r,pow(256.0,(1.0-objRoughness)))*objSpecular*mix(vec3(1.0),objColor,objMetallic)*(1.0-objRoughness)*16.0;\n\t\t}\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tvec3 objEmissionRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=mfsdf_$name(vec4(p,1.0)).xyz;\n\t\t\tobjEmissionRef=mfsdf_$name(vec4(p,13.0)).xyz;\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tif (objEmissionRef.x>0.0){\n\t\t\t  objColorRef=objEmissionRef;\n\t\t\t} else {\n\t\t\t  objColorRef=max(l,$AmbLight)*objColorRef;\n\t\t\t}\n\t\t} else {\n\t\t\tobjColorRef=$hdri(Simple360HDR_equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,objSpecular*mix(vec3(1.0),objColor,objMetallic));\n\t} else {\n\t\tcolor=$hdri(Simple360HDR_equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn pow(color,vec3(1.0/$Gamma));\n}",
						"longdesc": "Ray marching node for n objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\nCode - PauloFalcao, IQ\n",
						"name": "MFSDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.2,
								"label": "Gamma",
								"longdesc": "Gamma Correction",
								"max": 3.0,
								"min": 0.0,
								"name": "Gamma",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/MFSDF/Op/Deform Edges Example"
		},
		{
			"display_name": "Deform Edges Generic",
			"icon_data": 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",
			"name": "MFSDF_Deform_Edges_Generic",
			"parameters": {
				"f": 2.5,
				"g": 2.5,
				"h": 0.0,
				"m": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=$mfsdfa(vec4($uv.xyz,0.0)).w;\nfloat $(name_uv)_sdfb=$mfsdfb(vec4($uv.xyz,0.0)).w;\nfloat $(name_uv)_mix=$texd(vec4($uv.xyz,1.0));\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nfloat $(name_uv)_modsdf=mix($(name_uv)_sdfa,$(name_uv)_sdfb,$(name_uv)_mix*$g+$m);\nvec3 $(name_uv)_tex=mix($mfsdfa($uv).xyz,$mfsdfb($uv).xyz,clamp(abs($(name_uv)_sdfdiff)*$(name_uv)_mix*$f*100.0,0.0,1.0));",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base MFSDF",
						"longdesc": "Main MFSDF goes here, adding a small SDF blur can help to avoid hard edges",
						"name": "mfsdfa",
						"shortdesc": "Main MFSDF",
						"type": "v4v4"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Modified MFSDF",
						"longdesc": "Modified MFSDF goes here, typically is the Base SDF with Blur, using the SDF Blur node.",
						"name": "mfsdfb",
						"shortdesc": "Modified MFSDF",
						"type": "v4v4"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Surface Deform",
						"longdesc": "Surface deformation texture based on the difference between the two PDFs",
						"name": "texd",
						"shortdesc": "Surface Deform Texture",
						"type": "tex3d_gs"
					}
				],
				"instance": "",
				"longdesc": "Modifies an MFSDF by comparing the base SDF and a modified version of the base SDF.\nTypically the modified version is a soft version of the base version, which can be done using the Node SDF Blur\n\nCode - PauloFalcao",
				"name": "MFSDF Deform Edges Generic",
				"outputs": [
					{
						"type": "v4v4",
						"v4v4": "vec4($(name_uv)_tex,$(name_uv)_modsdf)"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Deform",
						"max": 4.0,
						"min": 0.0,
						"name": "g",
						"shortdesc": "SDF Deformation amount",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Select",
						"max": 1.0,
						"min": 0.0,
						"name": "m",
						"shortdesc": "SDF Selection between the base SDF (value 0) and the modified SDF (value 1)",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Deform Edges Generic"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Deform Edges Generic",
			"type": "shader"
		},
		{
			"display_name": "Displace Height",
			"icon_data": 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",
			"name": "MFSDF_Displace_Height",
			"parameters": {
				"Bound": 0.0,
				"Correction": 0.0,
				"Distort": 0.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "vec4 $(name_uv)_d = distortHeighByNormal_$name($uv);\n$(name_uv)_d.w = $(name_uv)_d.w/(1.0+$Distort*$Correction);",
				"global": "",
				"inputs": [
					{
						"default": "length($uv)-0.4",
						"function": true,
						"label": "MFSDF",
						"name": "mfsdf",
						"shortdesc": "SDF3D Input",
						"type": "v4v4"
					},
					{
						"default": "vec3(0)",
						"function": true,
						"label": "TEX3D Displace",
						"name": "tex3d",
						"shortdesc": "TEX3D Input",
						"type": "tex3d"
					}
				],
				"instance": "//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.01,-0.01,0.0);\n  float v1=$mfsdf(vec4(p+e.xyy,0.0)).w;\n  float v2=$mfsdf(vec4(p+e.yyx,0.0)).w;\n  float v3=$mfsdf(vec4(p+e.yxy,0.0)).w;\n  float v4=$mfsdf(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\n//By pauloFalcao\nvec4 distortHeighByNormal_$name(vec4 uv){\n    float d=$mfsdf(uv).w;\n\tif (d<=abs($Distort*($Bound+1.0))+0.01){\n\t\tvec3 n=normal_$name(uv.xyz);\n\t\tvec3 s=$tex3d(vec4(uv.xyz-d*n,0.0));\n\t    return $mfsdf(vec4(uv.xyz-n*s*$Distort,uv.w));\n\t} else {\n\t\treturn vec4(vec3(0.0),d);\n\t}\n}",
				"longdesc": "Displace the height of a MFSDF based on a TEX3D\n\nCode - PauloFalcao",
				"name": "MFSDF Displace Height",
				"outputs": [
					{
						"shortdesc": "SDF3D Output",
						"type": "v4v4",
						"v4v4": "$(name_uv)_d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Displace",
						"max": 1.0,
						"min": 0.0,
						"name": "Distort",
						"shortdesc": "Displace amount",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 50.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Bound",
						"longdesc": "Keep this value as low as possible!\nOutside of the displacement the SDF is just the original SDF.\nThis value controls that bound.\nIncrease this correction value if the resulting SDF is not perfect on the edges.\nA higher value will increase ray marching loop iterations and will result in higher render times",
						"max": 1.0,
						"min": 0.0,
						"name": "Bound",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Displace Height"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Displace Height",
			"type": "shader"
		},
		{
			"display_name": "Fractal IFS",
			"icon_data": 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aAsnmNk3RTl0SbXWIh0qYJx9l9MIFNqWQG++9RzXVyn5A2YOcysTzKKgrZ3NshCXmNR8Jcru5SaD6nDWZl9a1Tk+4HR2C3Fm/J347gsVunVnhjcqAieNM+IdHhylUipmxnWgZCNcaY7B2HzyLZx0YjDEEsrq5U6OsxLTZ3BUPDejtYYTv+RG+76EqsbzGs1bxlDKRy1OZmKGgJJnvtqg1O5lnNfTS1NfyO2J46BNPkRufYuNHb2L6li2g4yXktIW1Al9YPYJOVS6e4vfa5IxH10bU/RzjQZ6uCbCeR5KXMgujpDoWd7wCreIszfI8lbCM5wnHWDqi3ROEjlfxKOJkeU88K/ixYDIG0WUEVhIZ9Rkh+GvbzJTGqCd91htrEnCPQCSLYY6m3L4vHBcqLWnaF+MlJZjx0REqOhGOT0xQ2lilIwum1pL0lKhcmbboS6jrr73K9utvM2I91rXt2X4LJKSnw0zXhOzI9ZelkIXuHt1onJ4gLUwTlGb1fjIDxRnyDvJjBKlVoQAAEABJREFUxBLY7S6h9RUCPjkZJ68dwkTK/gobT3z2zEDOWMZMxK8DFwZSANnlPhY4zcQ628ea4L6ulHQev1i9w2tewpPPPsfC2ceYnj9FQWro6n2gU1vCKKE5fJcvfL1AJdotenJJraez/AaYlFjKCmyIc+18kGPxlddI//LrnNtaZ7W1x8XaXSab27JGQt+P6bTX2G7vcLTXJKdtLC9r56QoT2v56vOFuSNhW9oqvcYyfmOFIG4TaVegtUbQ3NKRt8Zy3AUlQpdQjYyDLivGjDEYM1BIpgCnCSd8ooBO7mlHMd/S1nKx02RPe/2ZZz7BxOw0pXKJ5Z117em79BxD9VV6YjatrxDRINS2aaWEVPt9vdcRTle4O9JDj5wOPqm8Z/WlVyhr3/9A+/cPpOCCkppLXuV+k1V5WkfekO/sEYmGr4QW6fATdjawTa2l8RUJfbu+zFWtuSVvCmWwVHwjb+j5efloyi31bYiueynalecFji9rsKp71uKp7sBi+PByikgVJJqrJ2woydSlqZnDx6jrlLa7uUqyeo3WzjJ1MRhGQ0RRmXp9E9/0tTN0iXdX6Dd2aTeqCq1Ygickwu21d7GeR6rTWLnV4f3lNX6gvXxNjBe0Ri4/StsG3FA7kSFGHVdiFG1zuCRZmACttSncNYVMJOXHcudlUiQLCDfVWKdXpwpoM2EYqEoYd14pSPlW4xkI1wo8eZVNtKDw7rtNphNHLOdbyjrZPfrk0+y1Y/y9PcbXVuhpVzCaUZDlO506DtfP5/GVL3rVFs2lu2xurqlf+m1Vta21FfctjIRJHMjd1yTkYjTKbG6SIDfFmFdiU3FOcZIorzwiFycTuqLj7iixlJWK15p2g6IWP6D1y4KWoKSwtVGBxOZoKPk1XV8KoRRkJE3qWcJchK/Ss1YKMxlIH1h+2mXAaWqyMM7R8WP0uw0Wr19mRMmplPhUNLMgzfqa25ebBWGe4ZFpCWFJ1rfoKHl24pBoeJSuQslI0y4kYimumCuyYWJGu1VORxG7yCu8CE/7+XAMLpvHUoxXnCCVQGlunMTLE0txVjGtk69OnoYdv0DdeAo7KDpBPR9DipcanILWxN+KlDAJjKmeV+k5BeyDdYqwhp+uAMCI8UatwSUdey9rr+426rjj5lJujL4s1BEBZxEr4uNHT/HwJz7DzMwCje0lGjtr8pI+QbGM0bhvLB25baO5x4jyyMynnmXGh2fFeE9jXUB8c8RAKDH6UnDP+Ig/VAV5i/v4khfupLbCvso1zS2R4Nw87PZAwjph8kmXBeGXNdGdBSZEM5Byd1e2RM98CBoWbbWtasaYew2VZEguKfX0gSE7bJg846NT2EYNbYbs5UYpDs1zXErIK+M/8sSjHH7yAv1jJ2kfWCCYGGL+8EF9GTrs+CLpd+WO4CtXVG2fgzoCr+iFKtQ54aT16CjXbElRcgAmVKaydlWeZYBYW2Hab9CR9d2r8Yj6p5T9x1UeFW5BOLjcotBIhdPHkJc8hzU2LcgOSMJZ08FMTdXuu53SPDHgWYtnrQS3g1J1Fzc9P2E26HDq9FlylUlJ4N7JUgJp3leyyYcFTlaGOaRPVYWhEqXpaWaefo55fQg5+LGnKJ49j6/txylZfNHRWWD7/UtUazU2F+a50dlmIfBoiIduqFJniSI9hlprOAXEcYtmt67X4S1a6stnAoI4weUAORHKtHSUGzr9NkljlbZ2kDZgBS4/xCozPO0WkletwW3EkLUG63mGj+CeAtSXwIgZ4syBk8weOsBuq0WgLWm8o+yOxo2lUJ6hNHFEyhnSXt9SojH69DXFwoljTByYpTA5jjcxicvWzs1LwMzSHQJ93Dx49hwdJdhJz2J8j1QKbcvSpltjRgevgpLgRmublBxxbpRdPyLRQamubc7q5BdrfUdzV1s1+SKpDj57ygtWSbCRG9FH2wP4mlMzYHVaHJWBfKu15B26McaIG4O1xvIRZB1qGwo6wq73Et7drlFdvwMYpoamOVEYYc4PlPGnWPdDloxHU0x0paCk29bcRLFfEHqXtg4hh/QjynFZeMS6BWFUX2nKyi8LJx7AK5agU6WvLzyJtsdYtGK98eXlqyMSfk1MRpUprF8iLsxgSjNSxiS9aJxEe34ssFJeSQkzKk6TU9mJhsnZEp5MnwtK7GK4Ku8o5UKsdbIajHEgFg3YVDq+t/+rn8Fl6IY+Le21G7JWHHuc1Pf/gn6l8fJOOMOogV0lttvaGi/p2//tK5f1cnOT6uoK7XqdRKe/hJARfYyYCELGPZ+2sSxrgXV9EYp16DlQKlKVoD0danpSVrW+QkMvPIk8wEhpSX6Sbc3xpby8YF2KDtptPLl8ZAK2dFAqq9/oldfs3SVwdDDsSIGe+j151ZDqZSk4Gqlg1efAGIP7EytY9zDGMPCCQWmA2LNE0m5Fi+WiPKWRYbbF8C291FSVtPaUaZ2Cao0m13S0XdKvQA19oV1+/xa3tGusy9X79T291HgE+VHcm1okZlbE9I07i2zdvcukgjLW4cbK8j3rEwd5WsbStwFdfRUq2oi6YjptrjOmNZe19q7vE/o+vjhvN7YZEx+xMn8iIRMZZNr4rGh8p70uA3ZFz+j0WmR0uIwxJgPrSmskswP0cA0Bqidi0kEq4UcrAZNA/fpV7ty8zurGHdZ1dE1EoKVtqCdhJAOdrk+jWsfoW4F3+QNWpJB3X36Zlffe5qo+f9d0YtzNDeFi1opeV9tWq7rLjrbZnFzXrxzAE85QcRaGD0N5AfwCgdaRK9G0IYoTzsmTNsOQHfG6pwNY04qY7rb4Th2Id6NE6NVuQa+lqQlWr8DPPP0ofhAIA4wZKMGgS3XrXEJVXBgkEsqBq8fWspmHJ0yL1gfX+buXX2Nb3/QrWjTpNanKGrGOt47JWG9wsYloavuqbd5ma/kONX2y3v7h3xI3atzUQp3iGAf9CF8CHDr9gKwyzF5jF3eQst1dTHcP4iamVyNR6EXyvED0+hKkJ8viwxBtxporrDXW2JR7W1JZEULhSgD2tI47HxyWHCMa8zyPRw/PUyhKECekpLbCsdYgwfFcPZHWnMCudKB5ZJeQ85WS4nmbxWvXuX7lpo7DFr9SJtQenLMe6FCSUz3R196SktfoocPk9NncFopYxWus7a7aqWGV4Kbk5nOlcR4YG+fchSf0YlSgILeu7q3oJ/MdWUvu2liXDrYwe0uCRXr1O4StKnR2dQxfwoVCTyGRU77wteaojsCpQkC6ybxrWbLMS4Ai0FUO8g16gZuUkowsD3riLmss3r4S9C6QSuMD0HxNJwOn0ebWLk64bn2VWAmqV1MKCwN8bVexmN1r7YjJVVIlrdBCYXqKkRMnmT90mpI+Q/flJSierbJ+W1ZMymPMn32Uin4HtPqWWBE3d3RICrRwrHpNljMCTKrTQEJNnIx7loKYjeUN1zQWpeC+Ertfj1KNd6WAxA/YlUFmhedZi1EZ+j6ePCCnvGWME91ohcHtDK4ls4ZFNUdoILaoi2hWV/90YrUb5KjGbcUQRNpKClj6EqYny8QqU0GrfpdmdVmHkL4SmU9Re3lTP5Ig5jt6N+/JYuhL0vb8LKXnf5atnW1aN67g5cdpRqP4ehcw+hFkOygwJDshNtynrUiMu1NdXay6D59jsuq4ttF2u0MaeJTU3w98TDSGCco4fBeSieY560+ePEQgPDVxIPSfuK3WcjrALfrhqDqNFqNe413F4MjpMzz93GeYOvoAVgmsqeTXEbL70oKs4pTQ7nYwikW3cFs/hqwLpycc31jloypr8prpCw8w8fDjbK/vcPWVV6kT0LN5fCW8klemH44wJE5zmrejck60u6qvW495WTbwPRD4+Qhf46GEzwvH0/cCr1PFkzfcEg83xHtVMoxMTyA7ioK7jZTgAJUfgWX/Ej5kD3UYVQWLcrubIubr89a4zu5JXOdGdUvbS0oiNOmejlaI5Wp7isndzU0a29vUd3fpqd/9b14oF28oREoKnSGdxjblGYv6HTBeWWKttUWnt02uW8X2tkhaq+Q0rynaOYWN0V5ftxERBu0DhFJmYg05lZ76vFYHTzynEnpHc25qbkOw50CWD+WxLq+pKUUI8UMBJZ+art9qXnZLoaCHQX+udIuI6cT3mdBvex0dQJLdKkX9QtTWgoGIuXhtA9YPIAyVq6rsaadouDH1p7JOIkGsrJarVFhfvM3Kiy9Sf+0NckGRFe3jnW4dX/Q6Sm6pFL6nuQ7cS5GJSthchUj8RAYaonlH0BDdluPegdotjTkFpGqPC7eiviEZrt9qK78lGbixj5QhBWidVJApQPOd2GiuwJD9KX4LhTznCmXK+TzVapWKtDYlqBik+VR4kNNzYmKWE0cfJG99uXuLTpTDl+JiuaQLA8/zSeUlN1/+EUPfepFTm0vK6FXeleCjKbh13UGpJYY2gfl+TEH4kZKsVbINpJim8G5K8B2Vi5pQF+1Ae7vQuY1ByYy2tWxp7CC6hLe8Wc0s7wR3IP1kbSe4MLI7U4DmZw2jiuZjjMGXBk/u7NLUr0Mvfvvb3HjnHba3t7grKgkaF4MjKkPF4YnHH+PIM59i5LGPMXniISYm58iFclzRcdndM2D0ib2yviZF7nBNr8Hf6bRw3uFcPdFaqwoqdwqckvChBAnk6k4ox3gbcJZ3ypoSrZaEc27vy0hGSutrfFrg8GfEn6YqQaZMlArqBUcjkbIz0Hgq5WkaDgYKkCDuzrCzinQkRnZ1UlttVtnWb3t7Yt7o2FuVNZxVh4WclxJO6N1gYXaK0niR6QdPs/DJZ5lWojM6tYlPiZXSV+YuBhE5fUL7u91lvi5m9jTffbTwJey6FOVefCpiruyYs0ZMg1EYdoGmwCkhUL/bHRye23aNMVjhoGtSZ4JjGAkOifrCMKCo46/jgf3rp9WtFREpVVMHWBI9c5P61g47UkJqfYb0U/fozCEqUYgVZiLVNcXsHcV3c36e8vQ0a6vLrG2vERU9/NEiyfgY2S4h+n3hBXOztEdGlfV9+qVppnTWLwc5SlLihkIkJzz3gmXFuFvjHrMdsVUUOE+6q7WFxoge7odTZ4iGeCkr1hvC8cMSRvw2NO4XFJxWPiE+haJRMOxfGs/qegy2QWEM8LSsbjUpafLrqnR0kHjw0ccojZZxBxP3Y4hj0MW3U8CqDjs9hUGxXKaojx872uPr7SbjBw8q0QVYrenJa+Jigennn+eC8sOsn6fmF+nnRpksTFCsHKLr3gmMxbPmPkaRwixTouFgXPwcFqNtKdRtx7E8qaqxknKVLSsICpNEfsS6csVaEJJat7oQ/t5t1JYOtI4RfyKoWy4nyXWjRTRCb2qUA3qJOHz6FBs3F4kXbxEoBOJ+302iJbxE+3NXr8OXv/d9brx/mY7ifG5ujhOnT3Po1BnOSikTEqooujmNx6MjbMoy53SOr8nyPe3/vmA0btBVeLQkkMjqFAg66rCrcAjFnPPKSerXUoAAAAeLSURBVMC9PTpLF3UWKUroyO0uYvZObkQHsCKB3icaevc/pL6D+sLkaw0XIsYpVRIbY9ANhg8vjRuseo0x6AYMCKzccnJ2kjNHZhgazmGaNTYloIv7cSXGEeHMKzTOnz5P952LXHzhBb7551/lZW1zWzoPdBUud5UfmtZkoVDY3sH9wls9eRKvs8Nkfw93rl9urJKr69ccvS+4rcx93mro5apnfG4DJSmhZUPwc8RSeEdMFkXbc2yKh6JOkVNErOoFbUnfBTfkXc57R6cn8KUgq/V1Y4zBiB77z3ulTbQAujSup7O/9C2tJ3KjRKXVu/bB6SFOfewRjpw/hZ2fohUFHPR9nnrqKQ4//TH0hsD1m7e4eeldXvnGN3j1q1/lnTdeZ0nJry6ruiR2Q27rl0pMnjpFQYyN6kNIv7lKUxZzQo9r9RnBNeGFCpNAwvbFlJcfwitppDBNUd6S9GJC9Xe8HD19EWoXppjs1zipj6clnVrHug1C0R87MMNAeIMxFk0Bw09c1vXIQ53kSn4q1HCCS3a1U5yCHPgSeuHwPA9fOMfBJx/iuto/eOklblx/n8Kx40zJsrPHT3BQX4a3b94gvnqTsFikL0E6WnhDn8z+7wvfpCcvKlglQlnLHU5cTnFJqyxFleTasTht6quvjbuUJOTtcAQfjzDra9MH+lIGgsALKek9JZR3eNEQIznL/PQ4Jz/9MwTyEitaxhh0o+c+8GPXQAGSNtkHx5SDRAwl8g6XaBJ5g4YzhUhFFMaGOXDhLIEPH7z+mr6rhSzMHeDgiRPMPvgAM+fPs17foVisMDM7hxPK0Vl56y1W9KtwV8fmFe39XSnD/cqc/XeIFujlClTyw3QVfu4fI6aCEdwPMHclZFUKWxLrw4KgX6eo83+k7wK++pEiwuGI05+8wNlPPk4l+/xlsdaBUWJ15X1gLJlSDFjuu5zgDhIxMwBteK4uRQzaqZTgVABhqcjph09z/NQBKuMlGrtVtl75IW985wXK+hJ8SueBU899mumzD4HCxU202jFayg/uPcGqz5OV/MDD+IGsOo4pzEAwTFKc0w4xRuB5HG2vycod3HtJR7vJiIGcFGKtTyaF3k92ozZHHj/N2EiZIAjIBJeENgNLVlrzUZnV9/vvCZbI4k54Z6lEArsy3i8djhtzMKg7JUgZYibV1xuj+JscC8lPVGgu3+Wlr/452yqDvE93agKjr789pfdEO0igd4JElonUtiDnthyTm294RSIxXDSWULtEWW+PRSnJhGXm1D7T3OCw3jBRXyKP9GyPmbNHOfH0eT7x7AVGh8oSEOnEqBQ4IbWOp2yZKUR169nMGzyr0tU9D+ss4wRT6JM4azuQMpwSHGRjGlQ3H13qcA1XCKwG81HAzKFZHhczx84do7V0i/e/9hdsX7/GXKHAYdF0Me7pi1Bw+DDl1FDz8kT5aS4EJcYlVE0K6IjhvF6MrPGkIqdow568pOt7JFHISrnI3FPnOf38U8w+cJxR7VQ5vR5rKh9eahhjkA4EVmDw9tsqsrbVYAZOaHc2TsRgIosnrpRATnC3PPuXm+iqxj32QbKLSXmCnvdwjQhXRoeZU3gE8+McVtZ3Mb5sLbGEyEshXfWdqwwpUY2QYLnRr3Osv8uGXHxNv+Cg1+e4V2eltUZt2KNy/iwzTzzC8Y8/yscFk3NTBPlcxkXqnvv8in3XEmS9mTc4vq3WNsZgBcZIguw22bgz3sDymh1nwpO1HQkHZJcTMqv8/x+apBtPwgY5j9X1RaKFKfpy0fUw4GWdFF9/8busS8in0iZ3TI89P6+MH3Got8lw0CAar+ArnA7Lkx577DQnpsscmqwwOjJEsSDBJURmOLeQQPJnJnDefK8/69PYgGFVzKCWIaqZSaRS54AkEzjWDGd15w33kNwU4Qya2ThujaztxsRHpkWDUdOBxlVzt9Az3ERvfhX9WHrowjmOP3EOV46MlKhGkX739zmqT2W7Smrb+YTj54/zqSfOcuLxBzny6BkOzE3gWZtRdzQd9QFdx34qvhOt4TgkwzHGZKWTQwMaF44Me689wGRw7TfkAQMkNyFDlHipIMNySPdD1u86stGPHga0Nu66V7q6Y9iBo+eFPgV9ZR5SeEwpdscePEr+Y09QzAd0Cn0m1C5NjhHlInwJ7ZkBhfufmfDiISszwciEdPSzvn1kY4zDIpPJ1cSy7v3R/WKfvh0MOBKDgUFbc93EnwDXD26u0TMDLZaVkPVw3+VoOcZEZjDRjRkwxpAv5WmbDiVZ/HFZPK8QQWMp/8AlQo5LZ6SsFNrA3VMSKSNREk2yEHZteUYCiZsjgvfKjA+toeXdUrhH5gHCwQ1mJfddrsPBfV2Dqqi4yn7hCDF48GPX35vrmvdDom0tkmd42trcPPHrCoHD4kOKA6HFohB0y7ASUhXXPxAuzfpc24WwhpRcXd9gDrqyMZVOTldkoGWkAFU1Q+giMpiQId/r0wxVNSA83fdk/pA79QlFT1HT8x+6f3zUtQbgntnCGRFxoQ7dIqN69tRD94AnMqsmsrhrO+Hvla7u+rNS3uD67wdEP2tnpVpaxLX/HwAAAP//x0+ukwAAAAZJREFUAwD94d24m2KfbwAAAABJRU5ErkJggg==",
			"name": "MFSDF_Fractal_IFS",
			"parameters": {
				"Correction": 0.0,
				"iterations": 3.0,
				"mode": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec4((($uv.w>0.5&&$uv.w<1.5)||($uv.w>3.5&&$uv.w<4.5))?1.0:0.0,0.0,0.0,length($uv)-0.4)",
						"function": true,
						"label": "SDF3D",
						"longdesc": "The object that will be repeated",
						"name": "obj3d",
						"shortdesc": "V4->V4",
						"type": "v4v4"
					},
					{
						"default": "$uv",
						"function": true,
						"label": "V4->V4 3D Transformation",
						"longdesc": "The transformation that will be applied each iteration",
						"name": "trans3d",
						"shortdesc": "V4->V4 Transformation",
						"type": "v4v4"
					},
					{
						"default": "min($uv.x,$uv.y)",
						"function": true,
						"label": "SDF2D Custom Boolean",
						"longdesc": "(opcional) The combine operation, defined as a SDF2D.\nWill be applied after each SDF3D evaluation to combine with the previous result.",
						"name": "custombool",
						"shortdesc": "SDF2D Join",
						"type": "sdf2d"
					}
				],
				"instance": "\nvec4 for_fold_$name(vec4 p,float mfsdftype) {\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n  }\n  vec4 o=$obj3d(vec4(p.xyz,mfsdftype));\n  return vec4(o.xyz,o.w/p.w);\n}\n\nvec4 for_min_$name(vec4 p,float mfsdftype) {\n  vec4 d=$obj3d(vec4(p.xyz,mfsdftype));\n  vec4 m=d;\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n\td=$obj3d(vec4(p.xyz,mfsdftype));\n\td.w=d.w/p.w;\n\tm=m.w<d.w?m:d;\n  }\n  return m;\n}\n\nvec4 for_custom_$name(vec4 p,float mfsdftype) {\n  vec4 d=$obj3d(vec4(p.xyz,mfsdftype));\n  vec4 m=d;\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n\td=$obj3d(vec4(p.xyz,mfsdftype));\n\tfloat a=m.w;\n\tfloat b=d.w/p.w;\n\tfloat v=$custombool(vec2(a,b));\n    float e=0.001;\n\tvec2 n=normalize(vec2($custombool(vec2(a+e,b))-$custombool(vec2(a-e,b)),\n                          $custombool(vec2(a,b+e))-$custombool(vec2(a,b-e))));\t\t\t\t\n\tm=vec4(mix(m.xyz,d.xyz,atan(abs(n.y),abs(n.x))/(3.14159265359/2.0)),v);\n  }\n  return vec4(m.xyz,m.w/(1.0+$Correction));\n}\n",
				"longdesc": "Repeats a shape x Iterations times, and for each iteration uses the transformation in 3D Transformation Node.\n\n3D transformation node uses the generic V4->V4 Type\n\nThere are 3 modes available:\n - Fold\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated only once after the last iteration.\n     Using operators like Axis Symmetry is possible to repeat space.\n - Min\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the min operation.\n - Custom\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the custom SDF2D operation.\n\nCode - PauloFalcao\n",
				"name": "MFSDF Fractal IFS",
				"outputs": [
					{
						"shortdesc": "V4->V4 Output",
						"type": "v4v4",
						"v4v4": "$mode"
					}
				],
				"parameters": [
					{
						"default": 24.0,
						"label": "Iterations",
						"longdesc": "Number of Iterations",
						"name": "iterations",
						"type": "enum",
						"values": [
							{
								"name": "0",
								"value": "0"
							},
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "6",
								"value": "6"
							},
							{
								"name": "7",
								"value": "7"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "9",
								"value": "9"
							},
							{
								"name": "10",
								"value": "10"
							},
							{
								"name": "11",
								"value": "11"
							},
							{
								"name": "12",
								"value": "12"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "14",
								"value": "14"
							},
							{
								"name": "15",
								"value": "15"
							},
							{
								"name": "16",
								"value": "16"
							},
							{
								"name": "17",
								"value": "17"
							},
							{
								"name": "18",
								"value": "18"
							},
							{
								"name": "19",
								"value": "19"
							},
							{
								"name": "20",
								"value": "20"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "22",
								"value": "22"
							},
							{
								"name": "23",
								"value": "23"
							},
							{
								"name": "24",
								"value": "24"
							}
						]
					},
					{
						"default": 1.0,
						"label": "Mode",
						"longdesc": "Iteration combine mode.\n - Fold\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated only once after the last iteration.\n     Using operators like Axis Symmetry is possible to repeat space.\n - Min\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the min operation.\n - Custom\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the custom SDF2D operation.",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "Fold",
								"value": "for_fold_$name(vec4($uv.xyz,1.0),$uv.w)"
							},
							{
								"name": "Min",
								"value": "for_min_$name(vec4($uv.xyz,1.0),$uv.w)"
							},
							{
								"name": "Custom",
								"value": "for_custom_$name(vec4($uv.xyz,1.0),$uv.w)"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Only used for Mode Custom.\nKeep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 10.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Fractal"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Fractal IFS",
			"type": "shader"
		},
		{
			"display_name": "Paint Edges",
			"icon_data": 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",
			"name": "MFSDF_Paint_Edges",
			"parameters": {
				"edges": 0.04,
				"f": 2.0,
				"h": 0.0,
				"iterations": 3.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=$mfsdfa(vec4($uv.xyz,0.0)).w;\nfloat $(name_uv)_sdfb=blursdf3d_$name($uv.xyz,$edges,1.01);\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nvec4 $(name_uv)_tex=vec4(mix($mfsdfa($uv).xyz,$mfsdfb($uv).xyz,clamp(abs($(name_uv)_sdfdiff)*$f*100.0,0.0,1.0)),$(name_uv)_sdfa);\n\n",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base MFSDF",
						"longdesc": "Main MFSDF goes here",
						"name": "mfsdfa",
						"shortdesc": "Main MFSDF",
						"type": "v4v4"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Modified MFSDF",
						"longdesc": "Modified MFSDF goes here, only Material attibutes will be used the SDF is ignored",
						"name": "mfsdfb",
						"shortdesc": "Modified MFSDF",
						"type": "v4v4"
					}
				],
				"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$mfsdfa(vec4(p,0.0)).w;\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$mfsdfa(vec4(p+vec3(cos(t)*r,y,sin(t)*r)*b,0.0)).w;\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
				"longdesc": "Modifies an MFSDF by comparing the base SDF and a modified blured version of the base SDF.\n\nCode - PauloFalcao\n\n\n",
				"name": "MFSDF Paint Edges",
				"outputs": [
					{
						"type": "v4v4",
						"v4v4": "$(name_uv)_tex"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.04,
						"label": "Edge Size",
						"longdesc": "Blur amount applied to the original SDF generating a new SDF",
						"max": 0.1,
						"min": 0.0,
						"name": "edges",
						"shortdesc": "Edge Size",
						"step": 0.0001,
						"type": "float"
					},
					{
						"default": 3.0,
						"label": "Edge Precision",
						"longdesc": "Blur precision. Is the number of SDF sample point points used to make a SDF Blur. Increasing this value will result in greater rendering times. Keep this value as low as possible.",
						"name": "iterations",
						"shortdesc": "Edge Blur precision",
						"type": "enum",
						"values": [
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "34",
								"value": "34"
							},
							{
								"name": "55",
								"value": "55"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Paint Edges"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Paint Edges",
			"type": "shader"
		},
		{
			"display_name": "Paint Edges Generic",
			"icon_data": 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",
			"name": "MFSDF_Paint_Edges_Generic",
			"parameters": {
				"f": 0.163,
				"h": -0.073
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=$mfsdfa(vec4($uv.xyz,0.0)).w;\nfloat $(name_uv)_sdfb=$mfsdfb(vec4($uv.xyz,0.0)).w;\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nvec4 $(name_uv)_tex=vec4(mix($mfsdfa($uv).xyz,$mfsdfb($uv).xyz,clamp(abs($(name_uv)_sdfdiff)*$f*100.0,0.0,1.0)),$(name_uv)_sdfa);",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base MFSDF",
						"longdesc": "Main MFSDF goes here",
						"name": "mfsdfa",
						"shortdesc": "Main MFSDF",
						"type": "v4v4"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Modified MFSDF",
						"longdesc": "Modified MFSDF goes here, typically is the Base SDF with Blur, using the SDF Blur node.",
						"name": "mfsdfb",
						"shortdesc": "Modified MFSDF",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Modifies an MFSDF by comparing the base SDF and a modified version of the base SDF, typically the Base SDF with Blur, using the SDF Blur node.\n\nCode - PauloFalcao\n\n\n",
				"name": "MFSDF Paint Edges Generic",
				"outputs": [
					{
						"type": "v4v4",
						"v4v4": "$(name_uv)_tex"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Deform Edges Generic"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Paint Edges Generic",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdf3d_box_2",
					"from_node": "node_sdf3d_box_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_5",
					"to_node": "node_pxflib_5",
					"to_port": 0.0
				},
				{
					"from": "pxflib_5",
					"from_node": "node_pxflib_5",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean",
					"to_node": "node_sdf3d_boolean",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_box",
					"from_node": "node_sdf3d_box",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean",
					"to_node": "node_sdf3d_boolean",
					"to_port": 1.0
				},
				{
					"from": "pxflib_6",
					"from_node": "node_pxflib_6",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_1",
					"to_node": "node_shader_1",
					"to_port": 0.0
				},
				{
					"from": "pxflib_3",
					"from_node": "node_pxflib_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 0.0
				},
				{
					"from": "pxflib_4",
					"from_node": "node_pxflib_4",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_6",
					"to_node": "node_pxflib_6",
					"to_port": 5.0
				},
				{
					"from": "sdf3d_box_3",
					"from_node": "node_sdf3d_box_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_10",
					"to_node": "node_pxflib_10",
					"to_port": 0.0
				},
				{
					"from": "pxflib_10",
					"from_node": "node_pxflib_10",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_11",
					"to_node": "node_pxflib_11",
					"to_port": 0.0
				},
				{
					"from": "TEX3D_Simplex_Noise_Octaves",
					"from_node": "node_TEX3D_Simplex_Noise_Octaves",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 1.0
				},
				{
					"from": "pxflib_11",
					"from_node": "node_pxflib_11",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_smoothboolean_2",
					"to_node": "node_sdf3d_smoothboolean_2",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_boolean",
					"from_node": "node_sdf3d_boolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_smoothboolean_2",
					"to_node": "node_sdf3d_smoothboolean_2",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_smoothboolean_2",
					"from_node": "node_sdf3d_smoothboolean_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_3",
					"to_node": "node_pxflib_3",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_smoothboolean_2",
					"from_node": "node_sdf3d_smoothboolean_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_7",
					"to_node": "node_pxflib_7",
					"to_port": 0.0
				},
				{
					"from": "pxflib_7",
					"from_node": "node_pxflib_7",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Object",
					"to_node": "node_MFSDF_Object",
					"to_port": 0.0
				},
				{
					"from": "TEX3D_Simplex_Noise_Octaves_2",
					"from_node": "node_TEX3D_Simplex_Noise_Octaves_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Object",
					"to_node": "node_MFSDF_Object",
					"to_port": 1.0
				},
				{
					"from": "MFSDF_Object",
					"from_node": "node_MFSDF_Object",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_1",
					"to_node": "node_shader_1",
					"to_port": 1.0
				},
				{
					"from": "shader_1",
					"from_node": "node_shader_1",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Transform",
					"to_node": "node_MFSDF_Transform",
					"to_port": 0.0
				},
				{
					"from": "MFSDF_Transform",
					"from_node": "node_MFSDF_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render",
					"to_node": "node_MFSDF_Render",
					"to_port": 0.0
				}
			],
			"display_name": "Paint Edges Generic Example",
			"icon_data": 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",
			"nodes": [
				{
					"name": "pxflib_4",
					"node_position": {
						"x": 268.051086425781,
						"y": -204.017501831055
					},
					"parameters": {
						"Bound": 0.01,
						"Correction": 0.0,
						"Distort": 0.005
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "length($uv)-0.4",
								"function": true,
								"label": "SDF3D",
								"name": "sdf",
								"shortdesc": "SDF3D Input",
								"type": "sdf3d"
							},
							{
								"default": "vec3(0)",
								"function": true,
								"label": "TEX3D",
								"name": "tex3d",
								"shortdesc": "TEX3D Input",
								"type": "tex3d"
							}
						],
						"instance": "\nfloat distort_$name(vec3 uv){\n    float sdf=$sdf(uv);\n\tif (abs(sdf)>(abs($Distort)+$Bound)){\n\t\treturn sdf;\n\t} else {\n\t\tvec3 s=$tex3d(vec4(uv,0.0));\n\t    return sdf-s.x*$Distort;\n\t}\n}\n",
						"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nDisplace a 3DSDF based on a TEX3D in a direction",
						"name": "SDF Displace",
						"outputs": [
							{
								"sdf3d": "distort_$name($uv)/(1.0+abs($Distort*$Correction))",
								"shortdesc": "SDF3D Output",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.1,
								"label": "Amount",
								"longdesc": "Displace amount",
								"max": 1.0,
								"min": 0.0,
								"name": "Distort",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Correction",
								"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
								"max": 10.0,
								"min": 0.0,
								"name": "Correction",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.1,
								"label": "Bound",
								"max": 10.0,
								"min": 0.0,
								"name": "Bound",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				},
				{
					"name": "pxflib_3",
					"node_position": {
						"x": -14.9488906860352,
						"y": -128.017501831055
					},
					"parameters": {
						"blur": 0.01,
						"bound": 1.0,
						"iterations": 3.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "",
								"longdesc": "SDF3D Input",
								"name": "in",
								"type": "sdf3d"
							}
						],
						"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$in(p);\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$in(p+vec3(cos(t)*r,y,sin(t)*r)*b);\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
						"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nBlurs a SDF3D sampling fibonacci points on a sphere surface",
						"name": "SDF Blur",
						"outputs": [
							{
								"longdesc": "SDF3D Output",
								"sdf3d": "blursdf3d_$name($uv,$blur,$bound)",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"default": 3.0,
								"label": "Iterations",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "21",
										"value": "21"
									},
									{
										"name": "34",
										"value": "34"
									},
									{
										"name": "55",
										"value": "55"
									},
									{
										"name": "89",
										"value": "89"
									},
									{
										"name": "144",
										"value": "144"
									},
									{
										"name": "233",
										"value": "233"
									},
									{
										"name": "377",
										"value": "377"
									},
									{
										"name": "610",
										"value": "610"
									}
								]
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Blur",
								"max": 5.0,
								"min": 0.0,
								"name": "blur",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Bound",
								"max": 10.0,
								"min": 0.0,
								"name": "bound",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_box_2",
					"node_position": {
						"x": -816.476684570312,
						"y": 51.9303741455078
					},
					"parameters": {
						"r": 0.0,
						"sx": 0.3,
						"sy": 0.24,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "pxflib_6",
					"node_position": {
						"x": 211.031433105469,
						"y": -78.9828338623047
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 0.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 0.268,
						"TranlateX": 0.0,
						"TranlateY": 0.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object"
					},
					"type": "shader"
				},
				{
					"name": "shader_1",
					"node_position": {
						"x": 519.509643554688,
						"y": 118.266174316406
					},
					"parameters": {
						"f": 1.497,
						"h": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float $(name_uv)_sdfa=$mfsdfa(vec4($uv.xyz,0.0)).w;\nfloat $(name_uv)_sdfb=$mfsdfb(vec4($uv.xyz,0.0)).w;\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nvec4 $(name_uv)_tex=vec4(mix($mfsdfa($uv).xyz,$mfsdfb($uv).xyz,clamp(abs($(name_uv)_sdfdiff)*$f*100.0,0.0,1.0)),$(name_uv)_sdfa);",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "Base MFSDF",
								"longdesc": "Main MFSDF goes here",
								"name": "mfsdfa",
								"shortdesc": "Main MFSDF",
								"type": "v4v4"
							},
							{
								"default": "0.0",
								"function": true,
								"label": "Modified MFSDF",
								"longdesc": "Modified MFSDF goes here, typically is the Base SDF with Blur, using the SDF Blur node.",
								"name": "mfsdfb",
								"shortdesc": "Modified MFSDF",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Type - MFSDF Operator\nCode - PauloFalcao\n\nModifies an MFSDF by comparing the base SDF and a modified version of the base SDF, typically the Base SDF with Blur, using the SDF Blur node.\n\n\n",
						"name": "MFSDF Paint Edges Generic",
						"outputs": [
							{
								"type": "v4v4",
								"v4v4": "$(name_uv)_tex"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "f",
								"shortdesc": "Increases the difference between Textures",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Shift",
								"max": 1.0,
								"min": -1.0,
								"name": "h",
								"shortdesc": "Shift difference between Textures",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Deform Edges Generic"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_7",
					"node_position": {
						"x": -46.7156829833984,
						"y": 251.393798828125
					},
					"parameters": {
						"blur": 0.028,
						"bound": 1.0,
						"iterations": 3.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "",
								"longdesc": "SDF3D Input",
								"name": "in",
								"type": "sdf3d"
							}
						],
						"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$in(p);\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$in(p+vec3(cos(t)*r,y,sin(t)*r)*b);\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
						"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nBlurs a SDF3D sampling fibonacci points on a sphere surface",
						"name": "SDF Blur",
						"outputs": [
							{
								"longdesc": "SDF3D Output",
								"sdf3d": "blursdf3d_$name($uv,$blur,$bound)",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"default": 3.0,
								"label": "Iterations",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "21",
										"value": "21"
									},
									{
										"name": "34",
										"value": "34"
									},
									{
										"name": "55",
										"value": "55"
									},
									{
										"name": "89",
										"value": "89"
									},
									{
										"name": "144",
										"value": "144"
									},
									{
										"name": "233",
										"value": "233"
									},
									{
										"name": "377",
										"value": "377"
									},
									{
										"name": "610",
										"value": "610"
									}
								]
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Blur",
								"max": 5.0,
								"min": 0.0,
								"name": "blur",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Bound",
								"max": 10.0,
								"min": 0.0,
								"name": "bound",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -836.476684570312,
						"y": -148.069625854492
					},
					"parameters": {
						"r": 0.0,
						"sx": 0.3,
						"sy": 0.16,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "sdf3d_box_3",
					"node_position": {
						"x": -796.525695800781,
						"y": -511.2041015625
					},
					"parameters": {
						"r": 0.03,
						"sx": 0.17,
						"sy": 0.29,
						"sz": 0.18
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "pxflib_10",
					"node_position": {
						"x": -597.525695800781,
						"y": -491.2041015625
					},
					"parameters": {
						"angle": 222.183,
						"axis": 1.0,
						"correction": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "vec2 twist_rot(vec2 v, float a) {\n\ta=a*0.01745329251;\n\tfloat s = sin(a);\n\tfloat c = cos(a);\n\tmat2 m = mat2(vec2(c, -s),vec2(s, c));\n\treturn m * v;\n}\n\nvec3 twistX(vec3 v, float a){\n\tv.yz=twist_rot(v.yz,v.x*a);\n\treturn v;\n}\n\nvec3 twistY(vec3 v, float a){\n\tv.xz=twist_rot(v.xz,v.y*a);\n\treturn v;\n}\n\nvec3 twistZ(vec3 v, float a){\n\tv.xy=twist_rot(v.xy,v.z*a);\n\treturn v;\n}\n\n",
						"inputs": [
							{
								"default": "vec2(0.0)",
								"label": "",
								"name": "in",
								"shortdesc": "SDF3D Input",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nTwist a SDF3D on the specified axis by an angle.",
						"name": "SDF Twist",
						"outputs": [
							{
								"sdf3d": "$in(twist$axis($uv,$angle))/(1.0+$correction)",
								"shortdesc": "SDF3D Output",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "Axis",
								"name": "axis",
								"type": "enum",
								"values": [
									{
										"name": "X",
										"value": "X"
									},
									{
										"name": "Y",
										"value": "Y"
									},
									{
										"name": "Z",
										"value": "Z"
									}
								]
							},
							{
								"control": "Angle1.a",
								"default": 0.0,
								"label": "Angle",
								"max": 360.0,
								"min": -360.0,
								"name": "angle",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Correction",
								"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
								"max": 5.0,
								"min": 0.0,
								"name": "correction",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Twist"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_5",
					"node_position": {
						"x": -576.476684570312,
						"y": 41.9303741455078
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.2,
						"TranslateZ": 0.2,
						"scale": 0.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float o_$name_uv=$in(SDFTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale);\n\n",
						"global": "vec3 SDFTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - RodZilla, PauloFalcao\n\nTranslates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate",
						"name": "SDF Transform",
						"outputs": [
							{
								"sdf3d": "o_$name_uv*$scale",
								"shortdesc": "V4->V4 Ouput",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_11",
					"node_position": {
						"x": -569.025695800781,
						"y": -386.2041015625
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.266,
						"TranslateZ": -0.019,
						"scale": 0.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float o_$name_uv=$in(SDFTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale);\n\n",
						"global": "vec3 SDFTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - RodZilla, PauloFalcao\n\nTranslates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate",
						"name": "SDF Transform",
						"outputs": [
							{
								"sdf3d": "o_$name_uv*$scale",
								"shortdesc": "V4->V4 Ouput",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_boolean",
					"node_position": {
						"x": -546.476684570312,
						"y": -108.069625854492
					},
					"parameters": {
						"op": 1.0
					},
					"seed_int": 0.0,
					"type": "sdf3d_boolean"
				},
				{
					"generic_size": 1.0,
					"name": "sdf3d_smoothboolean_2",
					"node_position": {
						"x": -296.476684570312,
						"y": -188.069625854492
					},
					"parameters": {
						"k1": 0.15,
						"op1": 0.0
					},
					"seed_int": 0.0,
					"type": "sdf3d_smoothboolean_v"
				},
				{
					"name": "TEX3D_Simplex_Noise_Octaves",
					"node_position": {
						"x": -156.476669311523,
						"y": -598.069641113281
					},
					"parameters": {
						"brightness": 0.0,
						"clamp": 1.0,
						"contrast": 2.0,
						"iterations": 5.0,
						"persistence": 0.5,
						"scale": 32.0,
						"scale_x": 1.0,
						"scale_y": 1.0,
						"scale_z": 1.0,
						"transx": 0.0,
						"transy": 0.0,
						"transz": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "vec3 $(name_uv)_out = vec3($(name)_bc($(name)_fbm($uv.xyz*vec3($scale_x,$scale_y,$scale_z)*0.5*$scale+vec3($transx,$transy,$transz),$persistence)*0.5+0.5,$contrast,$brightness));",
						"global": "// https://www.shadertoy.com/view/XsX3zB\n//\n// The MIT License\n// Copyright © 2013 Nikita Miropolskiy\n// \n// ( license has been changed from CCA-NC-SA 3.0 to MIT\n//\n//   but thanks for attributing your source code when deriving from this sample \n//   with a following link: https://www.shadertoy.com/view/XsX3zB )\n//\n//\n// if you're looking for procedural noise implementation examples you might \n// also want to look at the following shaders:\n// \n// Noise Lab shader by candycat: https://www.shadertoy.com/view/4sc3z2\n//\n// Noise shaders by iq:\n//     Value    Noise 2D, Derivatives: https://www.shadertoy.com/view/4dXBRH\n//     Gradient Noise 2D, Derivatives: https://www.shadertoy.com/view/XdXBRH\n//     Value    Noise 3D, Derivatives: https://www.shadertoy.com/view/XsXfRH\n//     Gradient Noise 3D, Derivatives: https://www.shadertoy.com/view/4dffRH\n//     Value    Noise 2D             : https://www.shadertoy.com/view/lsf3WH\n//     Value    Noise 3D             : https://www.shadertoy.com/view/4sfGzS\n//     Gradient Noise 2D             : https://www.shadertoy.com/view/XdXGW8\n//     Gradient Noise 3D             : https://www.shadertoy.com/view/Xsl3Dl\n//     Simplex  Noise 2D             : https://www.shadertoy.com/view/Msf3WH\n//     Voronoise: https://www.shadertoy.com/view/Xd23Dh\n//\n//\n//\n\n// using https://www.shadertoy.com/view/4djSRW Hash without Sine by Dave_Hoskins\n// discontinuous pseudorandom uniformly distributed in [-0.5, +0.5]^3 */\nvec3 XsX3zB_oct_random3(vec3 c) {\n\tc = fract(c * vec3(.1031, .1030, .0973));\n    c += dot(c, c.yxz+0.3333333);\n    return fract((c.xxy + c.yxx)*c.zyx)-0.5;\n}\n\n// skew constants for 3d simplex functions\nconst float XsX3zB_oct_F3 =  0.3333333;\nconst float XsX3zB_oct_G3 =  0.1666667;\n\n// 3d simplex noise\nfloat XsX3zB_oct_simplex3d(vec3 p) {\n\t // 1. find current tetrahedron T and it's four vertices\n\t // s, s+i1, s+i2, s+1.0 - absolute skewed (integer) coordinates of T vertices\n\t // x, x1, x2, x3 - unskewed coordinates of p relative to each of T vertices\n\t \n\t // calculate s and x\n\t vec3 s = floor(p + dot(p, vec3(XsX3zB_oct_F3)));\n\t vec3 x = p - s + dot(s, vec3(XsX3zB_oct_G3));\n\t \n\t // calculate i1 and i2\n\t vec3 e = step(vec3(0.0), x - x.yzx);\n\t vec3 i1 = e*(1.0 - e.zxy);\n\t vec3 i2 = 1.0 - e.zxy*(1.0 - e);\n\t \t\n\t // x1, x2, x3\n\t vec3 x1 = x - i1 + XsX3zB_oct_G3;\n\t vec3 x2 = x - i2 + 2.0*XsX3zB_oct_G3;\n\t vec3 x3 = x - 1.0 + 3.0*XsX3zB_oct_G3;\n\t \n\t // 2. find four surflets and store them in d\n\t vec4 w, d;\n\t \n\t // calculate surflet weights\n\t w.x = dot(x, x);\n\t w.y = dot(x1, x1);\n\t w.z = dot(x2, x2);\n\t w.w = dot(x3, x3);\n\t \n\t // w fades from 0.6 at the center of the surflet to 0.0 at the margin\n\t w = max(0.6 - w, 0.0);\n\t \n\t // calculate surflet components\n\t d.x = dot(XsX3zB_oct_random3(s), x);\n\t d.y = dot(XsX3zB_oct_random3(s + i1), x1);\n\t d.z = dot(XsX3zB_oct_random3(s + i2), x2);\n\t d.w = dot(XsX3zB_oct_random3(s + 1.0), x3);\n\t \n\t // multiply d by w^4\n\t w *= w;\n\t w *= w;\n\t d *= w;\n\t \n\t // 3. return the sum of the four surflets\n\t return dot(d, vec4(52.0));\n}",
						"inputs": [],
						"instance": "float $(name)_fbm(vec3 coord, float persistence) {\n\tfloat normalize_factor = 0.0;\n\tfloat value = 0.0;\n\tfloat scale = 1.0;\n\tfloat size = 1.0;\n\tfor (int i = 0; i < $iterations; i++) {\n\t\tvalue += XsX3zB_oct_simplex3d(coord*size) * scale;\n\t\tnormalize_factor += scale;\n\t\tsize *= 2.0;\n\t\tscale *= persistence;\n\t}\n\treturn value / normalize_factor;\n}\n\nfloat $(name)_bc(float f,float contrast, float brightness) {\n\treturn f*contrast+brightness+0.5-contrast*0.5;\n}\n",
						"longdesc": "Makes a non periodic noise with octaves using nikat code from https://www.shadertoy.com/view/XsX3zB\n\nCode - Nikat",
						"name": "TEX3D Simplex Noise Octaves",
						"outputs": [
							{
								"shortdesc": "TEX3D output",
								"tex3d": "$clamp",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 8.0,
								"label": "Scale",
								"longdesc": "Noise scale",
								"max": 32.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale X",
								"longdesc": "Noise X scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Y",
								"longdesc": "Noise Y scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Z",
								"longdesc": "Noise Z scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate X",
								"longdesc": "Noise X translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transx",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Y",
								"longdesc": "Noise Y translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transy",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Z",
								"longdesc": "Noise Z translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transz",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 12.0,
								"label": "Iterations",
								"longdesc": "Noise iterations / octaves",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "11",
										"value": "11"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "15",
										"value": "15"
									},
									{
										"name": "16",
										"value": "16"
									}
								]
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "Persistence",
								"longdesc": "How higher octaves affect the output",
								"max": 1.0,
								"min": 0.0,
								"name": "persistence",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Brightness",
								"longdesc": "Overall brightness",
								"max": 1.0,
								"min": 0.0,
								"name": "brightness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Contrast",
								"longdesc": "Overall Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "contrast",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "Clamp",
								"longdesc": "Makes the output restricted between 0 and 1",
								"name": "clamp",
								"type": "enum",
								"values": [
									{
										"name": "false",
										"value": "$(name_uv)_out"
									},
									{
										"name": "true",
										"value": "clamp($(name_uv)_out,vec3(0),vec3(1))"
									}
								]
							}
						],
						"shortdesc": "TEX3D Simplex Noise Octaves"
					},
					"type": "shader"
				},
				{
					"name": "TEX3D_Simplex_Noise_Octaves_2",
					"node_position": {
						"x": -256.476684570312,
						"y": 411.930358886719
					},
					"parameters": {
						"brightness": 0.0,
						"clamp": 1.0,
						"contrast": 2.0,
						"iterations": 5.0,
						"persistence": 0.5,
						"scale": 172.0,
						"scale_x": 1.0,
						"scale_y": 1.0,
						"scale_z": 1.0,
						"transx": 0.0,
						"transy": 0.0,
						"transz": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "vec3 $(name_uv)_out = vec3($(name)_bc($(name)_fbm($uv.xyz*vec3($scale_x,$scale_y,$scale_z)*0.5*$scale+vec3($transx,$transy,$transz),$persistence)*0.5+0.5,$contrast,$brightness));",
						"global": "// https://www.shadertoy.com/view/XsX3zB\n//\n// The MIT License\n// Copyright © 2013 Nikita Miropolskiy\n// \n// ( license has been changed from CCA-NC-SA 3.0 to MIT\n//\n//   but thanks for attributing your source code when deriving from this sample \n//   with a following link: https://www.shadertoy.com/view/XsX3zB )\n//\n//\n// if you're looking for procedural noise implementation examples you might \n// also want to look at the following shaders:\n// \n// Noise Lab shader by candycat: https://www.shadertoy.com/view/4sc3z2\n//\n// Noise shaders by iq:\n//     Value    Noise 2D, Derivatives: https://www.shadertoy.com/view/4dXBRH\n//     Gradient Noise 2D, Derivatives: https://www.shadertoy.com/view/XdXBRH\n//     Value    Noise 3D, Derivatives: https://www.shadertoy.com/view/XsXfRH\n//     Gradient Noise 3D, Derivatives: https://www.shadertoy.com/view/4dffRH\n//     Value    Noise 2D             : https://www.shadertoy.com/view/lsf3WH\n//     Value    Noise 3D             : https://www.shadertoy.com/view/4sfGzS\n//     Gradient Noise 2D             : https://www.shadertoy.com/view/XdXGW8\n//     Gradient Noise 3D             : https://www.shadertoy.com/view/Xsl3Dl\n//     Simplex  Noise 2D             : https://www.shadertoy.com/view/Msf3WH\n//     Voronoise: https://www.shadertoy.com/view/Xd23Dh\n//\n//\n//\n\n// using https://www.shadertoy.com/view/4djSRW Hash without Sine by Dave_Hoskins\n// discontinuous pseudorandom uniformly distributed in [-0.5, +0.5]^3 */\nvec3 XsX3zB_oct_random3(vec3 c) {\n\tc = fract(c * vec3(.1031, .1030, .0973));\n    c += dot(c, c.yxz+0.3333333);\n    return fract((c.xxy + c.yxx)*c.zyx)-0.5;\n}\n\n// skew constants for 3d simplex functions\nconst float XsX3zB_oct_F3 =  0.3333333;\nconst float XsX3zB_oct_G3 =  0.1666667;\n\n// 3d simplex noise\nfloat XsX3zB_oct_simplex3d(vec3 p) {\n\t // 1. find current tetrahedron T and it's four vertices\n\t // s, s+i1, s+i2, s+1.0 - absolute skewed (integer) coordinates of T vertices\n\t // x, x1, x2, x3 - unskewed coordinates of p relative to each of T vertices\n\t \n\t // calculate s and x\n\t vec3 s = floor(p + dot(p, vec3(XsX3zB_oct_F3)));\n\t vec3 x = p - s + dot(s, vec3(XsX3zB_oct_G3));\n\t \n\t // calculate i1 and i2\n\t vec3 e = step(vec3(0.0), x - x.yzx);\n\t vec3 i1 = e*(1.0 - e.zxy);\n\t vec3 i2 = 1.0 - e.zxy*(1.0 - e);\n\t \t\n\t // x1, x2, x3\n\t vec3 x1 = x - i1 + XsX3zB_oct_G3;\n\t vec3 x2 = x - i2 + 2.0*XsX3zB_oct_G3;\n\t vec3 x3 = x - 1.0 + 3.0*XsX3zB_oct_G3;\n\t \n\t // 2. find four surflets and store them in d\n\t vec4 w, d;\n\t \n\t // calculate surflet weights\n\t w.x = dot(x, x);\n\t w.y = dot(x1, x1);\n\t w.z = dot(x2, x2);\n\t w.w = dot(x3, x3);\n\t \n\t // w fades from 0.6 at the center of the surflet to 0.0 at the margin\n\t w = max(0.6 - w, 0.0);\n\t \n\t // calculate surflet components\n\t d.x = dot(XsX3zB_oct_random3(s), x);\n\t d.y = dot(XsX3zB_oct_random3(s + i1), x1);\n\t d.z = dot(XsX3zB_oct_random3(s + i2), x2);\n\t d.w = dot(XsX3zB_oct_random3(s + 1.0), x3);\n\t \n\t // multiply d by w^4\n\t w *= w;\n\t w *= w;\n\t d *= w;\n\t \n\t // 3. return the sum of the four surflets\n\t return dot(d, vec4(52.0));\n}",
						"inputs": [],
						"instance": "float $(name)_fbm(vec3 coord, float persistence) {\n\tfloat normalize_factor = 0.0;\n\tfloat value = 0.0;\n\tfloat scale = 1.0;\n\tfloat size = 1.0;\n\tfor (int i = 0; i < $iterations; i++) {\n\t\tvalue += XsX3zB_oct_simplex3d(coord*size) * scale;\n\t\tnormalize_factor += scale;\n\t\tsize *= 2.0;\n\t\tscale *= persistence;\n\t}\n\treturn value / normalize_factor;\n}\n\nfloat $(name)_bc(float f,float contrast, float brightness) {\n\treturn f*contrast+brightness+0.5-contrast*0.5;\n}\n",
						"longdesc": "Makes a non periodic noise with octaves using nikat code from https://www.shadertoy.com/view/XsX3zB\n\nCode - Nikat",
						"name": "TEX3D Simplex Noise Octaves",
						"outputs": [
							{
								"shortdesc": "TEX3D output",
								"tex3d": "$clamp",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 8.0,
								"label": "Scale",
								"longdesc": "Noise scale",
								"max": 32.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale X",
								"longdesc": "Noise X scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Y",
								"longdesc": "Noise Y scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Z",
								"longdesc": "Noise Z scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate X",
								"longdesc": "Noise X translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transx",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Y",
								"longdesc": "Noise Y translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transy",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Z",
								"longdesc": "Noise Z translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transz",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 12.0,
								"label": "Iterations",
								"longdesc": "Noise iterations / octaves",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "11",
										"value": "11"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "15",
										"value": "15"
									},
									{
										"name": "16",
										"value": "16"
									}
								]
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "Persistence",
								"longdesc": "How higher octaves affect the output",
								"max": 1.0,
								"min": 0.0,
								"name": "persistence",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Brightness",
								"longdesc": "Overall brightness",
								"max": 1.0,
								"min": 0.0,
								"name": "brightness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Contrast",
								"longdesc": "Overall Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "contrast",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "Clamp",
								"longdesc": "Makes the output restricted between 0 and 1",
								"name": "clamp",
								"type": "enum",
								"values": [
									{
										"name": "false",
										"value": "$(name_uv)_out"
									},
									{
										"name": "true",
										"value": "clamp($(name_uv)_out,vec3(0),vec3(1))"
									}
								]
							}
						],
						"shortdesc": "TEX3D Simplex Noise Octaves"
					},
					"type": "shader"
				},
				{
					"name": "MFSDF_Object",
					"node_position": {
						"x": 288.439483642578,
						"y": 296.596618652344
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						},
						"Metallic": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "\n",
						"inputs": [
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							}
						],
						"instance": "vec4 PBRObjectMaker_simple_$name(vec4 uv){\n\tfloat sdf=$sdf3d(uv.xyz);\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4(0.0,0.0,0.0,sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.",
						"name": "MFSDF Object",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_simple_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "2:",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "3:",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "4:",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "5:",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object Simple"
					},
					"type": "shader"
				},
				{
					"name": "MFSDF_Transform",
					"node_position": {
						"x": 913.523315429688,
						"y": 161.930374145508
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.0,
						"TranslateZ": 0.0,
						"scale": 2.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "vec4 o_$name_uv=$in(vec4(V4V4_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale, $uv.w));\n\n",
						"global": "vec3 V4V4_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Translates, Rotates, Scale a V4->V4\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
						"name": "MFSDF Transform",
						"outputs": [
							{
								"shortdesc": "V4->V4 Ouput",
								"type": "v4v4",
								"v4v4": "vec4(o_$name_uv.xyz,o_$name_uv.w*$scale)"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Transform"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "MFSDF_Render",
					"node_position": {
						"x": 1273.52331542969,
						"y": 51.9303741455078
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"Gamma": 1.4,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Shadow": 1.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 2.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "vec2 Simple360HDR_equirectangularMap(vec3 dir) {\n\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "vec4(0.0,0.0,0.0,999999999.0)",
								"function": true,
								"label": "MFSDF",
								"name": "mfsdf#",
								"shortdesc": "V4->V4 Multi-Field SDF #",
								"type": "v4v4"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "vec4 mfsdf_$name(vec4 p){ \n  vec4 a=vec4(0.0,0.0,0.0,999999999.0);\n  vec4 b;\n  #for\n  b=$mfsdf#(p);\n  a=(a.w<b.w)?a:b;\n  #end\n  return a;\n}\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=mfsdf_$name(vec4(p+e.xyy,0.0)).w;\n  float v2=mfsdf_$name(vec4(p+e.yyx,0.0)).w;\n  float v3=mfsdf_$name(vec4(p+e.yxy,0.0)).w;\n  float v4=mfsdf_$name(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,float dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = mfsdf_$name(vec4(p,0.0)).w;\n        d += dS;\n        if (d > 50.0 || abs(dS) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = mfsdf_$name(vec4( pos + h*nor ,0.0)).w;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t    vec3 p=ro + rd*t;\n\t\tfloat h = mfsdf_$name(vec4(p,0.0)).w;\n\t\tfloat isLight=mfsdf_$name(vec4(p,13.0)).x;\n\t\tif (isLight>0.0) h=999999.0;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tfloat dS=0.0;\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\tvec3 objColor=mfsdf_$name(vec4(p,1.0)).xyz;   // 1 - BaseColor (r,g,b,sdf) linear (0-1)\n\tfloat objMetallic=clamp(mfsdf_$name(vec4(p,2.0)).x,0.0,1.0);  // 2 - Metallic  (v,0,0,sdf)\n\tfloat objSpecular=clamp(max(mfsdf_$name(vec4(p,4.0)).x*0.2,objMetallic),0.0,1.0);  // 4 - Specular  (v,0,0,sdf)\n\tfloat objRoughness=mfsdf_$name(vec4(p,5.0)).x; // 5 - Roughness (v,0,0,sdf)\n\tvec3 objEmission=mfsdf_$name(vec4(p,13.0)).xyz; // 13 - Emission (r,g,b,sdf)\n\tobjColor=max(objColor,objEmission);\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tif (objEmission.x>0.0){\n\t\t\tcolor=objEmission;\n\t\t} else {\n\t\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*((1.0-objMetallic)*objColor)+\n\t\t\tpow(r,pow(256.0,(1.0-objRoughness)))*objSpecular*mix(vec3(1.0),objColor,objMetallic)*(1.0-objRoughness)*16.0;\n\t\t}\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tvec3 objEmissionRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=mfsdf_$name(vec4(p,1.0)).xyz;\n\t\t\tobjEmissionRef=mfsdf_$name(vec4(p,13.0)).xyz;\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tif (objEmissionRef.x>0.0){\n\t\t\t  objColorRef=objEmissionRef;\n\t\t\t} else {\n\t\t\t  objColorRef=max(l,$AmbLight)*objColorRef;\n\t\t\t}\n\t\t} else {\n\t\t\tobjColorRef=$hdri(Simple360HDR_equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,objSpecular*mix(vec3(1.0),objColor,objMetallic));\n\t} else {\n\t\tcolor=$hdri(Simple360HDR_equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn pow(color,vec3(1.0/$Gamma));\n}",
						"longdesc": "Ray marching node for n objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\nCode - PauloFalcao, IQ\n",
						"name": "MFSDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.2,
								"label": "Gamma",
								"longdesc": "Gamma Correction",
								"max": 3.0,
								"min": 0.0,
								"name": "Gamma",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/MFSDF/Op/Paint Edges Generic Example"
		},
		{
			"display_name": "Polar Repeat",
			"icon_data": 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",
			"name": "MFSDF_Polar_Repeat",
			"parameters": {
				"Axis": 1.0,
				"Distance": 1.0,
				"Repetitions": 5.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "//Adapted from MaterialMaker\n\nvec3 circle_repeat_transform_X(vec3 p, float count, float distance) {\n\tfloat r = 6.28/count;\n\tfloat pa = atan(p.y, p.z);\n\tfloat a = mod(pa+0.5*r, r)-0.5*r;\n\tvec3 rv;\n\tfloat c = cos(a-pa);\n\tfloat s = sin(a-pa);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c-distance;\n\treturn rv;\n}\n\nvec3 circle_repeat_transform_Y(vec3 p, float count, float distance) {\n\tfloat r = 6.28/count;\n\tfloat pa = atan(p.x, p.z);\n\tfloat a = mod(pa+0.5*r, r)-0.5*r;\n\tvec3 rv;\n\tfloat c = cos(a-pa);\n\tfloat s = sin(a-pa);\n\trv.x = p.x*c+p.z*s;\n\trv.y = p.y;\n\trv.z = -p.x*s+p.z*c-distance;\n\treturn rv;\n}\n\nvec3 circle_repeat_transform_Z(vec3 p, float count, float distance) {\n\tfloat r = 6.28/count;\n\tfloat pa = atan(p.x, p.y);\n\tfloat a = mod(pa+0.5*r, r)-0.5*r;\n\tvec3 rv;\n\tfloat c = cos(a-pa);\n\tfloat s = sin(a-pa);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c-distance;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "vec2(100, 0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Repeats its input shape around a axis\n\nCode - Paulo Falcao, RodZilla",
				"name": "MFSDF Polar Repeat",
				"outputs": [
					{
						"shortdesc": "V4->V4 Output",
						"type": "v4v4",
						"v4v4": "$in(vec4(circle_repeat_transform_$Axis($uv.xyz, $Repetitions, $Distance),$uv.w))"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "X"
							},
							{
								"name": "Y",
								"value": "Y"
							},
							{
								"name": "Z",
								"value": "Z"
							}
						]
					},
					{
						"control": "None",
						"default": 4.0,
						"label": "Repetitions",
						"longdesc": "The number of repetitions of the input shape around the circle",
						"max": 32.0,
						"min": 1.0,
						"name": "Repetitions",
						"shortdesc": "Count",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Distance",
						"max": 5.0,
						"min": 0.0,
						"name": "Distance",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Polar Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Polar Repeat",
			"type": "shader"
		},
		{
			"display_name": "Selector2D XZ",
			"generic_size": 2.0,
			"icon_data": 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",
			"name": "MFSDF_Selector2D_XZ",
			"parameters": {

			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Selection Map",
						"name": "map",
						"shortdesc": "2D texture for selecting SDFs",
						"type": "f"
					},
					{
						"default": "vec4(0.0,0.0,0.0,1e10)",
						"function": true,
						"label": "MFSDF#",
						"name": "mfsdf#",
						"shortdesc": "MFSDF #",
						"type": "v4v4"
					}
				],
				"instance": "\nvec4 mfsdfselector_$name(vec4 p) {\n\tvec2 tile_xy = fract(p.xz+0.5)-0.5;\n\tvec2 tile_pos = floor(p.xz+0.5)-0.5;\n\n\tfloat sel = clamp($map(tile_pos),0.0,1.0);\n\n\tint index = int(floor(sel * float(#count)+1.0));\n\n\t#for\n\t\tif (index == #) {\n\t\t\t\treturn $mfsdf#(vec4(tile_xy.x,p.y,tile_xy.y,p.w));\n\t}\n\t#end\n\n\treturn vec4(0.0,0.0,0.0,1e10);\n}\n\n\nvec3 mfsdf2d_diff_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\t\n\t#for\n\t\tif (mfsdfselector_$name(vec4(0.5,xy.y,xy.x,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(-0.5,xy.y,xy.x,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(xy.x,xy.y,0.5,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(xy.x,xy.y,-0.5,0.0)).w<0.0) col+=vec3(1.0);\n\t\tt=t+4.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (outc.x<1.0) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n\nvec3 mfsdf2d_show_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\t\n\t#for\n\t\tif (mfsdfselector_$name(vec4(xy.x,0.0,xy.y,0.0)).w<0.0) col+=vec3(1.0);\n\t\tt=t+1.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (xy.x>0.49&&xy.x<0.51||xy.x<-0.49&&xy.x>-0.51||\n\t    xy.y>0.49&&xy.y<0.51||xy.y<-0.49&&xy.y>-0.51) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}",
				"longdesc": "Selects one of multiple MFSDF inputs based on a selection map value for each tile.\nThe map(0.0-1.0) determines which MFSDF is used per tile.\n\nCode - PauloFalcao",
				"name": "MFSDF Selector2D XZ",
				"outputs": [
					{
						"shortdesc": "MFSDF Output",
						"type": "v4v4",
						"v4v4": "mfsdfselector_$name($uv)"
					},
					{
						"longdesc": "Checks the differences between the 4 connecting faces of the SDFs.",
						"rgb": "mfsdf2d_diff_$name($uv)",
						"shortdesc": "Debug tile face",
						"type": "rgb"
					},
					{
						"longdesc": "Show a 2d slice of the SDFs.",
						"rgb": "mfsdf2d_show_$name($uv)",
						"shortdesc": "Debug tile",
						"type": "rgb"
					}
				],
				"parameters": [],
				"shortdesc": "MFSDF  Selector2D XZ"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Selector2D XZ",
			"type": "shader"
		},
		{
			"display_name": "Selector2D XY",
			"generic_size": 2.0,
			"icon_data": 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",
			"name": "MFSDF_Selector2D_XY",
			"parameters": {

			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Selection Map",
						"name": "map",
						"shortdesc": "2D texture for selecting SDFs",
						"type": "f"
					},
					{
						"default": "vec4(0.0,0.0,0.0,1e10)",
						"function": true,
						"label": "MFSDF#",
						"name": "mfsdf#",
						"shortdesc": "MFSDF #",
						"type": "v4v4"
					}
				],
				"instance": "\nvec4 mfsdfselector_$name(vec4 p) {\n\n\tvec2 tile_xy = fract(p.xy+0.5)-0.5;\n\tvec2 tile_pos = floor(p.xy+0.5)-0.5;\n\n\tfloat sel = clamp($map(tile_pos),0.0,1.0);\n\n\tint index = int(floor(sel * float(#count)+1.0));\n\n\t#for\n\t\tif (index == #) {\n\t\t\t\treturn $mfsdf#(vec4(tile_xy.x,tile_xy.y,p.z,p.w));\n\t}\n\t#end\n\n\treturn vec4(0.0,0.0,0.0,1e10);\n}\n\n\nvec3 mfsdf2d_diff_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (mfsdfselector_$name(vec4(0.5,xy.y,xy.x,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(-0.5,xy.y,xy.x,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(xy.x,0.5,xy.y,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(xy.x,-0.5,xy.y,0.0)).w<0.0) col+=vec3(1.0);\n\t\tt=t+4.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (outc.x<1.0) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n\nvec3 mfsdf2d_show_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\t\n\t#for\n\t\tif (mfsdfselector_$name(vec4(xy.x,xy.y,0.0,0.0)).w<0.0) col+=vec3(1.0);\n\t\tt=t+1.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (xy.x>0.49&&xy.x<0.51||xy.x<-0.49&&xy.x>-0.51||\n\t    xy.y>0.49&&xy.y<0.51||xy.y<-0.49&&xy.y>-0.51) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n",
				"longdesc": "Selects one of multiple MFSDF inputs based on a selection map value for each tile.\nThe map(0.0-1.0) determines which MFSDF is used per tile.\n\nCode - PauloFalcao",
				"name": "MFSDF Selector2D XY",
				"outputs": [
					{
						"shortdesc": "MFSDF Output",
						"type": "v4v4",
						"v4v4": "mfsdfselector_$name($uv)"
					},
					{
						"longdesc": "Checks the differences between the 4 connecting faces of the SDFs.",
						"rgb": "mfsdf2d_diff_$name($uv)",
						"shortdesc": "Debug tile face",
						"type": "rgb"
					},
					{
						"longdesc": "Show a 2d slice of the SDFs.",
						"rgb": "mfsdf2d_show_$name($uv)",
						"shortdesc": "Debug tile",
						"type": "rgb"
					}
				],
				"parameters": [],
				"shortdesc": "MFSDF Selector XY"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Selector2D XY",
			"type": "shader"
		},
		{
			"display_name": "Selector2D YZ",
			"generic_size": 2.0,
			"icon_data": 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",
			"name": "MFSDF_Selector2D_YZ",
			"parameters": {

			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Selection Map",
						"name": "map",
						"shortdesc": "2D texture for selecting SDFs",
						"type": "f"
					},
					{
						"default": "vec4(0.0,0.0,0.0,1e10)",
						"function": true,
						"label": "MFSDF#",
						"name": "mfsdf#",
						"shortdesc": "MFSDF #",
						"type": "v4v4"
					}
				],
				"instance": "\nvec4 mfsdfselector_$name(vec4 p) {\n\n\tvec2 tile_xy = fract(p.yz+0.5)-0.5;\n\tvec2 tile_pos = floor(p.yz+0.5)-0.5;\n\n\tfloat sel = clamp($map(tile_pos),0.0,1.0);\n\n\tint index = int(floor(sel * float(#count)+1.0));\n\n\t#for\n\t\tif (index == #) {\n\t\t\t\treturn $mfsdf#(vec4(p.x,tile_xy.x,tile_xy.y,p.w));\n\t}\n\t#end\n\n\treturn vec4(0.0,0.0,0.0,1e10);\n}\n\nvec3 mfsdf2d_diff_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (mfsdfselector_$name(vec4(xy.y,0.5,xy.x,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(xy.y,-0.5,xy.x,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(xy.x,xy.y,0.5,0.0)).w<0.0) col+=vec3(1.0);\n\t\tif (mfsdfselector_$name(vec4(xy.x,xy.y,-0.5,0.0)).w<0.0) col+=vec3(1.0);\n\t\tt=t+4.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (outc.x<1.0) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n\nvec3 mfsdf2d_show_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (mfsdfselector_$name(vec4(0.0,xy.x,xy.y,0.0)).w<0.0) col+=vec3(1.0);\n\t\tt=t+1.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (xy.x>0.49&&xy.x<0.51||xy.x<-0.49&&xy.x>-0.51||\n\t    xy.y>0.49&&xy.y<0.51||xy.y<-0.49&&xy.y>-0.51) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n",
				"longdesc": "Selects one of multiple MFSDF inputs based on a selection map value for each tile.\nThe map(0.0-1.0) determines which MFSDF is used per tile.\n\nCode - Paulo Falcao",
				"name": "MFSDF Selector2D YZ",
				"outputs": [
					{
						"shortdesc": "MFSDF Output",
						"type": "v4v4",
						"v4v4": "mfsdfselector_$name($uv)"
					},
					{
						"longdesc": "Checks the differences between the 4 connecting faces of the SDFs.",
						"rgb": "mfsdf2d_diff_$name($uv)",
						"shortdesc": "Debug tile face",
						"type": "rgb"
					},
					{
						"longdesc": "Show a 2d slice of the SDFs.",
						"rgb": "mfsdf2d_show_$name($uv)",
						"shortdesc": "Debug tile",
						"type": "rgb"
					}
				],
				"parameters": [],
				"shortdesc": "MFSDF Selector YZ"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Selector2D YZ",
			"type": "shader"
		},
		{
			"display_name": "Code",
			"generic_size": 1.0,
			"icon_data": "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",
			"name": "SDF3D_Code",
			"parameters": {
				"code": "$in1($uv)"
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "length($uv)-0.4",
						"label": "",
						"name": "in#",
						"shortdesc": "SDF3D #",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Executes the code in the parameter\nExamples:\n$in1($uv)\nlength($uv)-0.4\n\nCode - PauloFalcao",
				"name": "SDF3D Code",
				"outputs": [
					{
						"sdf3d": "$code",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.5,
						"label": "",
						"longdesc": "Examples:\n$in1($uv)\nlength($uv)-0.4",
						"max": 1.0,
						"min": 0.0,
						"name": "code",
						"step": 0.1,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Op/Code",
			"type": "shader"
		},
		{
			"display_name": "Render",
			"generic_size": 1.0,
			"icon_data": 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",
			"name": "MFSDF_Render",
			"parameters": {
				"AmbLight": 0.25,
				"AmbOcclusion": 1.0,
				"CamD": 1.5,
				"CamX": 2.5,
				"CamY": 2.0,
				"CamZ": 3.0,
				"CamZoom": 1.0,
				"Gamma": 1.4,
				"LookAtX": 0.0,
				"LookAtY": 0.0,
				"LookAtZ": 0.0,
				"Shadow": 1.0,
				"SunX": 2.5,
				"SunY": 2.5,
				"SunZ": 2.5
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "vec2 Simple360HDR_equirectangularMap(vec3 dir) {\n\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
				"inputs": [
					{
						"default": "vec4(0.0,0.0,0.0,999999999.0)",
						"function": true,
						"label": "MFSDF",
						"name": "mfsdf#",
						"shortdesc": "V4->V4 Multi-Field SDF #",
						"type": "v4v4"
					},
					{
						"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
						"function": true,
						"label": "360 HDRI Image",
						"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
						"name": "hdri",
						"shortdesc": "Image 360 HDRI",
						"type": "rgb"
					}
				],
				"instance": "vec4 mfsdf_$name(vec4 p){ \n  vec4 a=vec4(0.0,0.0,0.0,999999999.0);\n  vec4 b;\n  #for\n  b=$mfsdf#(p);\n  a=(a.w<b.w)?a:b;\n  #end\n  return a;\n}\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=mfsdf_$name(vec4(p+e.xyy,0.0)).w;\n  float v2=mfsdf_$name(vec4(p+e.yyx,0.0)).w;\n  float v3=mfsdf_$name(vec4(p+e.yxy,0.0)).w;\n  float v4=mfsdf_$name(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,float dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = mfsdf_$name(vec4(p,0.0)).w;\n        d += dS;\n        if (d > 50.0 || abs(dS) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = mfsdf_$name(vec4( pos + h*nor ,0.0)).w;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t    vec3 p=ro + rd*t;\n\t\tfloat h = mfsdf_$name(vec4(p,0.0)).w;\n\t\tfloat isLight=mfsdf_$name(vec4(p,13.0)).x;\n\t\tif (isLight>0.0) h=999999.0;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tfloat dS=0.0;\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\tvec3 objColor=mfsdf_$name(vec4(p,1.0)).xyz;   // 1 - BaseColor (r,g,b,sdf) linear (0-1)\n\tfloat objMetallic=clamp(mfsdf_$name(vec4(p,2.0)).x,0.0,1.0);  // 2 - Metallic  (v,0,0,sdf)\n\tfloat objSpecular=clamp(max(mfsdf_$name(vec4(p,4.0)).x*0.2,objMetallic),0.0,1.0);  // 4 - Specular  (v,0,0,sdf)\n\tfloat objRoughness=mfsdf_$name(vec4(p,5.0)).x; // 5 - Roughness (v,0,0,sdf)\n\tvec3 objEmission=mfsdf_$name(vec4(p,13.0)).xyz; // 13 - Emission (r,g,b,sdf)\n\tobjColor=max(objColor,objEmission);\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tif (objEmission.x>0.0){\n\t\t\tcolor=objEmission;\n\t\t} else {\n\t\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*((1.0-objMetallic)*objColor)+\n\t\t\tpow(r,pow(256.0,(1.0-objRoughness)))*objSpecular*mix(vec3(1.0),objColor,objMetallic)*(1.0-objRoughness)*16.0;\n\t\t}\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tvec3 objEmissionRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=mfsdf_$name(vec4(p,1.0)).xyz;\n\t\t\tobjEmissionRef=mfsdf_$name(vec4(p,13.0)).xyz;\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tif (objEmissionRef.x>0.0){\n\t\t\t  objColorRef=objEmissionRef;\n\t\t\t} else {\n\t\t\t  objColorRef=max(l,$AmbLight)*objColorRef;\n\t\t\t}\n\t\t} else {\n\t\t\tobjColorRef=$hdri(Simple360HDR_equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,objSpecular*mix(vec3(1.0),objColor,objMetallic));\n\t} else {\n\t\tcolor=$hdri(Simple360HDR_equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn pow(color,vec3(1.0/$Gamma));\n}",
				"longdesc": "Ray marching node for n objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\nCode - PauloFalcao, IQ\n",
				"name": "MFSDF Render",
				"outputs": [
					{
						"rgb": "raymarch_$name($uv)",
						"shortdesc": "Image output",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "CamX",
						"longdesc": "Camera position X",
						"max": 5.0,
						"min": -5.0,
						"name": "CamX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamY",
						"longdesc": "Camera position Y",
						"max": 5.0,
						"min": -5.0,
						"name": "CamY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 2.0,
						"label": "CamZ",
						"longdesc": "Camera position Z",
						"max": 5.0,
						"min": -5.0,
						"name": "CamZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtX",
						"longdesc": "Look at position with coordinate X",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtY",
						"longdesc": "Look at position with coordinate Y",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtZ",
						"longdesc": "Look at position with coordinate Z",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 5.0,
						"label": "CamDistance",
						"longdesc": "Camera distance to the view plane, used to define the Field Of View",
						"max": 5.0,
						"min": 0.0,
						"name": "CamD",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamZoom",
						"longdesc": "Camera zoom",
						"max": 5.0,
						"min": 0.0,
						"name": "CamZoom",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunX",
						"longdesc": "Sun position coordinate X",
						"max": 10.0,
						"min": -10.0,
						"name": "SunX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunY",
						"longdesc": "Sun position coordinate Y",
						"max": 10.0,
						"min": -10.0,
						"name": "SunY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunZ",
						"longdesc": "Sun position coordinate Z",
						"max": 10.0,
						"min": -10.0,
						"name": "SunZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.2,
						"label": "AmbLight",
						"longdesc": "Strength of ambient light",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbLight",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "AmbOcclusion",
						"longdesc": "Strength of ambient occlusion",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbOcclusion",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Shadow",
						"longdesc": "Shadow strength",
						"max": 1.0,
						"min": 0.0,
						"name": "Shadow",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 2.2,
						"label": "Gamma",
						"longdesc": "Gamma Correction",
						"max": 3.0,
						"min": 0.0,
						"name": "Gamma",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Render/Render",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "MFSDF_Object_And_Transform",
					"from_node": "node_MFSDF_Object_And_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render",
					"to_node": "node_MFSDF_Render",
					"to_port": 1.0
				},
				{
					"from": "graph_2",
					"from_node": "node_graph_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render",
					"to_node": "node_MFSDF_Render",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_sphere",
					"from_node": "node_sdf3d_sphere",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Object_And_Transform",
					"to_node": "node_MFSDF_Object_And_Transform",
					"to_port": 5.0
				}
			],
			"display_name": "Render Template",
			"icon_data": 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					"connections": [
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					"node_position": {
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					"nodes": [
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							"node_position": {
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							"parameters": {
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							"parameters": {
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							"node_position": {
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							"parameters": {

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							"name": "gen_outputs",
							"node_position": {
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							"parameters": {

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							"name": "gen_parameters",
							"node_position": {
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							"parameters": {
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								"param0": 6.0,
								"param1": -1.0,
								"param2": {
									"interpolation": 0.0,
									"points": [
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											"a": 1.0,
											"b": 0.84375,
											"g": 0.84375,
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										{
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									"type": "Gradient"
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							"seed_int": 0.0,
							"type": "remote",
							"widgets": [
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									"label": "Board Size",
									"linked_widgets": [
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											"node": "sdf3d_box",
											"widget": "sx"
										},
										{
											"node": "sdf3d_box",
											"widget": "sz"
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									],
									"name": "param0",
									"type": "linked_control"
								},
								{
									"default": 1.0,
									"label": "Checker Size",
									"max": 20.0,
									"min": 0.0,
									"name": "checkersize",
									"step": 0.001,
									"type": "named_parameter"
								},
								{
									"label": "Position",
									"linked_widgets": [
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											"node": "pxflib_4",
											"widget": "TranlateY"
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									],
									"name": "param1",
									"type": "linked_control"
								},
								{
									"label": "Color",
									"linked_widgets": [
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											"node": "tex3d_colorize_3",
											"widget": "g"
										}
									],
									"name": "param2",
									"type": "linked_control"
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								{
									"label": "Metallic",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Metallic"
										}
									],
									"name": "param3",
									"type": "linked_control"
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								{
									"label": "Specular",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Specular"
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									"name": "param4",
									"type": "linked_control"
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								{
									"label": "Roughness",
									"linked_widgets": [
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											"node": "pxflib_4",
											"widget": "Roughness"
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									],
									"name": "param5",
									"type": "linked_control"
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							]
						},
						{
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							"node_position": {
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							"parameters": {
								"g": {
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									"points": [
										{
											"a": 1.0,
											"b": 0.84375,
											"g": 0.84375,
											"pos": 0.0,
											"r": 0.84375
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										{
											"a": 1.0,
											"b": 0.84375,
											"g": 0.84375,
											"pos": 0.99999,
											"r": 0.84375
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										{
											"a": 1.0,
											"b": 0.125,
											"g": 0.125,
											"pos": 1.00001,
											"r": 0.125
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									],
									"type": "Gradient"
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							"seed_int": 0.0,
							"type": "tex3d_colorize"
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							"node_position": {
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							"parameters": {
								"BaseColor": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0,
									"type": "Color"
								},
								"Emission": 0.0,
								"Metallic": 0.0,
								"RotateX": 0.0,
								"RotateY": 0.0,
								"RotateZ": 0.0,
								"Roughness": 0.0,
								"Specular": 0.5,
								"TranlateX": 0.0,
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							"seed": -5947.0,
							"seed_locked": true,
							"shader_model": {
								"code": "",
								"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
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									{
										"default": "vec3(1.0)",
										"function": true,
										"label": "BaseColor",
										"name": "BaseColor_tex3d",
										"shortdesc": "TEX3D",
										"type": "tex3d"
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										"label": "Metallic",
										"name": "Metallic_tex3d",
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										"label": "Specular",
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										"label": "Roughness",
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										"default": "vec3(1.0)",
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										"label": "Emission",
										"name": "Emission_tex3d",
										"type": "tex3d"
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									{
										"default": "length($uv)-0.4 ",
										"function": true,
										"label": "Object",
										"name": "sdf3d",
										"shortdesc": "SDF3D",
										"type": "sdf3d"
									}
								],
								"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
								"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
								"name": "MFSDF Object",
								"outputs": [
									{
										"shortdesc": "V4->V4 MFSDF ",
										"type": "v4v4",
										"v4v4": "PBRObjectMaker_$name($uv)"
									}
								],
								"parameters": [
									{
										"default": {
											"a": 1.0,
											"b": 1.0,
											"g": 1.0,
											"r": 1.0
										},
										"label": "",
										"name": "BaseColor",
										"type": "color"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Metallic",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.5,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Specular",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Roughness",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"longdesc": "Emission Scale",
										"max": 500.0,
										"min": 0.0,
										"name": "Emission",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 1.0,
										"label": "S",
										"longdesc": "Object scale",
										"max": 4.0,
										"min": 0.0,
										"name": "scale",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "X",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateX",
										"shortdesc": "Translate X",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Y",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateY",
										"shortdesc": "Translate Y",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Z",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateZ",
										"shortdesc": "Translate Z",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Rx",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateX",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Ry",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateY",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Rz",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateZ",
										"step": 0.001,
										"type": "float"
									}
								],
								"shortdesc": "MFSDF Object"
							},
							"type": "shader"
						}
					],
					"parameters": {
						"checkersize": 1.0,
						"param0": 6.0,
						"param1": -1.0,
						"param2": {
							"interpolation": 0.0,
							"points": [
								{
									"a": 1.0,
									"b": 0.84375,
									"g": 0.84375,
									"pos": 0.0,
									"r": 0.84375
								},
								{
									"a": 1.0,
									"b": 0.84375,
									"g": 0.84375,
									"pos": 0.99999,
									"r": 0.84375
								},
								{
									"a": 1.0,
									"b": 0.125,
									"g": 0.125,
									"pos": 1.00001,
									"r": 0.125
								}
							],
							"type": "Gradient"
						},
						"param3": 0.0,
						"param4": 0.5,
						"param5": 0.0
					},
					"seed_int": 0.0,
					"shortdesc": "",
					"type": "graph"
				},
				{
					"name": "MFSDF_Object_And_Transform",
					"node_position": {
						"x": -210.390625,
						"y": -82.53125
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 0.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5,
						"TranlateX": 0.0,
						"TranlateY": 0.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object And Transform",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_sphere",
					"node_position": {
						"x": -390.390625,
						"y": 67.46875
					},
					"parameters": {
						"r": 0.4
					},
					"seed_int": 0.0,
					"type": "sdf3d_sphere"
				},
				{
					"generic_size": 3.0,
					"name": "MFSDF_Render",
					"node_position": {
						"x": 258.171875,
						"y": -138.40625
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"Gamma": 1.4,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Shadow": 1.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 2.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "vec2 Simple360HDR_equirectangularMap(vec3 dir) {\n\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "vec4(0.0,0.0,0.0,999999999.0)",
								"function": true,
								"label": "MFSDF",
								"name": "mfsdf#",
								"shortdesc": "V4->V4 Multi-Field SDF #",
								"type": "v4v4"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "vec4 mfsdf_$name(vec4 p){ \n  vec4 a=vec4(0.0,0.0,0.0,999999999.0);\n  vec4 b;\n  #for\n  b=$mfsdf#(p);\n  a=(a.w<b.w)?a:b;\n  #end\n  return a;\n}\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=mfsdf_$name(vec4(p+e.xyy,0.0)).w;\n  float v2=mfsdf_$name(vec4(p+e.yyx,0.0)).w;\n  float v3=mfsdf_$name(vec4(p+e.yxy,0.0)).w;\n  float v4=mfsdf_$name(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,float dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = mfsdf_$name(vec4(p,0.0)).w;\n        d += dS;\n        if (d > 50.0 || abs(dS) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = mfsdf_$name(vec4( pos + h*nor ,0.0)).w;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t    vec3 p=ro + rd*t;\n\t\tfloat h = mfsdf_$name(vec4(p,0.0)).w;\n\t\tfloat isLight=mfsdf_$name(vec4(p,13.0)).x;\n\t\tif (isLight>0.0) h=999999.0;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tfloat dS=0.0;\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\tvec3 objColor=mfsdf_$name(vec4(p,1.0)).xyz;   // 1 - BaseColor (r,g,b,sdf) linear (0-1)\n\tfloat objMetallic=clamp(mfsdf_$name(vec4(p,2.0)).x,0.0,1.0);  // 2 - Metallic  (v,0,0,sdf)\n\tfloat objSpecular=clamp(max(mfsdf_$name(vec4(p,4.0)).x*0.2,objMetallic),0.0,1.0);  // 4 - Specular  (v,0,0,sdf)\n\tfloat objRoughness=mfsdf_$name(vec4(p,5.0)).x; // 5 - Roughness (v,0,0,sdf)\n\tvec3 objEmission=mfsdf_$name(vec4(p,13.0)).xyz; // 13 - Emission (r,g,b,sdf)\n\tobjColor=max(objColor,objEmission);\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tif (objEmission.x>0.0){\n\t\t\tcolor=objEmission;\n\t\t} else {\n\t\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*((1.0-objMetallic)*objColor)+\n\t\t\tpow(r,pow(256.0,(1.0-objRoughness)))*objSpecular*mix(vec3(1.0),objColor,objMetallic)*(1.0-objRoughness)*16.0;\n\t\t}\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tvec3 objEmissionRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=mfsdf_$name(vec4(p,1.0)).xyz;\n\t\t\tobjEmissionRef=mfsdf_$name(vec4(p,13.0)).xyz;\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tif (objEmissionRef.x>0.0){\n\t\t\t  objColorRef=objEmissionRef;\n\t\t\t} else {\n\t\t\t  objColorRef=max(l,$AmbLight)*objColorRef;\n\t\t\t}\n\t\t} else {\n\t\t\tobjColorRef=$hdri(Simple360HDR_equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,objSpecular*mix(vec3(1.0),objColor,objMetallic));\n\t} else {\n\t\tcolor=$hdri(Simple360HDR_equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn pow(color,vec3(1.0/$Gamma));\n}",
						"longdesc": "Ray marching node for n objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\nCode - PauloFalcao, IQ\n",
						"name": "MFSDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.2,
								"label": "Gamma",
								"longdesc": "Gamma Correction",
								"max": 3.0,
								"min": 0.0,
								"name": "Gamma",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/MFSDF/Render/Render Template"
		},
		{
			"display_name": "Render 360",
			"icon_data": "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",
			"name": "MFSDF_Render_360",
			"parameters": {
				"AmbLight": 0.25,
				"AmbOcclusion": 1.0,
				"CamX": 2.5,
				"CamY": 2.0,
				"CamZ": 3.0,
				"CamZoom": 1.0,
				"Gamma": 1.5,
				"IPD": 0.1,
				"IS3D": 0.0,
				"Shadow": 1.0,
				"SunX": 2.5,
				"SunY": 2.5,
				"SunZ": 2.5
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "const float r360_PI=3.14159265359;\n\nvec2 r360_equirectangularMap(vec3 dir) {\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*r360_PI,r360_PI);\n}\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(r360_PI,r360_PI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
				"inputs": [
					{
						"default": "vec4((($uv.w>0.5&&$uv.w<1.5)||($uv.w>3.5&&$uv.w<4.5))?1.0:0.0,0.0,0.0,length($uv)-0.4)",
						"function": true,
						"label": "MFSDF",
						"name": "mfsdf",
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4"
					},
					{
						"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
						"function": true,
						"label": "360 HDRI Image",
						"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
						"name": "hdri",
						"shortdesc": "Image 360 HDRI",
						"type": "rgb"
					}
				],
				"instance": "\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=$mfsdf(vec4(p+e.xyy,0.0)).w;\n  float v2=$mfsdf(vec4(p+e.yyx,0.0)).w;\n  float v3=$mfsdf(vec4(p+e.yxy,0.0)).w;\n  float v4=$mfsdf(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,float dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = $mfsdf(vec4(p,0.0)).w;\n        d += dS;\n        if (d > 50.0 || abs(dS) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = $mfsdf(vec4( pos + h*nor ,0.0)).w;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = $mfsdf(vec4( ro + rd*t ,0.0)).w;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n\n\tvec3 ro=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\t\n    // VR stuff from https://developers.google.com/vr/jump/rendering-ods-content.pdf  \n\tvec2 ouv=uv;\n\tif ($IS3D) {\n    \tuv.y=1.0-uv.y;\n\t\tuv.y=mod((1.0-uv.y)*2.0,1.0);\n\t}\n    float theta=uv.x*2.0*r360_PI-r360_PI;\n    float phi=r360_PI/2.0-uv.y*r360_PI;\n    float scale=cos(phi)*(-$IPD/2.0);\n    if ($IS3D){\n\t\tif (ouv.y>0.5) {scale=-scale;}\n\t} \n    ro=vec3(cos(theta),0.0,sin(theta))*scale+ro;\n    vec3 rd=vec3(sin(theta)*cos(phi),sin(phi),-cos(theta)*cos(phi));\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tfloat dS=0.0;\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\tvec3 objColor=$mfsdf(vec4(p,1.0)).xyz;   // 1 - BaseColor (r,g,b,sdf) linear (0-1) \n\tfloat objSpecular=$mfsdf(vec4(p,4.0)).x*0.2;  // 4 - Specular  (v,0,0,sdf)\n\tfloat objRoughness=$mfsdf(vec4(p,5.0)).x; // 5 - Roughness (v,0,0,sdf)\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+4.0*pow(r,pow(256.0,(1.0-objRoughness)))*objSpecular;\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=$mfsdf(vec4(p,1.0)).xyz;\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tobjColorRef=max(l,$AmbLight)*objColorRef;\n\t\t} else {\n\t\t\tobjColorRef=$hdri(r360_equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,objSpecular);\n\t} else {\n\t\tcolor=$hdri(r360_equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn pow(color,vec3(1.0/$Gamma));\n}",
				"longdesc": "360 Camera Ray marching node for MFSDF objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\nCode - PauloFalcao, IQ\n",
				"name": "MFSDF Render 360",
				"outputs": [
					{
						"rgb": "raymarch_$name($uv)",
						"shortdesc": "Image output",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "CamX",
						"longdesc": "Camera position X",
						"max": 5.0,
						"min": -5.0,
						"name": "CamX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamY",
						"longdesc": "Camera position Y",
						"max": 5.0,
						"min": -5.0,
						"name": "CamY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 2.0,
						"label": "CamZ",
						"longdesc": "Camera position Z",
						"max": 5.0,
						"min": -5.0,
						"name": "CamZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamZoom",
						"longdesc": "Camera zoom",
						"max": 5.0,
						"min": 0.0,
						"name": "CamZoom",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunX",
						"longdesc": "Sun position coordinate X",
						"max": 10.0,
						"min": -10.0,
						"name": "SunX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunY",
						"longdesc": "Sun position coordinate Y",
						"max": 10.0,
						"min": -10.0,
						"name": "SunY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunZ",
						"longdesc": "Sun position coordinate Z",
						"max": 10.0,
						"min": -10.0,
						"name": "SunZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.2,
						"label": "AmbLight",
						"longdesc": "Strength of ambient light",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbLight",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "AmbOcclusion",
						"longdesc": "Strength of ambient occlusion",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbOcclusion",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Shadow",
						"longdesc": "Shadow strength",
						"max": 1.0,
						"min": 0.0,
						"name": "Shadow",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.2,
						"label": "Gamma",
						"longdesc": "Gamma Correction",
						"max": 3.0,
						"min": 0.0,
						"name": "Gamma",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.1,
						"label": "IPD",
						"max": 1.0,
						"min": 0.0,
						"name": "IPD",
						"shortdesc": "Interpupillary Distance",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 0.0,
						"label": "3D",
						"longdesc": "3D",
						"name": "IS3D",
						"type": "enum",
						"values": [
							{
								"name": "true",
								"value": "true"
							},
							{
								"name": "false",
								"value": "false"
							}
						]
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Render/Render 360",
			"type": "shader"
		},
		{
			"display_name": "Render Path Tracing",
			"generic_size": 1.0,
			"icon_data": 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",
			"name": "MFSDF_Render_Path_Tracing",
			"parameters": {
				"CamD": 1.5,
				"CamX": 2.5,
				"CamY": 2.0,
				"CamZ": 3.0,
				"CamZoom": 1.0,
				"DOF": 0.0,
				"DOFPlane": 0.0,
				"LookAtX": 0.0,
				"LookAtY": 0.0,
				"LookAtZ": 0.0,
				"MaxDistance": 200.0,
				"MaxRayLoop": 5.0,
				"MaxRefIte": 4.0,
				"Precision": 2.0,
				"Samples": 0.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "\n\nvoid pathtracing_Onb(in vec3 N, inout vec3 T, inout vec3 B){\n    vec3 UpVector=abs(N.z)<0.999?vec3(0,0,1):vec3(1,0,0);\n    T=normalize(cross(UpVector,N));\n    B=cross(N,T);\n}\n\n\nvec2 pathtracing_equirectangularMap(vec3 dir) {\n\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n// RANDOM START\n//from https://www.reedbeta.com/blog/hash-functions-for-gpu-rendering/\nuint pathtracing_rand_pcg(inout uint seed){\n    uint state = seed;\n    seed = seed * uint(747796405) + uint(2891336453);\n    uint word = ((state >> ((state >> uint(28)) + uint(4))) ^ state) * uint(277803737);\n    return (word >> uint(22)) ^ word;\n}\n\nfloat pathtracing_RandomFloat01(inout uint state){\n    uint r=pathtracing_rand_pcg(state);\n    r &= uint(0x007FFFFF);\n    r |= uint(0x3F800000);\n    return uintBitsToFloat(r) - 1.0f;\n}\n\n// RANDOM END\n\n// SAMPLING START\n\nvec2 pathtracing_randomPointInDisc(inout uint state, float radius){\n\n    float u1=pathtracing_RandomFloat01(state);\n    float u2=pathtracing_RandomFloat01(state);\n    u2=u2*2.0*3.14159265359;\n    float r = radius*sqrt(u1);\n    return r*vec2(sin(u2),cos(u2));\n}\n\nvec3 pathtracing_uniformSampleSphere(float r1,float r2){\n    const float TAU=6.28318530718;\n    float z=1.0-2.0*r1;\n    float r=sqrt(max(0.0,1.0-z*z));\n    float phi=TAU*r2;\n    return vec3(r*cos(phi),r*sin(phi),z);\n}\n\nvec3 pathtracing_cosineSampleHemissphere(inout uint state,vec3 n){\n    float u1=pathtracing_RandomFloat01(state);\n    float u2=pathtracing_RandomFloat01(state);\n    return normalize(n+pathtracing_uniformSampleSphere(u1,u2)); \n}\n\n// Adapted from \"Sampling the GGX Distribution of Visible Normals\",\n// http://jcgt.org/published/0007/04/01/\nvec3 pathtracing_SampleGGXVNDF(inout uint state,vec3 Ve,float alpha_x,float alpha_y){\n\n\n\n    float U1=pathtracing_RandomFloat01(state);\n    float U2=pathtracing_RandomFloat01(state);\n    \n    //transforming the view direction to the hemisphere configuration\n    vec3 Vh = normalize(vec3(alpha_x * Ve.x, alpha_y * Ve.y, Ve.z));\n\n    //orthonormal basis\n    vec3 T1;vec3 T2;\n    pathtracing_Onb(Vh,T1,T2);\n\n    //parameterization of the projected area\n    float r = sqrt(U1); \n    float phi = 2.0 * 3.14159265359 * U2;    \n    float t1 = r * cos(phi);\n    float t2 = r * sin(phi);\n    float s = 0.5 * (1.0 + Vh.z);\n    t2 = (1.0 - s)*sqrt(1.0 - t1*t1) + s*t2;\n\n    //reprojection onto hemisphere\n    vec3 Nh = t1*T1 + t2*T2 + sqrt(max(0.0f, 1.0f - t1*t1 - t2*t2))*Vh;\n\n    //transforming the normal back to the ellipsoid configuration\n    vec3 Ne = normalize(vec3(alpha_x * Nh.x, alpha_y * Nh.y, max(0.0f, Nh.z))); \n\n    return Ne;\n}\n\nfloat pathtracing_schlickWeight(float cosTheta) {\n    float m=clamp(1.-cosTheta,0.,1.);\n    float m2=m*m;\n    return m2*m2*m;\n}\n\n// SAMPLING END\n\n",
				"inputs": [
					{
						"default": "vec4(0.0,0.0,0.0,999999999.0)",
						"function": true,
						"label": "MFSDF",
						"name": "mfsdf#",
						"shortdesc": "V4->V4 Multi-Field SDF",
						"type": "v4v4"
					},
					{
						"default": "vec3(0.0)",
						"function": true,
						"label": "360 HDRI Image",
						"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
						"name": "hdri",
						"shortdesc": "Image 360 HDRI",
						"type": "rgb"
					}
				],
				"instance": "vec4 mfsdf_$name(vec4 p){ \n  vec4 a=vec4(0.0,0.0,0.0,999999999.0);\n  vec4 b;\n  #for\n  b=$mfsdf#(p);\n  a=(a.w<b.w)?a:b;\n  #end\n  return a;\n}\n\n//tetrahedron normal by PauloFalcao\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.$Precision,-0.$Precision,0.0);\n  float v1=mfsdf_$name(vec4(p+e.xyy,0.0)).w;\n  float v2=mfsdf_$name(vec4(p+e.yyx,0.0)).w;\n  float v3=mfsdf_$name(vec4(p+e.yxy,0.0)).w;\n  float v4=mfsdf_$name(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid raymarch_$name(in vec3 o,in vec3 v,out vec3 p,inout float d){\n  float s;\n  for(int i=0;i<$MaxRayLoop;i++){\n    p=o+v*d;\n    s=mfsdf_$name(vec4(p,0.0)).w;\n    if (abs(s)<0.0$Precision) break;\n    d+=s;\n    if (d>$MaxDistance) break;\n  } \n}\n\nvec3 pathtracing_$name(vec2 uv) {\n\n    // Init random\n    vec2 rndgen=(uv+100.0)*10000.0;\n    uint rngState=uint(uint(rndgen.x)*uint(1973)+uint(rndgen.y)*uint(9277) + uint($time*100000.0)*uint(26699));\n\n    vec3 o=vec3($CamX,$CamY,$CamZ); \n    vec3 t=vec3($LookAtX,$LookAtY,$LookAtZ);\n    vec3 u=vec3(0.0,1.0,0.0);\n    vec3 c=normalize(t-o);\n\t\t o=o+c*$CamZoom;\n\tfloat planeDistance=length(t-o);\n    vec3 cx=normalize(cross(u,c));\n    vec3 cy=normalize(cross(cx,c));\n\n    vec3 AAColor=vec3(0.0);\n\n    for(int AALoop=0;AALoop<$Samples;AALoop++){\n\t\t\n\t    vec2 xy=uv.xy-0.5;\n\t\n\t    vec3 v=normalize(c*$CamD+cx*xy.x+cy*xy.y);\n\t\t\n\t\t//DOF focal plane\n\t\tfloat fcs=dot(v,c);\n\t\tvec3 focalPoint=o+v*(planeDistance+$DOFPlane)*1.0/fcs;\n\t\tvec2 rdisc=pathtracing_randomPointInDisc(rngState,$DOF);\n\t\to=o+rdisc.x*cx+rdisc.y*cy;\n\t\tv=normalize(focalPoint-o);\n\t\t\n\t    vec3 p;\n\t    float d=0.01;\n\t    vec3 rgb=vec3(1.0);\n\t    vec3 io=o;\n\n\t    int ii=0;\n\t    for(int i=0;i<$MaxRefIte;i++){\n\t    \tii=ii+1;\n\t        raymarch_$name(io,v,p,d);\n\t        \n\t        vec3 n=normal_$name(p);\n\t        \n\t        //View direction to tangent space\n\t        vec3 ot;vec3 ob;pathtracing_Onb(n,ot,ob);\n\t        vec3 vt=vec3(dot(-v,ot),dot(-v,ob),dot(-v,n));\n\t\t\n\t        if (d<$MaxDistance){\t\n\t        //if (length(p-o)<$MaxDistance){\n\t        vec3 obj_Emission=mfsdf_$name(vec4(p,13.0)).rgb;\n\t        \n\t        if ((obj_Emission.x+obj_Emission.y+obj_Emission.z)>0.001){\n\t            rgb=obj_Emission*rgb;\n\t            break;\n\t        } else {\n\t            float s=pathtracing_RandomFloat01(rngState);\n\t\t\t\t\n\t            vec3 obj_BaseColor=mfsdf_$name(vec4(p,1.0)).rgb; // 1 - BaseColor  (r,g,b,sdf)\n\t            float obj_Metallic=clamp(mfsdf_$name(vec4(p,2.0)).x,0.0,1.0);   // 2 - Metallic   (v,0,0,sdf)\n\t            float obj_Specular=clamp(max(mfsdf_$name(vec4(p,4.0)).x,obj_Metallic),0.0,1.0);   // 4 - Specular   (v,0,0,sdf)\n\t            float obj_Roughness=mfsdf_$name(vec4(p,5.0)).x;  // 5 - Roughness  (v,0,0,sdf)\n\n\t            if (s>obj_Specular*obj_Specular*0.5){\n\t                rgb=(obj_BaseColor-obj_BaseColor*obj_Metallic)*rgb;\n\t                v=pathtracing_cosineSampleHemissphere(rngState,n);\n\t            } else {\n\n\t                float r2=obj_Roughness*obj_Roughness*0.5;\n\t                vec3 vndf=pathtracing_SampleGGXVNDF(rngState,vt,r2,r2);\n\t                vec3 nv=reflect(-vt,vndf);\n\t\n\t                //Sample direction back to camera space\n\t                nv=nv.x*ot+nv.y*ob+nv.z*n;\n\n\t                float FH=pathtracing_schlickWeight(dot(n,nv));\n\t                vec3 Cspec0=mix(vec3(obj_Specular*0.25),obj_BaseColor,obj_Metallic);\n\t                vec3 Fs=mix(Cspec0,vec3(1.0),FH);\n\t                rgb=Fs*rgb;\n\t                v=nv;\n\t            }\n\t            io=p;\n\t            d=0.01;\n\t        }\n\t        } else {\n\t        rgb*=$hdri(pathtracing_equirectangularMap(v.xzy)).xyz;\n\t\n\t        break;\n\t        }\n\t    }//for(int i\n\t    if (ii==$MaxRefIte) rgb=vec3(0.0);//did not hit any light source\n\n\t    AAColor+=max(rgb,vec3(0));\n\t\n\t}\n\n\treturn AAColor/floor($Samples);\n\t\n}\n\n",
				"longdesc": "Path tracing ray marching node for MFSDF objects using a environment 360 HDRI image\n\nCode - PauloFalcao\n\n",
				"name": "MFSDF Render Path Tracing",
				"outputs": [
					{
						"rgba": "vec4(pathtracing_$name($uv).xyz,1.0)",
						"shortdesc": "Image output",
						"type": "rgba"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "CamX",
						"longdesc": "Camera position X",
						"max": 5.0,
						"min": -5.0,
						"name": "CamX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamY",
						"longdesc": "Camera position Y",
						"max": 5.0,
						"min": -5.0,
						"name": "CamY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 2.0,
						"label": "CamZ",
						"longdesc": "Camera position Z",
						"max": 5.0,
						"min": -5.0,
						"name": "CamZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtX",
						"longdesc": "Look at position with coordinate X",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtY",
						"longdesc": "Look at position with coordinate Y",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtZ",
						"longdesc": "Look at position with coordinate Z",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 5.0,
						"label": "CamDistance",
						"longdesc": "Camera distance to the view plane, used to define the Field Of View",
						"max": 5.0,
						"min": 0.0,
						"name": "CamD",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamZoom",
						"longdesc": "Camera zoom",
						"max": 5.0,
						"min": 0.0,
						"name": "CamZoom",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 50.0,
						"label": "MaxDistance",
						"longdesc": "Maximum render distance",
						"max": 500.0,
						"min": 1.0,
						"name": "MaxDistance",
						"step": 0.01,
						"type": "float"
					},
					{
						"default": 2.0,
						"label": "MaxRefIte",
						"longdesc": "Maximum reflection iterations",
						"name": "MaxRefIte",
						"type": "enum",
						"values": [
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "6",
								"value": "6"
							},
							{
								"name": "7",
								"value": "7"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "9",
								"value": "9"
							},
							{
								"name": "10",
								"value": "10"
							},
							{
								"name": "12",
								"value": "12"
							},
							{
								"name": "14",
								"value": "14"
							},
							{
								"name": "16",
								"value": "16"
							},
							{
								"name": "18",
								"value": "18"
							},
							{
								"name": "20",
								"value": "20"
							},
							{
								"name": "25",
								"value": "25"
							},
							{
								"name": "30",
								"value": "30"
							},
							{
								"name": "40",
								"value": "40"
							},
							{
								"name": "50",
								"value": "50"
							}
						]
					},
					{
						"default": 2.0,
						"label": "MaxRayLoop",
						"name": "MaxRayLoop",
						"type": "enum",
						"values": [
							{
								"name": "16",
								"value": "16"
							},
							{
								"name": "32",
								"value": "32"
							},
							{
								"name": "64",
								"value": "64"
							},
							{
								"name": "128",
								"value": "128"
							},
							{
								"name": "256",
								"value": "256"
							},
							{
								"name": "512",
								"value": "512"
							},
							{
								"name": "1024",
								"value": "1024"
							},
							{
								"name": "2048",
								"value": "2048"
							},
							{
								"name": "4096",
								"value": "4096"
							}
						]
					},
					{
						"default": 6.0,
						"label": "Precision",
						"name": "Precision",
						"type": "enum",
						"values": [
							{
								"name": "1",
								"value": "01"
							},
							{
								"name": "2",
								"value": "005"
							},
							{
								"name": "3",
								"value": "001"
							},
							{
								"name": "4",
								"value": "0005"
							},
							{
								"name": "5",
								"value": "0001"
							},
							{
								"name": "6",
								"value": "00005"
							},
							{
								"name": "7",
								"value": "00001"
							}
						]
					},
					{
						"default": 0.0,
						"label": "Samples",
						"name": "Samples",
						"type": "enum",
						"values": [
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "12",
								"value": "12"
							},
							{
								"name": "16",
								"value": "16"
							},
							{
								"name": "24",
								"value": "24"
							},
							{
								"name": "32",
								"value": "32"
							},
							{
								"name": "48",
								"value": "48"
							},
							{
								"name": "64",
								"value": "64"
							},
							{
								"name": "96",
								"value": "96"
							},
							{
								"name": "128",
								"value": "128"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "DOF",
						"max": 1.0,
						"min": 0.0,
						"name": "DOF",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "DOFPlane",
						"max": 5.0,
						"min": -5.0,
						"name": "DOFPlane",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "MFSDF Render Path Tracing"
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Render/Render Path Tracing",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdf3d_sphere",
					"from_node": "node_sdf3d_sphere",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Object_And_Transform",
					"to_node": "node_MFSDF_Object_And_Transform",
					"to_port": 5.0
				},
				{
					"from": "graph_2",
					"from_node": "node_graph_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render_Path_Tracing",
					"to_node": "node_MFSDF_Render_Path_Tracing",
					"to_port": 0.0
				},
				{
					"from": "uniform",
					"from_node": "node_uniform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render_Path_Tracing",
					"to_node": "node_MFSDF_Render_Path_Tracing",
					"to_port": 3.0
				},
				{
					"from": "MFSDF_Object_And_Transform",
					"from_node": "node_MFSDF_Object_And_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render_Path_Tracing",
					"to_node": "node_MFSDF_Render_Path_Tracing",
					"to_port": 2.0
				},
				{
					"from": "MFSDF_Object_And_Transform_2",
					"from_node": "node_MFSDF_Object_And_Transform_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render_Path_Tracing",
					"to_node": "node_MFSDF_Render_Path_Tracing",
					"to_port": 1.0
				}
			],
			"display_name": "Render Path Tracing Template",
			"icon_data": 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",
			"name": "",
			"nodes": [
				{
					"name": "MFSDF_Object_And_Transform_2",
					"node_position": {
						"x": -223.08332824707,
						"y": -330.833312988281
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 16.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5,
						"TranlateX": 0.0,
						"TranlateY": 1.84874,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object And Transform",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object"
					},
					"type": "shader"
				},
				{
					"connections": [
						{
							"from": "tex3d_pattern_2",
							"from_port": 0.0,
							"to": "tex3d_colorize_3",
							"to_port": 0.0
						},
						{
							"from": "tex3d_colorize_3",
							"from_port": 0.0,
							"to": "pxflib_4",
							"to_port": 0.0
						},
						{
							"from": "pxflib_4",
							"from_port": 0.0,
							"to": "gen_outputs",
							"to_port": 0.0
						},
						{
							"from": "sdf3d_box",
							"from_port": 0.0,
							"to": "pxflib_4",
							"to_port": 5.0
						}
					],
					"label": "Checkerboard",
					"longdesc": "",
					"name": "graph_2",
					"node_position": {
						"x": 96.9166717529297,
						"y": -330.833312988281
					},
					"nodes": [
						{
							"name": "sdf3d_box",
							"node_position": {
								"x": -1041.34008789062,
								"y": -203.449951171875
							},
							"parameters": {
								"r": 0.0,
								"sx": 4.0,
								"sy": 0.5,
								"sz": 4.0
							},
							"seed_int": 0.0,
							"type": "sdf3d_box"
						},
						{
							"name": "tex3d_pattern_2",
							"node_position": {
								"x": -1106.34008789062,
								"y": -381.449951171875
							},
							"parameters": {
								"mix": 4.0,
								"x_scale": "$checkersize",
								"x_wave": 2.0,
								"y_scale": 0.0,
								"y_wave": 2.0,
								"z_scale": "$checkersize",
								"z_wave": 2.0
							},
							"seed_int": 0.0,
							"type": "tex3d_pattern"
						},
						{
							"name": "gen_inputs",
							"node_position": {
								"x": -1341.34008789062,
								"y": -277.949951171875
							},
							"parameters": {

							},
							"ports": [],
							"seed_int": 0.0,
							"type": "ios"
						},
						{
							"name": "gen_outputs",
							"node_position": {
								"x": -171.340026855469,
								"y": -302.949951171875
							},
							"parameters": {

							},
							"ports": [
								{
									"group_size": 0.0,
									"name": "port0",
									"type": "v4v4"
								}
							],
							"seed_int": 0.0,
							"type": "ios"
						},
						{
							"name": "gen_parameters",
							"node_position": {
								"x": -1055.59008789062,
								"y": -653.449951171875
							},
							"parameters": {
								"checkersize": 2.0,
								"param0": 4.0,
								"param1": -1.0,
								"param2": {
									"interpolation": 0.0,
									"points": [
										{
											"a": 1.0,
											"b": 0.84375,
											"g": 0.84375,
											"pos": 0.0,
											"r": 0.84375
										},
										{
											"a": 1.0,
											"b": 0.84375,
											"g": 0.84375,
											"pos": 0.99999,
											"r": 0.84375
										},
										{
											"a": 1.0,
											"b": 0.125,
											"g": 0.125,
											"pos": 1.00001,
											"r": 0.125
										}
									],
									"type": "Gradient"
								},
								"param3": 0.0,
								"param4": 0.5,
								"param5": 0.0
							},
							"seed_int": 0.0,
							"type": "remote",
							"widgets": [
								{
									"label": "Board Size",
									"linked_widgets": [
										{
											"node": "sdf3d_box",
											"widget": "sx"
										},
										{
											"node": "sdf3d_box",
											"widget": "sz"
										}
									],
									"name": "param0",
									"type": "linked_control"
								},
								{
									"default": 1.0,
									"label": "Checker Size",
									"max": 20.0,
									"min": 0.0,
									"name": "checkersize",
									"step": 0.001,
									"type": "named_parameter"
								},
								{
									"label": "Position",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "TranlateY"
										}
									],
									"name": "param1",
									"type": "linked_control"
								},
								{
									"label": "Color",
									"linked_widgets": [
										{
											"node": "tex3d_colorize_3",
											"widget": "g"
										}
									],
									"name": "param2",
									"type": "linked_control"
								},
								{
									"label": "Metallic",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Metallic"
										}
									],
									"name": "param3",
									"type": "linked_control"
								},
								{
									"label": "Specular",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Specular"
										}
									],
									"name": "param4",
									"type": "linked_control"
								},
								{
									"label": "Roughness",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Roughness"
										}
									],
									"name": "param5",
									"type": "linked_control"
								}
							]
						},
						{
							"name": "tex3d_colorize_3",
							"node_position": {
								"x": -850.0,
								"y": -377.021362304688
							},
							"parameters": {
								"g": {
									"interpolation": 0.0,
									"points": [
										{
											"a": 1.0,
											"b": 0.84375,
											"g": 0.84375,
											"pos": 0.0,
											"r": 0.84375
										},
										{
											"a": 1.0,
											"b": 0.84375,
											"g": 0.84375,
											"pos": 0.99999,
											"r": 0.84375
										},
										{
											"a": 1.0,
											"b": 0.125,
											"g": 0.125,
											"pos": 1.00001,
											"r": 0.125
										}
									],
									"type": "Gradient"
								}
							},
							"seed_int": 0.0,
							"type": "tex3d_colorize"
						},
						{
							"name": "pxflib_4",
							"node_position": {
								"x": -591.953735351562,
								"y": -359.458862304688
							},
							"parameters": {
								"BaseColor": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0,
									"type": "Color"
								},
								"Emission": 0.0,
								"Metallic": 0.0,
								"RotateX": 0.0,
								"RotateY": 0.0,
								"RotateZ": 0.0,
								"Roughness": 0.0,
								"Specular": 0.5,
								"TranlateX": 0.0,
								"TranlateY": -1.0,
								"TranlateZ": 0.0,
								"scale": 1.0
							},
							"seed": -5947.0,
							"seed_locked": true,
							"shader_model": {
								"code": "",
								"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
								"inputs": [
									{
										"default": "vec3(1.0)",
										"function": true,
										"label": "BaseColor",
										"name": "BaseColor_tex3d",
										"shortdesc": "TEX3D",
										"type": "tex3d"
									},
									{
										"default": "1.0",
										"function": true,
										"label": "Metallic",
										"name": "Metallic_tex3d",
										"shortdesc": "Grayscale TEX3D",
										"type": "tex3d_gs"
									},
									{
										"default": "1.0",
										"function": true,
										"label": "Specular",
										"name": "Specular_tex3d",
										"shortdesc": "Greyscale TEX3D",
										"type": "tex3d_gs"
									},
									{
										"default": "1.0",
										"function": true,
										"label": "Roughness",
										"name": "Roughness_tex3d",
										"shortdesc": "Greyscale TEX3D",
										"type": "tex3d_gs"
									},
									{
										"default": "vec3(1.0)",
										"function": true,
										"label": "Emission",
										"name": "Emission_tex3d",
										"type": "tex3d"
									},
									{
										"default": "length($uv)-0.4 ",
										"function": true,
										"label": "Object",
										"name": "sdf3d",
										"shortdesc": "SDF3D",
										"type": "sdf3d"
									}
								],
								"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
								"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
								"name": "MFSDF Object",
								"outputs": [
									{
										"shortdesc": "V4->V4 MFSDF ",
										"type": "v4v4",
										"v4v4": "PBRObjectMaker_$name($uv)"
									}
								],
								"parameters": [
									{
										"default": {
											"a": 1.0,
											"b": 1.0,
											"g": 1.0,
											"r": 1.0
										},
										"label": "",
										"name": "BaseColor",
										"type": "color"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Metallic",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.5,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Specular",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Roughness",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"longdesc": "Emission Scale",
										"max": 500.0,
										"min": 0.0,
										"name": "Emission",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 1.0,
										"label": "S",
										"longdesc": "Object scale",
										"max": 4.0,
										"min": 0.0,
										"name": "scale",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "X",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateX",
										"shortdesc": "Translate X",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Y",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateY",
										"shortdesc": "Translate Y",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Z",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateZ",
										"shortdesc": "Translate Z",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Rx",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateX",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Ry",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateY",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Rz",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateZ",
										"step": 0.001,
										"type": "float"
									}
								],
								"shortdesc": "MFSDF Object"
							},
							"type": "shader"
						}
					],
					"parameters": {
						"checkersize": 2.0,
						"param0": 4.0,
						"param1": -1.0,
						"param2": {
							"interpolation": 0.0,
							"points": [
								{
									"a": 1.0,
									"b": 0.84375,
									"g": 0.84375,
									"pos": 0.0,
									"r": 0.84375
								},
								{
									"a": 1.0,
									"b": 0.84375,
									"g": 0.84375,
									"pos": 0.99999,
									"r": 0.84375
								},
								{
									"a": 1.0,
									"b": 0.125,
									"g": 0.125,
									"pos": 1.00001,
									"r": 0.125
								}
							],
							"type": "Gradient"
						},
						"param3": 0.0,
						"param4": 0.5,
						"param5": 0.0
					},
					"seed_int": 0.0,
					"shortdesc": "",
					"type": "graph"
				},
				{
					"name": "uniform",
					"node_position": {
						"x": 96.9166717529297,
						"y": -110.83332824707
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"type": "uniform"
				},
				{
					"name": "MFSDF_Object_And_Transform",
					"node_position": {
						"x": -293.083312988281,
						"y": 19.1666717529297
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 0.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 1.0,
						"TranlateX": 0.0,
						"TranlateY": 0.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object And Transform",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_sphere",
					"node_position": {
						"x": -483.083312988281,
						"y": 139.16667175293
					},
					"parameters": {
						"r": 0.4
					},
					"seed_int": 0.0,
					"type": "sdf3d_sphere"
				},
				{
					"generic_size": 3.0,
					"name": "MFSDF_Render_Path_Tracing",
					"node_position": {
						"x": 96.9166717529297,
						"y": -10.8333282470703
					},
					"parameters": {
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"DOF": 0.0,
						"DOFPlane": 0.0,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"MaxDistance": 200.0,
						"MaxRayLoop": 5.0,
						"MaxRefIte": 4.0,
						"Precision": 2.0,
						"Samples": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "\n\nvoid pathtracing_Onb(in vec3 N, inout vec3 T, inout vec3 B){\n    vec3 UpVector=abs(N.z)<0.999?vec3(0,0,1):vec3(1,0,0);\n    T=normalize(cross(UpVector,N));\n    B=cross(N,T);\n}\n\n\nvec2 pathtracing_equirectangularMap(vec3 dir) {\n\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n// RANDOM START\n//from https://www.reedbeta.com/blog/hash-functions-for-gpu-rendering/\nuint pathtracing_rand_pcg(inout uint seed){\n    uint state = seed;\n    seed = seed * uint(747796405) + uint(2891336453);\n    uint word = ((state >> ((state >> uint(28)) + uint(4))) ^ state) * uint(277803737);\n    return (word >> uint(22)) ^ word;\n}\n\nfloat pathtracing_RandomFloat01(inout uint state){\n    uint r=pathtracing_rand_pcg(state);\n    r &= uint(0x007FFFFF);\n    r |= uint(0x3F800000);\n    return uintBitsToFloat(r) - 1.0f;\n}\n\n// RANDOM END\n\n// SAMPLING START\n\nvec2 pathtracing_randomPointInDisc(inout uint state, float radius){\n\n    float u1=pathtracing_RandomFloat01(state);\n    float u2=pathtracing_RandomFloat01(state);\n    u2=u2*2.0*3.14159265359;\n    float r = radius*sqrt(u1);\n    return r*vec2(sin(u2),cos(u2));\n}\n\nvec3 pathtracing_uniformSampleSphere(float r1,float r2){\n    const float TAU=6.28318530718;\n    float z=1.0-2.0*r1;\n    float r=sqrt(max(0.0,1.0-z*z));\n    float phi=TAU*r2;\n    return vec3(r*cos(phi),r*sin(phi),z);\n}\n\nvec3 pathtracing_cosineSampleHemissphere(inout uint state,vec3 n){\n    float u1=pathtracing_RandomFloat01(state);\n    float u2=pathtracing_RandomFloat01(state);\n    return normalize(n+pathtracing_uniformSampleSphere(u1,u2)); \n}\n\n// Adapted from \"Sampling the GGX Distribution of Visible Normals\",\n// http://jcgt.org/published/0007/04/01/\nvec3 pathtracing_SampleGGXVNDF(inout uint state,vec3 Ve,float alpha_x,float alpha_y){\n\n\n\n    float U1=pathtracing_RandomFloat01(state);\n    float U2=pathtracing_RandomFloat01(state);\n    \n    //transforming the view direction to the hemisphere configuration\n    vec3 Vh = normalize(vec3(alpha_x * Ve.x, alpha_y * Ve.y, Ve.z));\n\n    //orthonormal basis\n    vec3 T1;vec3 T2;\n    pathtracing_Onb(Vh,T1,T2);\n\n    //parameterization of the projected area\n    float r = sqrt(U1); \n    float phi = 2.0 * 3.14159265359 * U2;    \n    float t1 = r * cos(phi);\n    float t2 = r * sin(phi);\n    float s = 0.5 * (1.0 + Vh.z);\n    t2 = (1.0 - s)*sqrt(1.0 - t1*t1) + s*t2;\n\n    //reprojection onto hemisphere\n    vec3 Nh = t1*T1 + t2*T2 + sqrt(max(0.0f, 1.0f - t1*t1 - t2*t2))*Vh;\n\n    //transforming the normal back to the ellipsoid configuration\n    vec3 Ne = normalize(vec3(alpha_x * Nh.x, alpha_y * Nh.y, max(0.0f, Nh.z))); \n\n    return Ne;\n}\n\nfloat pathtracing_schlickWeight(float cosTheta) {\n    float m=clamp(1.-cosTheta,0.,1.);\n    float m2=m*m;\n    return m2*m2*m;\n}\n\n// SAMPLING END\n\n",
						"inputs": [
							{
								"default": "vec4(0.0,0.0,0.0,999999999.0)",
								"function": true,
								"label": "MFSDF",
								"name": "mfsdf#",
								"shortdesc": "V4->V4 Multi-Field SDF",
								"type": "v4v4"
							},
							{
								"default": "vec3(0.0)",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "vec4 mfsdf_$name(vec4 p){ \n  vec4 a=vec4(0.0,0.0,0.0,999999999.0);\n  vec4 b;\n  #for\n  b=$mfsdf#(p);\n  a=(a.w<b.w)?a:b;\n  #end\n  return a;\n}\n\n//tetrahedron normal by PauloFalcao\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.$Precision,-0.$Precision,0.0);\n  float v1=mfsdf_$name(vec4(p+e.xyy,0.0)).w;\n  float v2=mfsdf_$name(vec4(p+e.yyx,0.0)).w;\n  float v3=mfsdf_$name(vec4(p+e.yxy,0.0)).w;\n  float v4=mfsdf_$name(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid raymarch_$name(in vec3 o,in vec3 v,out vec3 p,inout float d){\n  float s;\n  for(int i=0;i<$MaxRayLoop;i++){\n    p=o+v*d;\n    s=mfsdf_$name(vec4(p,0.0)).w;\n    if (abs(s)<0.0$Precision) break;\n    d+=s;\n    if (d>$MaxDistance) break;\n  } \n}\n\nvec3 pathtracing_$name(vec2 uv) {\n\n    // Init random\n    vec2 rndgen=(uv+100.0)*10000.0;\n    uint rngState=uint(uint(rndgen.x)*uint(1973)+uint(rndgen.y)*uint(9277) + uint($time*100000.0)*uint(26699));\n\n    vec3 o=vec3($CamX,$CamY,$CamZ); \n    vec3 t=vec3($LookAtX,$LookAtY,$LookAtZ);\n    vec3 u=vec3(0.0,1.0,0.0);\n    vec3 c=normalize(t-o);\n\t\t o=o+c*$CamZoom;\n\tfloat planeDistance=length(t-o);\n    vec3 cx=normalize(cross(u,c));\n    vec3 cy=normalize(cross(cx,c));\n\n    vec3 AAColor=vec3(0.0);\n\n    for(int AALoop=0;AALoop<$Samples;AALoop++){\n\t\t\n\t    vec2 xy=uv.xy-0.5;\n\t\n\t    vec3 v=normalize(c*$CamD+cx*xy.x+cy*xy.y);\n\t\t\n\t\t//DOF focal plane\n\t\tfloat fcs=dot(v,c);\n\t\tvec3 focalPoint=o+v*(planeDistance+$DOFPlane)*1.0/fcs;\n\t\tvec2 rdisc=pathtracing_randomPointInDisc(rngState,$DOF);\n\t\to=o+rdisc.x*cx+rdisc.y*cy;\n\t\tv=normalize(focalPoint-o);\n\t\t\n\t    vec3 p;\n\t    float d=0.01;\n\t    vec3 rgb=vec3(1.0);\n\t    vec3 io=o;\n\n\t    int ii=0;\n\t    for(int i=0;i<$MaxRefIte;i++){\n\t    \tii=ii+1;\n\t        raymarch_$name(io,v,p,d);\n\t        \n\t        vec3 n=normal_$name(p);\n\t        \n\t        //View direction to tangent space\n\t        vec3 ot;vec3 ob;pathtracing_Onb(n,ot,ob);\n\t        vec3 vt=vec3(dot(-v,ot),dot(-v,ob),dot(-v,n));\n\t\t\n\t        if (d<$MaxDistance){\t\n\t        //if (length(p-o)<$MaxDistance){\n\t        vec3 obj_Emission=mfsdf_$name(vec4(p,13.0)).rgb;\n\t        \n\t        if ((obj_Emission.x+obj_Emission.y+obj_Emission.z)>0.001){\n\t            rgb=obj_Emission*rgb;\n\t            break;\n\t        } else {\n\t            float s=pathtracing_RandomFloat01(rngState);\n\t\t\t\t\n\t            vec3 obj_BaseColor=mfsdf_$name(vec4(p,1.0)).rgb; // 1 - BaseColor  (r,g,b,sdf)\n\t            float obj_Metallic=clamp(mfsdf_$name(vec4(p,2.0)).x,0.0,1.0);   // 2 - Metallic   (v,0,0,sdf)\n\t            float obj_Specular=clamp(max(mfsdf_$name(vec4(p,4.0)).x,obj_Metallic),0.0,1.0);   // 4 - Specular   (v,0,0,sdf)\n\t            float obj_Roughness=mfsdf_$name(vec4(p,5.0)).x;  // 5 - Roughness  (v,0,0,sdf)\n\n\t            if (s>obj_Specular*obj_Specular*0.5){\n\t                rgb=(obj_BaseColor-obj_BaseColor*obj_Metallic)*rgb;\n\t                v=pathtracing_cosineSampleHemissphere(rngState,n);\n\t            } else {\n\n\t                float r2=obj_Roughness*obj_Roughness*0.5;\n\t                vec3 vndf=pathtracing_SampleGGXVNDF(rngState,vt,r2,r2);\n\t                vec3 nv=reflect(-vt,vndf);\n\t\n\t                //Sample direction back to camera space\n\t                nv=nv.x*ot+nv.y*ob+nv.z*n;\n\n\t                float FH=pathtracing_schlickWeight(dot(n,nv));\n\t                vec3 Cspec0=mix(vec3(obj_Specular*0.25),obj_BaseColor,obj_Metallic);\n\t                vec3 Fs=mix(Cspec0,vec3(1.0),FH);\n\t                rgb=Fs*rgb;\n\t                v=nv;\n\t            }\n\t            io=p;\n\t            d=0.01;\n\t        }\n\t        } else {\n\t        rgb*=$hdri(pathtracing_equirectangularMap(v.xzy)).xyz;\n\t\n\t        break;\n\t        }\n\t    }//for(int i\n\t    if (ii==$MaxRefIte) rgb=vec3(0.0);//did not hit any light source\n\n\t    AAColor+=max(rgb,vec3(0));\n\t\n\t}\n\n\treturn AAColor/floor($Samples);\n\t\n}\n\n",
						"longdesc": "Path tracing ray marching node for MFSDF objects using a environment 360 HDRI image\n\nCode - PauloFalcao\n\n",
						"name": "MFSDF Render Path Tracing",
						"outputs": [
							{
								"rgba": "vec4(pathtracing_$name($uv).xyz,1.0)",
								"shortdesc": "Image output",
								"type": "rgba"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 50.0,
								"label": "MaxDistance",
								"longdesc": "Maximum render distance",
								"max": 500.0,
								"min": 1.0,
								"name": "MaxDistance",
								"step": 0.01,
								"type": "float"
							},
							{
								"default": 2.0,
								"label": "MaxRefIte",
								"longdesc": "Maximum reflection iterations",
								"name": "MaxRefIte",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "16",
										"value": "16"
									},
									{
										"name": "18",
										"value": "18"
									},
									{
										"name": "20",
										"value": "20"
									},
									{
										"name": "25",
										"value": "25"
									},
									{
										"name": "30",
										"value": "30"
									},
									{
										"name": "40",
										"value": "40"
									},
									{
										"name": "50",
										"value": "50"
									}
								]
							},
							{
								"default": 2.0,
								"label": "MaxRayLoop",
								"name": "MaxRayLoop",
								"type": "enum",
								"values": [
									{
										"name": "16",
										"value": "16"
									},
									{
										"name": "32",
										"value": "32"
									},
									{
										"name": "64",
										"value": "64"
									},
									{
										"name": "128",
										"value": "128"
									},
									{
										"name": "256",
										"value": "256"
									},
									{
										"name": "512",
										"value": "512"
									},
									{
										"name": "1024",
										"value": "1024"
									},
									{
										"name": "2048",
										"value": "2048"
									},
									{
										"name": "4096",
										"value": "4096"
									}
								]
							},
							{
								"default": 6.0,
								"label": "Precision",
								"name": "Precision",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "01"
									},
									{
										"name": "2",
										"value": "005"
									},
									{
										"name": "3",
										"value": "001"
									},
									{
										"name": "4",
										"value": "0005"
									},
									{
										"name": "5",
										"value": "0001"
									},
									{
										"name": "6",
										"value": "00005"
									},
									{
										"name": "7",
										"value": "00001"
									}
								]
							},
							{
								"default": 0.0,
								"label": "Samples",
								"name": "Samples",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "16",
										"value": "16"
									},
									{
										"name": "24",
										"value": "24"
									},
									{
										"name": "32",
										"value": "32"
									},
									{
										"name": "48",
										"value": "48"
									},
									{
										"name": "64",
										"value": "64"
									},
									{
										"name": "96",
										"value": "96"
									},
									{
										"name": "128",
										"value": "128"
									}
								]
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "DOF",
								"max": 1.0,
								"min": 0.0,
								"name": "DOF",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "DOFPlane",
								"max": 5.0,
								"min": -5.0,
								"name": "DOFPlane",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Render Path Tracing"
					},
					"type": "shader"
				}
			],
			"shader_model": {
				"global": "",
				"instance": "",
				"longdesc": "",
				"name": ""
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Render/Render Path Tracing Template"
		},
		{
			"connections": [
				{
					"from": "pxflib_8",
					"from_node": "node_pxflib_8",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "iterate_buffer",
					"to_node": "node_iterate_buffer",
					"to_port": 1.0
				},
				{
					"from": "iterate_buffer",
					"from_node": "node_iterate_buffer",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "pxflib_8",
					"to_node": "node_pxflib_8",
					"to_port": 2.0
				},
				{
					"from": "uniform_2",
					"from_node": "node_uniform_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "iterate_buffer",
					"to_node": "node_iterate_buffer",
					"to_port": 0.0
				},
				{
					"from": "MFSDF_Boolean",
					"from_node": "node_MFSDF_Boolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_8",
					"to_node": "node_pxflib_8",
					"to_port": 0.0
				},
				{
					"from": "iterate_buffer",
					"from_node": "node_iterate_buffer",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "1983",
					"to_node": "node_1983",
					"to_port": 0.0
				},
				{
					"from": "pxflib_8",
					"from_node": "node_pxflib_8",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "1983_2",
					"to_node": "node_1983_2",
					"to_port": 0.0
				},
				{
					"from": "graph_2",
					"from_node": "node_graph_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Boolean",
					"to_node": "node_MFSDF_Boolean",
					"to_port": 0.0
				},
				{
					"from": "MFSDF_Object_And_Transform",
					"from_node": "node_MFSDF_Object_And_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Boolean",
					"to_node": "node_MFSDF_Boolean",
					"to_port": 1.0
				},
				{
					"from": "MFSDF_Object",
					"from_node": "node_MFSDF_Object",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Boolean",
					"to_node": "node_MFSDF_Boolean",
					"to_port": 2.0
				},
				{
					"from": "sdf3d_sphere",
					"from_node": "node_sdf3d_sphere",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Object",
					"to_node": "node_MFSDF_Object",
					"to_port": 0.0
				}
			],
			"display_name": "Render Path Tracing Realtime",
			"icon_data": 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",
			"name": "",
			"nodes": [
				{
					"name": "iterate_buffer",
					"node_position": {
						"x": 37.5,
						"y": -235.125
					},
					"parameters": {
						"autostop": false,
						"f32": true,
						"filter": false,
						"iterations": 999999999.0,
						"mipmap": false,
						"shrink": false,
						"size": 9.0
					},
					"seed": 29168.0,
					"seed_locked": true,
					"type": "iterate_buffer"
				},
				{
					"generic_size": 2.0,
					"name": "MFSDF_Boolean",
					"node_position": {
						"x": -372.5,
						"y": 84.875
					},
					"parameters": {
						"op1": 0.0,
						"op2": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "vec4 $(name_uv)_sout=$in($uv);\n#for\n$(name_uv)_sout=$op#($(name_uv)_sout, $in#($uv));\n#end",
						"global": "vec4 mfsdf_boolean_union(vec4 a, vec4 b) {\n\treturn vec4((a.w<b.w)?vec4(a):vec4(b));\n}\nvec4 mfsdf_boolean_sub(vec4 a, vec4 b) {\n\treturn vec4((-a.w>b.w)?vec4(a.xyz,-a.w):vec4(b));\n}\nvec4 mfsdf_boolean_inter(vec4 a, vec4 b) {\n\treturn vec4((a.w>b.w)?vec4(a):vec4(b));\n}",
						"inputs": [
							{
								"default": "vec4(0.0,0.0,0.0,9999999.0)",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 MFSDF Base",
								"type": "v4v4"
							},
							{
								"default": "vec4(0.0,0.0,0.0,9999999.0)",
								"label": "",
								"name": "in#",
								"shortdesc": "V4->V4 MFSDF #",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Performs a boolean operation (union, intersection or difference) between two shapes\n\nCode - PauloFalcao",
						"name": "MFSDF Boolean",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF",
								"type": "v4v4",
								"v4v4": "$(name_uv)_sout"
							}
						],
						"parameters": [
							{
								"default": 2.0,
								"label": "2:",
								"name": "op#",
								"type": "enum",
								"values": [
									{
										"name": "Union",
										"value": "mfsdf_boolean_union"
									},
									{
										"name": "Subtraction",
										"value": "mfsdf_boolean_sub"
									},
									{
										"name": "Intersection",
										"value": "mfsdf_boolean_inter"
									}
								]
							}
						],
						"shortdesc": "MFSDF Boolean"
					},
					"type": "shader"
				},
				{
					"name": "comment_line",
					"node_position": {
						"x": 527.5,
						"y": -235.125
					},
					"parameters": {

					},
					"seed_int": 0.0,
					"text": "TAARender=false",
					"type": "comment_line"
				},
				{
					"name": "comment_line_2",
					"node_position": {
						"x": 517.5,
						"y": -5.125
					},
					"parameters": {

					},
					"seed_int": 0.0,
					"text": "TAARender=true",
					"type": "comment_line"
				},
				{
					"name": "1983",
					"node_position": {
						"x": 527.5,
						"y": -205.125
					},
					"parameters": {
						"gamma": 2.2
					},
					"seed": -50131.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "buf",
								"type": "rgba"
							}
						],
						"instance": "",
						"name": "Realtime Output",
						"outputs": [
							{
								"rgba": "vec4(pow($buf($uv).xyz/$buf($uv).w,vec3(1.0/$gamma)),1.0)",
								"type": "rgba"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 2.2,
								"label": "Gamma",
								"max": 5.0,
								"min": 0.0,
								"name": "gamma",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				},
				{
					"connections": [
						{
							"from": "tex3d_pattern_2",
							"from_port": 0.0,
							"to": "tex3d_colorize_3",
							"to_port": 0.0
						},
						{
							"from": "tex3d_colorize_3",
							"from_port": 0.0,
							"to": "pxflib_4",
							"to_port": 0.0
						},
						{
							"from": "pxflib_4",
							"from_port": 0.0,
							"to": "gen_outputs",
							"to_port": 0.0
						},
						{
							"from": "sdf3d_box",
							"from_port": 0.0,
							"to": "pxflib_4",
							"to_port": 5.0
						}
					],
					"label": "Checkerboard",
					"longdesc": "",
					"name": "graph_2",
					"node_position": {
						"x": -772.5,
						"y": -125.125
					},
					"nodes": [
						{
							"name": "sdf3d_box",
							"node_position": {
								"x": -1041.34008789062,
								"y": -203.449951171875
							},
							"parameters": {
								"r": 0.0,
								"sx": 6.0,
								"sy": 0.5,
								"sz": 6.0
							},
							"seed_int": 0.0,
							"type": "sdf3d_box"
						},
						{
							"name": "tex3d_pattern_2",
							"node_position": {
								"x": -1106.34008789062,
								"y": -381.449951171875
							},
							"parameters": {
								"mix": 4.0,
								"x_scale": "$checkersize",
								"x_wave": 2.0,
								"y_scale": 0.0,
								"y_wave": 2.0,
								"z_scale": "$checkersize",
								"z_wave": 2.0
							},
							"seed_int": 0.0,
							"type": "tex3d_pattern"
						},
						{
							"name": "gen_inputs",
							"node_position": {
								"x": -1341.34008789062,
								"y": -277.949951171875
							},
							"parameters": {

							},
							"ports": [],
							"seed_int": 0.0,
							"type": "ios"
						},
						{
							"name": "gen_outputs",
							"node_position": {
								"x": -171.340026855469,
								"y": -302.949951171875
							},
							"parameters": {

							},
							"ports": [
								{
									"group_size": 0.0,
									"name": "port0",
									"type": "v4v4"
								}
							],
							"seed_int": 0.0,
							"type": "ios"
						},
						{
							"name": "gen_parameters",
							"node_position": {
								"x": -1055.59008789062,
								"y": -653.449951171875
							},
							"parameters": {
								"checkersize": 2.0,
								"param0": 6.0,
								"param1": -1.0,
								"param2": {
									"interpolation": 0.0,
									"points": [
										{
											"a": 1.0,
											"b": 0.859375,
											"g": 0.859375,
											"pos": 0.0,
											"r": 0.859375
										},
										{
											"a": 1.0,
											"b": 0.859375,
											"g": 0.859375,
											"pos": 0.99999,
											"r": 0.859375
										},
										{
											"a": 1.0,
											"b": 0.13671875,
											"g": 0.13671875,
											"pos": 1.00001,
											"r": 0.13671875
										}
									],
									"type": "Gradient"
								},
								"param3": 0.0,
								"param4": 0.5,
								"param5": 0.0
							},
							"seed_int": 0.0,
							"type": "remote",
							"widgets": [
								{
									"label": "Board Size",
									"linked_widgets": [
										{
											"node": "sdf3d_box",
											"widget": "sx"
										},
										{
											"node": "sdf3d_box",
											"widget": "sz"
										}
									],
									"name": "param0",
									"type": "linked_control"
								},
								{
									"default": 1.0,
									"label": "Checker Size",
									"max": 20.0,
									"min": 0.0,
									"name": "checkersize",
									"step": 0.001,
									"type": "named_parameter"
								},
								{
									"label": "Position",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "TranlateY"
										}
									],
									"name": "param1",
									"type": "linked_control"
								},
								{
									"label": "Color",
									"linked_widgets": [
										{
											"node": "tex3d_colorize_3",
											"widget": "g"
										}
									],
									"name": "param2",
									"type": "linked_control"
								},
								{
									"label": "Metallic",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Metallic"
										}
									],
									"name": "param3",
									"type": "linked_control"
								},
								{
									"label": "Specular",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Specular"
										}
									],
									"name": "param4",
									"type": "linked_control"
								},
								{
									"label": "Roughness",
									"linked_widgets": [
										{
											"node": "pxflib_4",
											"widget": "Roughness"
										}
									],
									"name": "param5",
									"type": "linked_control"
								}
							]
						},
						{
							"name": "tex3d_colorize_3",
							"node_position": {
								"x": -850.0,
								"y": -377.021362304688
							},
							"parameters": {
								"g": {
									"interpolation": 0.0,
									"points": [
										{
											"a": 1.0,
											"b": 0.859375,
											"g": 0.859375,
											"pos": 0.0,
											"r": 0.859375
										},
										{
											"a": 1.0,
											"b": 0.859375,
											"g": 0.859375,
											"pos": 0.99999,
											"r": 0.859375
										},
										{
											"a": 1.0,
											"b": 0.13671875,
											"g": 0.13671875,
											"pos": 1.00001,
											"r": 0.13671875
										}
									],
									"type": "Gradient"
								}
							},
							"seed_int": 0.0,
							"type": "tex3d_colorize"
						},
						{
							"name": "pxflib_4",
							"node_position": {
								"x": -591.953735351562,
								"y": -359.458862304688
							},
							"parameters": {
								"BaseColor": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0,
									"type": "Color"
								},
								"Emission": 0.0,
								"Metallic": 0.0,
								"RotateX": 0.0,
								"RotateY": 0.0,
								"RotateZ": 0.0,
								"Roughness": 0.0,
								"Specular": 0.5,
								"TranlateX": 0.0,
								"TranlateY": -1.0,
								"TranlateZ": 0.0,
								"scale": 1.0
							},
							"seed": -5947.0,
							"seed_locked": true,
							"shader_model": {
								"code": "",
								"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
								"inputs": [
									{
										"default": "vec3(1.0)",
										"function": true,
										"label": "BaseColor",
										"name": "BaseColor_tex3d",
										"shortdesc": "TEX3D",
										"type": "tex3d"
									},
									{
										"default": "1.0",
										"function": true,
										"label": "Metallic",
										"name": "Metallic_tex3d",
										"shortdesc": "Grayscale TEX3D",
										"type": "tex3d_gs"
									},
									{
										"default": "1.0",
										"function": true,
										"label": "Specular",
										"name": "Specular_tex3d",
										"shortdesc": "Greyscale TEX3D",
										"type": "tex3d_gs"
									},
									{
										"default": "1.0",
										"function": true,
										"label": "Roughness",
										"name": "Roughness_tex3d",
										"shortdesc": "Greyscale TEX3D",
										"type": "tex3d_gs"
									},
									{
										"default": "vec3(1.0)",
										"function": true,
										"label": "Emission",
										"name": "Emission_tex3d",
										"type": "tex3d"
									},
									{
										"default": "length($uv)-0.4 ",
										"function": true,
										"label": "Object",
										"name": "sdf3d",
										"shortdesc": "SDF3D",
										"type": "sdf3d"
									}
								],
								"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
								"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
								"name": "MFSDF Object",
								"outputs": [
									{
										"shortdesc": "V4->V4 MFSDF ",
										"type": "v4v4",
										"v4v4": "PBRObjectMaker_$name($uv)"
									}
								],
								"parameters": [
									{
										"default": {
											"a": 1.0,
											"b": 1.0,
											"g": 1.0,
											"r": 1.0
										},
										"label": "",
										"name": "BaseColor",
										"type": "color"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Metallic",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.5,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Specular",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"max": 1.0,
										"min": 0.0,
										"name": "Roughness",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "",
										"longdesc": "Emission Scale",
										"max": 500.0,
										"min": 0.0,
										"name": "Emission",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 1.0,
										"label": "S",
										"longdesc": "Object scale",
										"max": 4.0,
										"min": 0.0,
										"name": "scale",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "X",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateX",
										"shortdesc": "Translate X",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Y",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateY",
										"shortdesc": "Translate Y",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Z",
										"max": 10.0,
										"min": -10.0,
										"name": "TranlateZ",
										"shortdesc": "Translate Z",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Rx",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateX",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Ry",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateY",
										"step": 0.001,
										"type": "float"
									},
									{
										"control": "None",
										"default": 0.0,
										"label": "Rz",
										"max": 180.0,
										"min": -180.0,
										"name": "RotateZ",
										"step": 0.001,
										"type": "float"
									}
								],
								"shortdesc": "MFSDF Object"
							},
							"type": "shader"
						}
					],
					"parameters": {
						"checkersize": 2.0,
						"param0": 6.0,
						"param1": -1.0,
						"param2": {
							"interpolation": 0.0,
							"points": [
								{
									"a": 1.0,
									"b": 0.859375,
									"g": 0.859375,
									"pos": 0.0,
									"r": 0.859375
								},
								{
									"a": 1.0,
									"b": 0.859375,
									"g": 0.859375,
									"pos": 0.99999,
									"r": 0.859375
								},
								{
									"a": 1.0,
									"b": 0.13671875,
									"g": 0.13671875,
									"pos": 1.00001,
									"r": 0.13671875
								}
							],
							"type": "Gradient"
						},
						"param3": 0.0,
						"param4": 0.5,
						"param5": 0.0
					},
					"seed_int": 0.0,
					"shortdesc": "",
					"type": "graph"
				},
				{
					"name": "uniform_2",
					"node_position": {
						"x": -112.5,
						"y": -235.125
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 0.6171875,
							"g": 0.6171875,
							"r": 0.6171875,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"type": "uniform"
				},
				{
					"name": "MFSDF_Object_And_Transform",
					"node_position": {
						"x": -492.5,
						"y": -215.125
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 16.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5,
						"TranlateX": 0.0,
						"TranlateY": 2.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object And Transform",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object"
					},
					"type": "shader"
				},
				{
					"name": "MFSDF_Object",
					"node_position": {
						"x": -672.5,
						"y": 144.875
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						},
						"Metallic": 0.0,
						"Roughness": 0.0,
						"Specular": 0.5
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "\n",
						"inputs": [
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							}
						],
						"instance": "vec4 PBRObjectMaker_simple_$name(vec4 uv){\n\tfloat sdf=$sdf3d(uv.xyz);\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4(0.0,0.0,0.0,sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.",
						"name": "MFSDF Object",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_simple_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "2:",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "3:",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "4:",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "5:",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object Simple"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_sphere",
					"node_position": {
						"x": -912.5,
						"y": 154.875
					},
					"parameters": {
						"r": 0.4
					},
					"seed_int": 0.0,
					"type": "sdf3d_sphere"
				},
				{
					"name": "1983_2",
					"node_position": {
						"x": 517.5,
						"y": 24.875
					},
					"parameters": {

					},
					"seed": -50131.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "buf",
								"type": "rgba"
							}
						],
						"instance": "",
						"name": "TAA Render Output",
						"outputs": [
							{
								"rgba": "vec4($buf($uv).xyz,1.0)",
								"type": "rgba"
							}
						],
						"parameters": []
					},
					"type": "shader"
				},
				{
					"name": "pxflib_8",
					"node_position": {
						"x": -22.5,
						"y": 14.875
					},
					"parameters": {
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"DOF": 0.0,
						"DOFPlane": 0.0,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"MaxDistance": 200.0,
						"MaxRayLoop": 5.0,
						"MaxRefIte": 4.0,
						"Precision": 2.0,
						"ReFrameX": 1.0,
						"ReFrameY": 1.0,
						"Size": 9.0,
						"TAARender": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "\n\nvoid pathtracing_Onb(in vec3 N, inout vec3 T, inout vec3 B){\n    vec3 UpVector=abs(N.z)<0.999?vec3(0,0,1):vec3(1,0,0);\n    T=normalize(cross(UpVector,N));\n    B=cross(N,T);\n}\n\n\nvec2 pathtracing_equirectangularMap(vec3 dir) {\n    const float PI=3.14159265359;\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*PI,PI);\n}\n\n// RANDOM START\n//from https://www.reedbeta.com/blog/hash-functions-for-gpu-rendering/\nuint pathtracing_rand_pcg(inout uint seed){\n    uint state = seed;\n    seed = seed * uint(747796405) + uint(2891336453);\n    uint word = ((state >> ((state >> uint(28)) + uint(4))) ^ state) * uint(277803737);\n    return (word >> uint(22)) ^ word;\n}\n\nfloat pathtracing_RandomFloat01(inout uint state){\n    uint r=pathtracing_rand_pcg(state);\n    r &= uint(0x007FFFFF);\n    r |= uint(0x3F800000);\n    return uintBitsToFloat(r) - 1.0f;\n}\n\n// RANDOM END\n\n// SAMPLING START\n\nvec2 pathtracing_randomPointInDisc(inout uint state, float radius){\n    const float PI=3.14159265359;\n    float u1=pathtracing_RandomFloat01(state);\n    float u2=pathtracing_RandomFloat01(state);\n    u2=u2*2.0*PI;\n    float r = radius*sqrt(u1);\n    return r*vec2(sin(u2),cos(u2));\n}\n\nvec3 pathtracing_uniformSampleSphere(float r1,float r2){\n    const float TAU=6.28318530718;\n    float z=1.0-2.0*r1;\n    float r=sqrt(max(0.0,1.0-z*z));\n    float phi=TAU*r2;\n    return vec3(r*cos(phi),r*sin(phi),z);\n}\n\nvec3 pathtracing_cosineSampleHemissphere(inout uint state,vec3 n){\n    float u1=pathtracing_RandomFloat01(state);\n    float u2=pathtracing_RandomFloat01(state);\n    return normalize(n+pathtracing_uniformSampleSphere(u1,u2)); \n}\n\n// Adapted from \"Sampling the GGX Distribution of Visible Normals\",\n// http://jcgt.org/published/0007/04/01/\nvec3 pathtracing_SampleGGXVNDF(inout uint state,vec3 Ve,float alpha_x,float alpha_y){\n\n    const float PI=3.14159265359;\n\n    float U1=pathtracing_RandomFloat01(state);\n    float U2=pathtracing_RandomFloat01(state);\n    \n    //transforming the view direction to the hemisphere configuration\n    vec3 Vh = normalize(vec3(alpha_x * Ve.x, alpha_y * Ve.y, Ve.z));\n\n    //orthonormal basis\n    vec3 T1;vec3 T2;\n    pathtracing_Onb(Vh,T1,T2);\n\n    //parameterization of the projected area\n    float r = sqrt(U1); \n    float phi = 2.0 * PI * U2;    \n    float t1 = r * cos(phi);\n    float t2 = r * sin(phi);\n    float s = 0.5 * (1.0 + Vh.z);\n    t2 = (1.0 - s)*sqrt(1.0 - t1*t1) + s*t2;\n\n    //reprojection onto hemisphere\n    vec3 Nh = t1*T1 + t2*T2 + sqrt(max(0.0f, 1.0f - t1*t1 - t2*t2))*Vh;\n\n    //transforming the normal back to the ellipsoid configuration\n    vec3 Ne = normalize(vec3(alpha_x * Nh.x, alpha_y * Nh.y, max(0.0f, Nh.z))); \n\n    return Ne;\n}\n\nfloat pathtracing_schlickWeight(float cosTheta) {\n    float m=clamp(1.-cosTheta,0.,1.);\n    float m2=m*m;\n    return m2*m2*m;\n}\n\n// SAMPLING END\n\n",
						"inputs": [
							{
								"default": "vec4(1.0,0.0,0.0,length($uv)-0.4)",
								"function": true,
								"label": "MFSDF",
								"name": "mfsdf",
								"shortdesc": "V4->V4 Multi-Field SDF",
								"type": "v4v4"
							},
							{
								"default": "vec3(0.0)",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							},
							{
								"default": "vec4(0.0)",
								"label": "Iterate Buffer Out",
								"name": "input",
								"type": "rgba"
							}
						],
						"instance": "\n//tetrahedron normal by PauloFalcao\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.$Precision,-0.$Precision,0.0);\n  float v1=$mfsdf(vec4(p+e.xyy,0.0)).w;\n  float v2=$mfsdf(vec4(p+e.yyx,0.0)).w;\n  float v3=$mfsdf(vec4(p+e.yxy,0.0)).w;\n  float v4=$mfsdf(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid raymarch_$name(in vec3 o,in vec3 v,out vec3 p,inout float d){\n  float s;\n  for(int i=0;i<$MaxRayLoop;i++){\n    p=o+v*d;\n    s=$mfsdf(vec4(p,0.0)).w;\n    if (abs(s)<0.0$Precision) break;\n    d+=s;\n    if (d>$MaxDistance) break;\n  } \n}\n\nvec3 pathtracing_$name(vec2 uv) {\n\t\n    vec2 dxy = vec2(1.0)/$Size;\n\n    // Init random\n    vec2 rndgen=(uv+100.0)*10000.0;\n    uint rngState=uint(uint(rndgen.x)*uint(1973)+uint(rndgen.y)*uint(9277) + uint($TAARender*100000.0));\n\n    vec3 o=vec3($CamX,$CamY,$CamZ); \n    vec3 t=vec3($LookAtX,$LookAtY,$LookAtZ);\n    vec3 u=vec3(0.0,1.0,0.0);\n    vec3 c=normalize(t-o);\n\t\t o=o+c*$CamZoom;\n\tfloat planeDistance=length(t-o);\n    vec3 cx=normalize(cross(u,c));\n    vec3 cy=normalize(cross(cx,c));\n\n    vec3 rgb=vec3(1.0);\n\t\n\tif (($ReFrameX/2.0>abs(uv.x-0.5))&&($ReFrameY/2.0>abs(uv.y-0.5))){\n\t\tfloat ReFrame=min($ReFrameX,$ReFrameY);\n\t\tuv.x=(uv.x-0.5)/ReFrame+0.5;\n\t\tuv.y=(uv.y-0.5)/ReFrame+0.5;\n\t\tdxy/=ReFrame;\n\n\t    vec2 xy=uv.xy;\n\t\txy+=(vec2(pathtracing_RandomFloat01(rngState),pathtracing_RandomFloat01(rngState))-0.5)*dxy-0.5;\n\n\n\t    vec3 v=normalize(c*$CamD+cx*xy.x+cy*xy.y);\n\t\t\n\t\t//DOF focal plane\n\t\tfloat fcs=dot(v,c);\n\t\tvec3 focalPoint=o+v*(planeDistance+$DOFPlane)*1.0/fcs;\n\t\tvec2 rdisc=pathtracing_randomPointInDisc(rngState,$DOF);\n\t\to=o+rdisc.x*cx+rdisc.y*cy;\n\t\tv=normalize(focalPoint-o);\n\t\t\n\t    vec3 p;\n\t    float d=0.01;\n\n\t    vec3 io=o;\n\n\t    int ii=0;\n\t    for(int i=0;i<$MaxRefIte;i++){\n\t    \tii=ii+1;\n\t        raymarch_$name(io,v,p,d);\n\t        \n\t        vec3 n=normal_$name(p);\n\t        \n\t        //View direction to tangent space\n\t        vec3 ot;vec3 ob;pathtracing_Onb(n,ot,ob);\n\t        vec3 vt=vec3(dot(-v,ot),dot(-v,ob),dot(-v,n));\n\t\t\n\t        if (d<$MaxDistance){\t\n\t        //if (length(p-o)<$MaxDistance){\n\t        vec3 obj_Emission=$mfsdf(vec4(p,13.0)).rgb;\n\t        \n\t        if ((obj_Emission.x+obj_Emission.y+obj_Emission.z)>0.001){\n\t            rgb=obj_Emission*rgb;\n\t            break;\n\t        } else {\n\t            float s=pathtracing_RandomFloat01(rngState);\n\t\t\t\t\n\t            vec3 obj_BaseColor=$mfsdf(vec4(p,1.0)).rgb; // 1 - BaseColor  (r,g,b,sdf)\n\t            float obj_Metallic=clamp($mfsdf(vec4(p,2.0)).x,0.0,1.0);   // 2 - Metallic   (v,0,0,sdf)\n\t            float obj_Specular=clamp(max($mfsdf(vec4(p,4.0)).x,obj_Metallic),0.0,1.0);   // 4 - Specular   (v,0,0,sdf)\n\t            float obj_Roughness=$mfsdf(vec4(p,5.0)).x;  // 5 - Roughness  (v,0,0,sdf)\n\n\t            if (s>obj_Specular*obj_Specular*0.5){\n\t                rgb=(obj_BaseColor-obj_BaseColor*obj_Metallic)*rgb;\n\t                v=pathtracing_cosineSampleHemissphere(rngState,n);\n\t            } else {\n\n\t                float r2=obj_Roughness*obj_Roughness*0.5;\n\t                vec3 vndf=pathtracing_SampleGGXVNDF(rngState,vt,r2,r2);\n\t                vec3 nv=reflect(-vt,vndf);\n\t\n\t                //Sample direction back to camera space\n\t                nv=nv.x*ot+nv.y*ob+nv.z*n;\n\n\t                float FH=pathtracing_schlickWeight(dot(n,nv));\n\t                vec3 Cspec0=mix(vec3(obj_Specular*0.25),obj_BaseColor,obj_Metallic);\n\t                vec3 Fs=mix(Cspec0,vec3(1.0),FH);\n\t                rgb=Fs*rgb;\n\t                v=nv;\n\t            }\n\t            io=p;\n\t            d=0.01;\n\t        }\n\t        } else {\n\t        rgb*=$hdri(pathtracing_equirectangularMap(v.xzy)).xyz;\n\t\n\t        break;\n\t        }\n\t    }//for(int i\n\t    if (ii==$MaxRefIte) rgb=vec3(0.0);//did not hit any light source\n\t\n\t}\n\n\treturn rgb;\n}\n\n\nvec3 pathtracing_taa_$name(vec2 uv) {\n\n    // Init random\n    vec2 rndgen=(uv+100.0)*10000.0;\n    uint rngState=uint(uint(rndgen.x)*uint(1973)+uint(rndgen.y)*uint(9277) + uint($TAARender*100000.0)*uint(26699));\n\n    vec3 o=vec3($CamX,$CamY,$CamZ); \n    vec3 t=vec3($LookAtX,$LookAtY,$LookAtZ);\n    vec3 u=vec3(0.0,1.0,0.0);\n    vec3 c=normalize(t-o);\n\t\t o=o+c*$CamZoom;\n\tfloat planeDistance=length(t-o);\n    vec3 cx=normalize(cross(u,c));\n    vec3 cy=normalize(cross(cx,c));\n\n    vec3 rgb=vec3(1.0);\n\t\n    vec2 xy=uv.xy-0.5;\n\n    vec3 v=normalize(c*$CamD+cx*xy.x+cy*xy.y);\n\t\n\t//DOF focal plane\n\tfloat fcs=dot(v,c);\n\tvec3 focalPoint=o+v*(planeDistance+$DOFPlane)*1.0/fcs;\n\tvec2 rdisc=pathtracing_randomPointInDisc(rngState,$DOF);\n\to=o+rdisc.x*cx+rdisc.y*cy;\n\tv=normalize(focalPoint-o);\n\t\n    vec3 p;\n    float d=0.01;\n\n    vec3 io=o;\n\n    int ii=0;\n    for(int i=0;i<$MaxRefIte;i++){\n    \tii=ii+1;\n        raymarch_$name(io,v,p,d);\n        \n        vec3 n=normal_$name(p);\n        \n        //View direction to tangent space\n        vec3 ot;vec3 ob;pathtracing_Onb(n,ot,ob);\n        vec3 vt=vec3(dot(-v,ot),dot(-v,ob),dot(-v,n));\n\t\n        if (d<$MaxDistance){\t\n        //if (length(p-o)<$MaxDistance){\n        vec3 obj_Emission=$mfsdf(vec4(p,13.0)).rgb;\n        \n        if ((obj_Emission.x+obj_Emission.y+obj_Emission.z)>0.001){\n            rgb=obj_Emission*rgb;\n            break;\n        } else {\n            float s=pathtracing_RandomFloat01(rngState);\n\t\t\t\n            vec3 obj_BaseColor=$mfsdf(vec4(p,1.0)).rgb; // 1 - BaseColor  (r,g,b,sdf)\n            float obj_Metallic=clamp($mfsdf(vec4(p,2.0)).x,0.0,1.0);   // 2 - Metallic   (v,0,0,sdf)\n            float obj_Specular=clamp(max($mfsdf(vec4(p,4.0)).x,obj_Metallic),0.0,1.0);   // 4 - Specular   (v,0,0,sdf)\n            float obj_Roughness=$mfsdf(vec4(p,5.0)).x;  // 5 - Roughness  (v,0,0,sdf)\n\n            if (s>obj_Specular*obj_Specular*0.5){\n                rgb=(obj_BaseColor-obj_BaseColor*obj_Metallic)*rgb;\n                v=pathtracing_cosineSampleHemissphere(rngState,n);\n            } else {\n\n                float r2=obj_Roughness*obj_Roughness*0.5;\n                vec3 vndf=pathtracing_SampleGGXVNDF(rngState,vt,r2,r2);\n                vec3 nv=reflect(-vt,vndf);\n\n                //Sample direction back to camera space\n                nv=nv.x*ot+nv.y*ob+nv.z*n;\n\n                float FH=pathtracing_schlickWeight(dot(n,nv));\n                vec3 Cspec0=mix(vec3(obj_Specular*0.25),obj_BaseColor,obj_Metallic);\n                vec3 Fs=mix(Cspec0,vec3(1.0),FH);\n                rgb=Fs*rgb;\n                v=nv;\n            }\n            io=p;\n            d=0.01;\n        }\n        } else {\n        rgb*=$hdri(pathtracing_equirectangularMap(v.xzy)).xyz;\n\n        break;\n        }\n    }//for(int i\n    if (ii==$MaxRefIte) rgb=vec3(0.0);//did not hit any light source\n\n\treturn rgb;\n\t\n}\n\n",
						"longdesc": "Type - MFSDF Render\nCode - PauloFalcao\n\nPath tracing ray marching node for MFSDF objects using a environment 360 HDRI image\n\n",
						"name": "MFSDF Render Path Tracing Buffer",
						"outputs": [
							{
								"rgba": "vec4(pathtracing_$name($uv).xyz,1.0)+$input($uv)",
								"shortdesc": "Iterate Buffer Output",
								"type": "rgba"
							},
							{
								"rgba": "vec4(pathtracing_taa_$name($uv).xyz,1.0)",
								"shortdesc": "TAA Render Output",
								"type": "rgba"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 50.0,
								"label": "MaxDistance",
								"longdesc": "Maximum render distance",
								"max": 500.0,
								"min": 1.0,
								"name": "MaxDistance",
								"step": 0.01,
								"type": "float"
							},
							{
								"default": 2.0,
								"label": "MaxRefIte",
								"longdesc": "Maximum reflection iterations",
								"name": "MaxRefIte",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "16",
										"value": "16"
									},
									{
										"name": "18",
										"value": "18"
									},
									{
										"name": "20",
										"value": "20"
									},
									{
										"name": "25",
										"value": "25"
									},
									{
										"name": "30",
										"value": "30"
									},
									{
										"name": "40",
										"value": "40"
									},
									{
										"name": "50",
										"value": "50"
									}
								]
							},
							{
								"default": 2.0,
								"label": "MaxRayLoop",
								"name": "MaxRayLoop",
								"type": "enum",
								"values": [
									{
										"name": "16",
										"value": "16"
									},
									{
										"name": "32",
										"value": "32"
									},
									{
										"name": "64",
										"value": "64"
									},
									{
										"name": "128",
										"value": "128"
									},
									{
										"name": "256",
										"value": "256"
									},
									{
										"name": "512",
										"value": "512"
									},
									{
										"name": "1024",
										"value": "1024"
									},
									{
										"name": "2048",
										"value": "2048"
									},
									{
										"name": "4096",
										"value": "4096"
									}
								]
							},
							{
								"default": 6.0,
								"label": "Precision",
								"name": "Precision",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "01"
									},
									{
										"name": "2",
										"value": "005"
									},
									{
										"name": "3",
										"value": "001"
									},
									{
										"name": "4",
										"value": "0005"
									},
									{
										"name": "5",
										"value": "0001"
									},
									{
										"name": "6",
										"value": "00005"
									},
									{
										"name": "7",
										"value": "00001"
									}
								]
							},
							{
								"default": 10.0,
								"first": 0.0,
								"label": "BufferSize",
								"last": 13.0,
								"name": "Size",
								"type": "size"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "ReFrameX",
								"max": 1.0,
								"min": 0.0,
								"name": "ReFrameX",
								"step": 0.01,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "ReFrameY",
								"max": 1.0,
								"min": 0.0,
								"name": "ReFrameY",
								"step": 0.01,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "DOF",
								"max": 1.0,
								"min": 0.0,
								"name": "DOF",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "DOFPlane",
								"max": 5.0,
								"min": -5.0,
								"name": "DOFPlane",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "TAARender",
								"name": "TAARender",
								"type": "enum",
								"values": [
									{
										"name": "true",
										"value": "$time"
									},
									{
										"name": "false",
										"value": "$input.iteration"
									}
								]
							}
						],
						"shortdesc": "MFSDF Render Path Tracing"
					},
					"type": "shader"
				}
			],
			"shader_model": {
				"global": "",
				"instance": "",
				"longdesc": "",
				"name": ""
			},
			"shortdesc": "",
			"tree_item": "PF/MFSDF/Render/Render Path Tracing Realtime"
		},
		{
			"display_name": "Neural Fox",
			"icon_data": 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",
			"name": "SDF_Neural_Fox",
			"parameters": {

			},
			"shader_model": {
				"code": "",
				"global": "//code from https://www.shadertoy.com/view/3lyfzw\n//Made with this wonderful tutorial https://www.youtube.com/watch?v=8pwXpfi-0bU\n//Using Ida Faber model - CC Attribution\n//https://sketchfab.com/3d-models/stylized-fox-92c2a35e54664974b8564c674cc712da\n\nfloat paulofalcao_sdf3d_generator_neural_fox(vec3 p) {\n    //sdf is undefined outside the unit sphere, uncomment to witness the abominations\n    if (length(p) > 1.) {\n        return length(p)-.8;\n    }\n\tp.xyz=vec3(-p.x,-p.z,p.y);\n    p.y=-sqrt(p.y*p.y+0.001)+0.01;\n    //neural networks can be really compact... when they want to be\n\tvec4 f0_0=sin(p.y*vec4(1.627,-3.273,.822,-1.929)+p.z*vec4(4.114,.716,-3.074,2.185)+p.x*vec4(2.235,.937,3.908,-1.072)+vec4(6.915,3.461,-1.359,1.899));\n\tvec4 f0_1=sin(p.y*vec4(-.001,-3.255,1.831,.966)+p.z*vec4(-3.328,.890,1.475,-.323)+p.x*vec4(.290,-1.169,-4.054,3.146)+vec4(-4.517,-2.674,6.099,.070));\n\tvec4 f0_2=sin(p.y*vec4(3.113,-1.089,2.397,-.459)+p.z*vec4(-4.309,1.202,1.134,2.052)+p.x*vec4(-1.018,.550,-3.955,4.027)+vec4(-7.136,2.863,-1.640,-5.590));\n\tvec4 f0_3=sin(p.y*vec4(.343,1.509,4.401,-1.962)+p.z*vec4(1.198,1.852,2.207,-4.658)+p.x*vec4(2.067,.056,-.156,-.631)+vec4(-4.943,.051,7.095,3.128));\n\tvec4 f1_0=sin(mat4(vec4(.234,.264,-.181,.015),vec4(1.018,-.023,.417,-.338),vec4(.527,-.030,.056,-.005),vec4(-.843,.446,-.139,-.079))*f0_0+\n    \tmat4(vec4(-.512,.346,-.264,.380),vec4(.135,.249,.118,-.188),vec4(-.110,.210,.101,-.157),vec4(.126,.259,.262,.446))*f0_1+\n    \tmat4(vec4(.595,.318,.262,-.279),vec4(.802,.891,-.050,-.347),vec4(.131,-.369,.420,-.025),vec4(-.217,-.197,.152,.931))*f0_2+\n    \tmat4(vec4(.522,.906,-.530,.246),vec4(.685,.684,-.106,.175),vec4(.437,.507,-.459,.127),vec4(.342,-.398,-.243,.008))*f0_3+\n    \tvec4(.376,-.814,1.500,-1.007))/1.0+f0_0;\n\tvec4 f1_1=sin(mat4(vec4(.124,.489,-.159,-.094),vec4(.099,.611,-.257,-.614),vec4(-.108,.309,-.121,-.389),vec4(.049,-.606,.030,-.723))*f0_0+\n    \tmat4(vec4(.511,.456,-.645,-1.008),vec4(.009,-.461,-.198,-.754),vec4(.978,.413,-.641,-.412),vec4(-1.068,-.308,.291,-.170))*f0_1+\n    \tmat4(vec4(.428,-.220,-.163,-.356),vec4(.744,.548,.221,.563),vec4(.242,-.214,-.224,-.567),vec4(.391,.045,-.061,-.186))*f0_2+\n    \tmat4(vec4(-.001,-.252,.747,-.435),vec4(.539,.003,-.305,-.643),vec4(-.261,.164,-.336,.295),vec4(.383,-.395,-.136,-.008))*f0_3+\n    \tvec4(-1.007,-1.304,1.076,1.194))/1.0+f0_1;\n\tvec4 f1_2=sin(mat4(vec4(-.502,.308,-.174,.023),vec4(-.560,-.534,.624,-.555),vec4(.309,.630,-.122,.310),vec4(.368,.878,-.206,-.350))*f0_0+\n    \tmat4(vec4(.684,.334,-.702,.420),vec4(-.698,.960,-.053,-.676),vec4(-.272,.365,-.074,.407),vec4(-.375,.202,.532,-.207))*f0_1+\n    \tmat4(vec4(-.116,-.269,.153,-.453),vec4(-.530,.488,-.724,.065),vec4(.405,.667,-.642,.043),vec4(-.103,.430,-.562,.346))*f0_2+\n    \tmat4(vec4(.472,-.026,-.433,.070),vec4(-.210,-.057,-.253,.310),vec4(-.344,.047,.386,.552),vec4(.246,-.111,.331,.350))*f0_3+\n    \tvec4(-.725,-1.197,.825,-3.455))/1.0+f0_2;\n\tvec4 f1_3=sin(mat4(vec4(.027,.173,.253,-.822),vec4(-.478,.458,.101,.045),vec4(.025,.248,.759,.184),vec4(-.317,-.014,-.077,-.353))*f0_0+\n    \tmat4(vec4(-.283,-.201,.219,-.248),vec4(-.571,-.458,.401,-.226),vec4(.432,.245,-.160,-.065),vec4(-.421,-1.315,-.569,-.520))*f0_1+\n    \tmat4(vec4(.313,-.258,.291,-.284),vec4(-.732,.295,-.087,-.441),vec4(.836,-.701,.566,.889),vec4(-.116,-.252,-.542,-.396))*f0_2+\n    \tmat4(vec4(-.381,-.907,.516,.431),vec4(-.273,.257,.027,-.179),vec4(-.214,.077,-.130,-.282),vec4(-.368,-.270,.618,-.041))*f0_3+\n    \tvec4(2.580,-.950,1.416,.227))/1.0+f0_3;\n\tvec4 f2_0=sin(mat4(vec4(.288,.277,.179,.290),vec4(-.968,-1.492,.495,-.421),vec4(.153,-.177,.580,-.388),vec4(.971,-.335,.007,.032))*f1_0+\n\t    mat4(vec4(-.194,-.137,.202,.157),vec4(-.160,1.025,-.550,-.053),vec4(.485,.030,-.537,.065),vec4(.021,-.384,-.109,-.452))*f1_1+\n\t    mat4(vec4(-.748,.241,.386,-.441),vec4(-.620,-.869,.559,.681),vec4(.367,.256,-.459,-1.047),vec4(.260,.241,-.793,.494))*f1_2+\n\t    mat4(vec4(-.958,-.093,-.110,-.074),vec4(-.260,-.856,.521,.613),vec4(-.562,.079,.238,.056),vec4(-.413,-1.011,.118,-.104))*f1_3+\n\t    vec4(.980,1.564,-2.935,-.589))/1.4+f1_0;\n\tvec4 f2_1=sin(mat4(vec4(.181,.166,-.082,.469),vec4(.474,.703,.969,.559),vec4(.998,-.016,.193,-.363),vec4(.452,.152,.543,-.394))*f1_0+\n\t    mat4(vec4(-.711,-.586,.015,.459),vec4(.404,.538,.575,-.249),vec4(-.562,-.484,.549,.673),vec4(-1.160,.144,-.010,-.093))*f1_1+\n\t    mat4(vec4(.663,.424,.164,.089),vec4(1.168,.000,.636,-.309),vec4(.088,-.779,.352,-.722),vec4(-1.071,-.059,-.089,.310))*f1_2+\n\t    mat4(vec4(-.156,-.515,.176,-.125),vec4(.034,.431,.367,.228),vec4(.394,.263,.039,.195),vec4(1.077,.460,-.456,-.031))*f1_3+\n\t    vec4(.495,.756,-2.986,-1.239))/1.4+f1_1;\n\tvec4 f2_2=sin(mat4(vec4(-.586,-.569,-.492,-.407),vec4(-.224,-.624,.373,-.080),vec4(-.216,.279,.704,.072),vec4(-.780,-.607,.575,.568))*f1_0+\n\t    mat4(vec4(.070,-.760,.980,.566),vec4(-.124,-.326,.463,.559),vec4(-.297,.161,-.449,-.236),vec4(-.369,-.591,-.190,-.548))*f1_1+\n\t    mat4(vec4(.054,.276,-.894,-.120),vec4(.795,1.111,-.473,.031),vec4(.387,.292,.974,1.024),vec4(.150,.184,.253,-.287))*f1_2+\n\t    mat4(vec4(.435,1.658,.294,-.403),vec4(-.377,.175,-.493,.204),vec4(-.499,-.614,.119,-.557),vec4(-.799,-.168,-.481,-.192))*f1_3+\n\t    vec4(-2.130,-2.233,-.605,-3.251))/1.4+f1_2;\n\tvec4 f2_3=sin(mat4(vec4(.884,.369,.064,-.009),vec4(.434,.437,-.618,.117),vec4(.046,-.601,-.376,-.182),vec4(1.130,-.913,-.029,.602))*f1_0+\n\t    mat4(vec4(.314,-1.064,.861,-.572),vec4(-.633,.111,-.122,-.179),vec4(.277,-.615,-.069,.678),vec4(.109,.024,-1.124,-.553))*f1_1+\n\t    mat4(vec4(.243,.009,.461,.333),vec4(-.624,-.670,.328,.350),vec4(1.132,-.523,-.099,.402),vec4(.183,.245,-.232,.186))*f1_2+\n\t    mat4(vec4(-.057,.076,.660,-.139),vec4(.729,.450,.109,-.177),vec4(.088,-.111,.020,-.546),vec4(-.487,-1.286,.100,.117))*f1_3+\n\t    vec4(.529,-2.910,3.311,2.936))/1.4+f1_3;\n\treturn dot(f2_0,vec4(.021,-.057,.076,-.038))+\n\t    dot(f2_1,vec4(-.022,-.081,.064,-.063))+\n\t    dot(f2_2,vec4(-.049,-.057,.048,.076))+\n\t    dot(f2_3,vec4(.014,-.049,.060,.071))+\n\t    -0.010;\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Generates a fox using a neural network using PauloFalcao code from https://www.shadertoy.com/view/3lyfzw\nModel trained by PauloFalcao\nMade using Blackle https://www.shadertoy.com/view/wtVyWK\nAnd this wonderful tutorial https://www.youtube.com/watch?v=8pwXpfi-0bU\nUsing Ida Faber model\nhttps://sketchfab.com/3d-models/stylized-fox-92c2a35e54664974b8564c674cc712da\n\nCode - PauloFalcao, Blackle",
				"name": "SDF Neural Fox",
				"outputs": [
					{
						"sdf3d": "paulofalcao_sdf3d_generator_neural_fox($uv)",
						"shortdesc": "SDF3D output",
						"type": "sdf3d"
					}
				],
				"parameters": [],
				"shortdesc": "SDF Neural Fox"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Gen/Neural Fox",
			"type": "shader"
		},
		{
			"display_name": "Neural Standford Bunny",
			"icon_data": 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HTNVNy4pAuxFxZLbOdDPGGmFEDRslBBOjrkauEe9d/QX+6E/+G0FivIl4bllypNlA0oy6KrEodgx0xj2QyvcETJJg44TTp47QbNQp+kNqIpNHIsJMvcGsMSRiMM5iVNkrKxAWGbDWVm6sAR88cWSqGDaG67HCQrNO3Vr6m1s0reX7Bzmfi2XSGWs1ayRWMOmo4K1nf4HNUY3cNHjnvR/gX77jPE/uwXYWsbr2/nGfz5AVgdXVVc6trGBFsUZ5bjag9MqwP8KpIofaXl6q3F8IZAi5sWTWUUSOx7o9dtKS5vw8L3jezTz/OadYnpujMzXDcpywnCQsxxG3z01xotVgwdpqFlEoPgRGoz5FNqDMh/ig1GKDisFbywBY740IqiwuzrKztYsxwrvP/yIDaTGUJu+8/4MMswL56K/9hq6srCACq6urrKysVH1DhbW1Vc6eXeFaOugwKrcWGcEHrC+ZV5gzQkuEOpCI0IgjKAOJMSTW0owjWnHMbL3OS25aph05nry4Tju2bOwMUBH2y5IBsJUX7GvgymhEPNfiseGIr2zt42MDYiizfUIJs/NLdLtdjAlgIK61wUacTmKOGSXa2+V4Uue22XkevufcxBrPraywuraKdI7coIcZ/3/ROINwWzGsonEemLHCjMK0QEsMdWtYaNVpJhERwlSzBgHKUYHDMN9u8fLbj+J+5tXwyT/l8teucOTmBbqPbDAz1cQ7wTUT/uCL32Izy7icjtjwJU/nBbuJIy0KhoM+imGx02Gz26XT6dDtdglACJ66NZx0hhM25rmdRey5+1k5twIIa6uriAgrKysYVTh7dqUyW4Xz51cnfz/b89XVVU7trY/rBIuzglUlEjAItSQijuwY4wv7ac6lzX16w5T94RCxio0NX3h0m4sPfhY+8jaiZovu00NGxESLM0S1Bt94qseRdsJCu8lsYmmL0o4jkryK8C6u8MeVjQ28VnXJQdG1uLhEe77DYGaBJ4qSL6+vXzVe1TG/VUB0B9h7bW0NVWXl7ArGwAMPnD9k8srq6urkeVJvY6Tq5nofMIAZw1BVJYpjrLNs7g1xCM4Y+sMRSeRoTTXY7w84eaTOkxtbyGvez8njHS4/ucnxV9zCpb98gpnZFrf/6s/x6L/6KNuXu8w26oQ4ZugLfD9HtOSpFOY7nYlletWxzy9WZg5c7naxwJ/PLvCfV1YOubhy9uxZEEF+9RO/oQdB68AvGKcUVWVlZYW1tbWJ/f/6W9+ErbcRVcqywPjADDAtwkzsmG/UaEWOQS/FSdUTmG/X2dnZp5lEHOvMcfnyNne+4DS7ezmxTViemSYxQp4VBFXiJMIlEU9v79Gejvmrbz7B7HKLz339EhvBYyPD+ijlke29idYBjgJWhC1gudPh+x9Yq0osgZWxAA7owOVl6dhxnZwiB53pwNWEAatrq5y95yyqcGq/S605Q1mUoB5TBk5ON5BBxpSzdJo15ho1trf7xEZo1WLatZjefp+as9x0fJHLV/botOtARLveYL7dpp0kSAhYIyy/+CRfvvCn3HHXHfzXP3+YNOT0fMlj2z2+VRQEgd5wwF46wM13GIzrie1ul1uc4zUf+sg1DP/fhCBHjh1XBdZWV6teYDiQhh64zMS5PvqWn6Yx1UbVkOcFwXti4MbpOr6f0TaG2XpC01p8VhAZQ7sWMd1I2Nvr44DZVp3YxSRGeOntp+hujygLYWGqzbE7Fvji7/0FtSSh1Yz4+qUtbrhhgXW1XN4fcqU/5Gt5ThRZshDI8hFbezvMzi1hgd3NTd56/Dhv7A2rG5erSpRrf0zcwSHw4OoaCqycvefQ8FB54IHzrKysTBLfTVYwVB3jqGbpD6s3515xroLPeemRMhBRlbBF4aknEQNrMSGQpjmN6ZhjyzN8/bENnImoxzWKooRaHWssvf6AKG5z6uQxnupnEAesE5w1nIwjBnXDzrDExjFmroPVEWVWshBZ/NYWqx/8Nxwm4VlIldXV87i11bXx81CNi4Hzq+cnYGZ1bZWVs1Vs+MRb34xqIDIwzKujPcp+mjNlDV5hVHqcsxhlEpn3+6NxK82iIdDvD9nctCzPT7O7V+BqUhU6kaGROIx6VJVHHnuCW194E195aof9tEAFIiO0R8pIhP0sZ2m6Qewd8/1tbm81KbJykqtXzp27hvnV1VXOXpfu5eO//kk9e/bsRFJ6yDwqIegE+9zS26IISqM1U0Hn3BNCoCkwJYYm0BShYQ0JVABIhNgYIiNM12N8VpBYYb7V4Pk3HeOJy31uPNrBSoTPS9phH3EJX/7aI8QL8+ypZ9eXmBi+9MgVJHZYa8ArDWs4Mt2k44Sti5dpiGW60+Hiu85SdbZkLIgV1sa+f9CSnIS9j/3aJ/Ts2RXWxtGfcbn8v7/6VRRoNZvMzs0xPT3N799/jq3tdRqNKQJSDTVUiYLSAtpGaAANMdSMkCDERkhMJYRYDLONhDLL6Uw1mG81mWk2eO6JJQYjy6CXsjhlGOzt8ehmn0Jzdgn8xcOPs6eBQYACJY4EE5S5xhQMBpxoNWn6QJ6VbITAB+stEFhbXePcuWcCvMNCkM7yMT3oEYzrFUZZDocSzOte9zo+/elP89JazM7OBojioibWVG2yUaFMIbSNUFeoC+PixhBLZQmxCIkxtBKHlCUN5zjZmcGZmJfceoxeaimGOYnm7O7u08tzNkc9Lvb6fG2nj52fp6/KpW6XxU4HB6RbG5zsLDMlQssYAMLZe6818esCwKGmdPX6r3/ikyrj0lUEfv7t76T0gde+9szEJUDZ+Nx/mXwoG6wzLAQXNYgjR1F4TBDmIqGmhjgEagh1I0RULe7YGGrG0JlukA9GxCjtOOa2E4sMUzjW6RAjdI7UuPg3FxmWBX/z+EUe9/CE98j8PI+trzMzhrzLnQ41Efqbm5xaXCQR4amNDf5gauYahldX154V5q+Os56xtoqu1gj33XcvcRyNU59yABAuXLjAerdLt9sFYH9oMChFPgAUFzlyY9gvgUgojaEQYaRKplCIkAUlDYHNXgqxY+g9OUpwluVOnfXtXS49/hjs9qvu8mDA3MIS/RBw8/Nsh8COKt9cX2c7BL6+vs5GCJRzczzlPV+6coWX/fsPsbq6dgjDXE15q6vnJy05nfCmOFV499l7CAcdoBAQEVwU8anf+72JyQTAHJJgXhiMCQz294kbLWIDURyxPQosNx2hUGpJxGiQVx1da6qVm9JTpMp8o8ZIla9c3KCugdtvPMHubgFxVM0iNHBpc4stVXZD4Bvr65TjezCAB0aqDAGjyj//5Q9Xboxy/vx5Vs6tjLOZTvLg6vkqEK6srEzcQO69/71aTyL+7S/9O970pjeRphnpKCVNRxRFzoULF1CFlzRr7G1uTmR7UH1VpwTiGMQ0aMYRsdqJGzSM0k4iQqmoDzjGQVGEhUbMsdk2vZ2UE7NteutdZmNHp93k8aev8GTp+XSe84T3eFWsCIar2Wqh00GB/+V1UqUeoNnrl4K+nSvI7HxHjYC1hn/yfa8hjAGAAg9duIACZ86c4Uu//VscXVxkZ8z0gQA644JkZ2+DEJQ4bhK7iBaBZlTtH0bqacQxFkNZeCIRYoSZmsOUSstaTs+3admIcneHphE2tvb4Rp7zx1NTZGPm7Zit9W4XD/zsGPICV+uVMR1mdvVQhoOqDJ44yczcguqhqHiQ9401BF+Nq07lPcoSnAgOWBoz3T0kDAU2ul0iB9YGnEA7bkPuqRlLI3Y4qSa1jdhRt4Y8LVieamDLQFIGaj5weqHNoLvDdn/Ex3s9tNOZaB7gSrdLa2GBH3/v+WsYPcjzh+HuweuH8f9E8+P0INOzC/r617+ePM9BIPjAhYcuTHzkVgdBLHHYJqktsbO5OdHEAR0I4HBl1u12qSWK8xABkVRbXfGYmVgEq0Ld1WnKiLpCMxiaajmxuMilbpffHQywnc5kuapQ5W/H+4cVWDt7zZ0IsDq2hJVxuXuYVldXJ5cOIL557ZnXko5SQvBjjStnXnuGM2fOcItV0jxQFgVpaFXF0vhxwPiBC8j40T2ULaamFhmUQjy7yF4pxNOLbGfgphfZymCnAGm12EiBqUW6Jcj8PF9fXyf3HjMWrFclAvKtLVSv9iZWV6+avVDNIt77nvto1uOxIA6rhAm6PfiEAPLGH/8Xk0sPXXgIPfShWwyMshJrDUkkNGoNtrpdrAjLnQ5b18UDuBqcut3uRDeLhxoXAmxvbrI8BjN7m5vcsLhIDRhsblIX4ejiIl8rS0aqbHW7NESYNabaIfjhN3Dbbc9lamp6ch4C51bO8f4PPIg1QhxVY7D9QYYc0vba2vWuUG2ac+HChSraH0Q/hWPDPkGFyBrakcFYx87uemUF17WgDoJhp9NhsdOZWMMB8wdWUW1/QKnKUxsbDFSpLSzw8Po639rYQObnWQ+Bx69cga0tlozh+UtLnKoLr7ztNHecPo389m/x+MXHGaXpROAHceD+e88d0m01ebLOsPbgWgX0kMnvSa54w4/9hB5o/zDd0aqzs7NO0pgmwmDFs9vvMT+3WJmbCNvjltOBFRzQ4eB4+Pn11nL4eafTYbvb5aQIp+MYW4/wtTohQGQcU9ayPL9AmQ7YWn+c94c651dXec/9909MK3IWYwxJbHlw7UFK77n7XfdQ+oP54VVaXV2t+Dgcvc6cOTN5nPie76UoDfWkRpbvMkx7zM0tTqL9+sYGc50Oc4fiwPV0WBCH48X1wjp4flSE704Sbl1aolNrcLQ9TdNGRKr4ouRYW1hqTfGi48/hQ1qws7NdTbOdQcY9ymr4qtxztmJcYIJ0zRjuGxHuPXeuwgw/8qM/oQ89dAGA15153cSsQHnqjz83CXjd6/x9sdPBwCQ/m2fR9PXav54OW8MycNxaXhxFLB5fYmeQsVd4yqRGPy9wRqgBy/UaJ2enqY8GbD+1zldXVpifm+Pud91D5CzWGh58cA2hmtP6EAheufe+qjcQxoPfg56HtKZmr7GNM687M/n7oQsPcWM2pFSdoK7DZGASFA+EcL0ArhfeYTq43lSlYwy3HTnCzM4Otx1bxCRNTAS7avjGxjYuFrJCMaOUGWdx/SGJCH/9hjfyHd9xG7VaHWuqibVzdrKiUwalLANBA3Fkueees7znve+r/g1H9ZkCuJ4OAuNNecrswgKBygUOC+F6S3g2Zq+njXFADFSbYTdYyylrOWKE599whCSu4yPLxZ0dvjlM2XcxFzc2mB9bXgC+Mj3Nc57zHF784jv42Ec/hjHV6o2zhvPnz2OtwZpqc3SUFagq99xzFgUeeOABIFwVwJkzZ665wYceeqhiXxlXUIGgyrFjxxgMBmxvbQNwSkuiQ0I4EMi3s4CDGHKAJ7wq08Zw+9ISbmuL77r5BmaiBqOtberTCf9jN+ehS5e47D2pKn58pojg2m1e8fLv5ktf+hLWWowR7LgvcID01tYqd3jH3e8CKhcIQce/A+Yg6F1PZ86cmbTE7rzzTl74whdx63NurebzCLOzs0RlxtPec9F7HvWeZH6e2U5nMrA4DIqUqxi+pEqFfrxj1AuB3RDYUuXR/ZxHtzf5xtYOf7Wb86u9Ht8qS/qqhPEK3gFzzloWOx1+9i1vxo6ZP3h9UuLfew4xMl7hgSR2k89XQfCNP/5tXeDChQu86lXfw3CYMhwOSdOU0WhE2d8jzzKKomBnZ4fZ2dlnfPZkkrDf7VaRdyyAoMpcp9oXDsBmtzuxGIATi4t0jCHb2iKZn+cL1l5z5lNPPTVh8NWvfjVHT5/m6JElFhYWaDabVWSnQsDWGjQo51dXESMM0wKRavhTlH68z+SRN73lrdrr9a7JkwdZQRXuuusuiqIgTVPCYJ88zynLkqIo+OY3vwnA0vIyeZY9I9ce0LcT0gElzrE7rjFKYHZpiTiOx8wInU6HmZkZZmdn+cxnPsNb3vIWjkxNUTt2lFajjnWmKuBMBXAOpt0PPrhGUQbKMuBDtV7nx8Hv3LkVFL0mJ64HAAAC3ElEQVTWAiaMM665x6/cdderkNFwwvznP//5ZzB7yy23MBqNGKYpRZ5PGL+enk0Qh98nIhw/fhyAWr3OkcVFlhYXWVpa4pOf/CROhLoxvOt8VQ1OL85Xi9tBxzGgQnpnV86ytraG94Esr9ZyggaMGIqynPQ/5d7736e/9Eu/OJ4I6dWmoVwrhNe86pV89g//EK5jvHp/de3FL34xWZbxla98ZdJ6OmDqMN10000YUw1SH37kkWecKSK89KUv5cTcHEcWF5lZWODDH/4w1hj2D733oARuzc8B1bbpz7/zbhq1mCSyRM6iKO8+ex+MN9qMCKUPoKGylA//h48pMFmEmPTMxjMxVeVH/tnryIuC3//Up56hvcM3/YY3vIF6vc7HP/7xa845ENLV4HN48vhMsiJMWctb3vxmmlNT/OsPfhAnwva3cbFf/uhHUFV+9q1vBypXaDYSYlcB3bIMVSygSpFZ4bn7Xe+q1uQqrq9l5GoKqSQclZVJ3/mylz1jsnJAD7zvfXjvKcqSlZUVHnz/+yshHhIAwE/+5E9ircVFER/+lV+5XookQNMYSmDh2DGMtWRA+m2YF+AdP/UzxPNzOGcoS0+1/RpQNRhrsBbuPXcOHwJrq2u8/Z13E4JSiy3yKx/52OTkg6rq6lQVIp8/40sPC2HtWbotUN3AuXPnrmG+Ck7VGMwYg7GW+++rzNNAxbwIGXDf+fOUXNXNtxO8BT64ukrcmWeY5tz9rndXadBZGrWo2lkAfKjmlOfPn0eBt7/j7orH6wVwffsofhYB/F3o7MrKtxXSAQnw3pUV6lKtrwxVuXY0c+15h+kDq6vEIrj5ufHyVIFX5b57z1GvxZUSnaXwnnP3vgcjQl76ceAMlQucO7dyfRyaUG7ja4Tw/6P9vysZ4MG1NWIgh2t6DdfT2njAefDdhsoKglZLk2IgMZZf+MD7uf/++yjGfc3z58+P/+miAnJ+PAb/P1p5N7LXO3mwAAAAAElFTkSuQmCC",
			"name": "SDF_Neural_Stanford_Bunny",
			"parameters": {

			},
			"shader_model": {
				"code": "",
				"global": "//code from blackle https://www.shadertoy.com/view/wtVyWK\n\nfloat blackle_sdf3d_generator_neural_stanford_bunny(vec3 p) {\n   p.xyz=vec3(-p.x,-p.z,p.y);\n   //sdf is undefined outside the unit sphere, uncomment to witness the abominations\n    if (length(p) > 1.) {\n        return length(p)-.8;\n    }\n    //neural networks can be really compact... when they want to be\n    vec4 f00=sin(p.y*vec4(-3.02,1.95,-3.42,-.60)+p.z*vec4(3.08,.85,-2.25,-.24)-p.x*vec4(-.29,1.16,-3.74,2.89)+vec4(-.71,4.50,-3.24,-3.50));\n    vec4 f01=sin(p.y*vec4(-.40,-3.61,3.23,-.14)+p.z*vec4(-.36,3.64,-3.91,2.66)-p.x*vec4(2.90,-.54,-2.75,2.71)+vec4(7.02,-5.41,-1.12,-7.41));\n    vec4 f02=sin(p.y*vec4(-1.77,-1.28,-4.29,-3.20)+p.z*vec4(-3.49,-2.81,-.64,2.79)-p.x*vec4(3.15,2.14,-3.85,1.83)+vec4(-2.07,4.49,5.33,-2.17));\n    vec4 f03=sin(p.y*vec4(-.49,.68,3.05,.42)+p.z*vec4(-2.87,.78,3.78,-3.41)-p.x*vec4(-2.65,.33,.07,-.64)+vec4(-3.24,-5.90,1.14,-4.71));\n    vec4 f10=sin(mat4(vec4(-.34,.06,-.59,-.76),vec4(.10,-.19,-.12,.44),vec4(.64,-.02,-.26,.15),vec4(-.16,.21,.91,.15))*f00+\n        mat4(vec4(.01,.54,-.77,.11),vec4(.06,-.14,.43,.51),vec4(-.18,.08,.39,.20),vec4(.33,-.49,-.10,.19))*f01+\n        mat4(vec4(.27,.22,.43,.53),vec4(.18,-.17,.23,-.64),vec4(-.14,.02,-.10,.16),vec4(-.13,-.06,-.04,-.36))*f02+\n        mat4(vec4(-.13,.29,-.29,.08),vec4(1.13,.02,-.83,.32),vec4(-.32,.04,-.31,-.16),vec4(.14,-.03,-.20,.39))*f03+\n        vec4(.73,-4.28,-1.56,-1.80))/1.0+f00;\n    vec4 f11=sin(mat4(vec4(-1.11,.55,-.12,-1.00),vec4(.16,.15,-.30,.31),vec4(-.01,.01,.31,-.42),vec4(-.29,.38,-.04,.71))*f00+\n        mat4(vec4(.96,-.02,.86,.52),vec4(-.14,.60,.44,.43),vec4(.02,-.15,-.49,-.05),vec4(-.06,-.25,-.03,-.22))*f01+\n        mat4(vec4(.52,.44,-.05,-.11),vec4(-.56,-.10,-.61,-.40),vec4(-.04,.55,.32,-.07),vec4(-.02,.28,.26,-.49))*f02+\n        mat4(vec4(.02,-.32,.06,-.17),vec4(-.59,.00,-.24,.60),vec4(-.06,.13,-.21,-.27),vec4(-.12,-.14,.58,-.55))*f03+\n        vec4(-2.24,-3.48,-.80,1.41))/1.0+f01;\n    vec4 f12=sin(mat4(vec4(.44,-.06,-.79,-.46),vec4(.05,-.60,.30,.36),vec4(.35,.12,.02,.12),vec4(.40,-.26,.63,-.21))*f00+\n        mat4(vec4(-.48,.43,-.73,-.40),vec4(.11,-.01,.71,.05),vec4(-.25,.25,-.28,-.20),vec4(.32,-.02,-.84,.16))*f01+\n        mat4(vec4(.39,-.07,.90,.36),vec4(-.38,-.27,-1.86,-.39),vec4(.48,-.20,-.05,.10),vec4(-.00,-.21,.29,.63))*f02+\n        mat4(vec4(.46,-.32,.06,.09),vec4(.72,-.47,.81,.78),vec4(.90,.02,-.21,.08),vec4(-.16,.22,.32,-.13))*f03+\n        vec4(3.38,1.20,.84,1.41))/1.0+f02;\n    vec4 f13=sin(mat4(vec4(-.41,-.24,-.71,-.25),vec4(-.24,-.75,-.09,.02),vec4(-.27,-.42,.02,.03),vec4(-.01,.51,-.12,-1.24))*f00+\n        mat4(vec4(.64,.31,-1.36,.61),vec4(-.34,.11,.14,.79),vec4(.22,-.16,-.29,-.70),vec4(.02,-.37,.49,.39))*f01+\n        mat4(vec4(.79,.47,.54,-.47),vec4(-1.13,-.35,-1.03,-.22),vec4(-.67,-.26,.10,.21),vec4(-.07,-.73,-.11,.72))*f02+\n        mat4(vec4(.43,-.23,.13,.09),vec4(1.38,-.63,1.57,-.20),vec4(.39,-.14,.42,.13),vec4(-.57,-.08,-.21,.21))*f03+\n        vec4(-.34,-3.28,.43,-.52))/1.0+f03;\n    f00=sin(mat4(vec4(-.72,.23,-.89,.52),vec4(.38,.19,-.16,-.88),vec4(.26,-.37,.09,.63),vec4(.29,-.72,.30,-.95))*f10+\n        mat4(vec4(-.22,-.51,-.42,-.73),vec4(-.32,.00,-1.03,1.17),vec4(-.20,-.03,-.13,-.16),vec4(-.41,.09,.36,-.84))*f11+\n        mat4(vec4(-.21,.01,.33,.47),vec4(.05,.20,-.44,-1.04),vec4(.13,.12,-.13,.31),vec4(.01,-.34,.41,-.34))*f12+\n        mat4(vec4(-.13,-.06,-.39,-.22),vec4(.48,.25,.24,-.97),vec4(-.34,.14,.42,-.00),vec4(-.44,.05,.09,-.95))*f13+\n        vec4(.48,.87,-.87,-2.06))/1.4+f10;\n    f01=sin(mat4(vec4(-.27,.29,-.21,.15),vec4(.34,-.23,.85,-.09),vec4(-1.15,-.24,-.05,-.25),vec4(-.12,-.73,-.17,-.37))*f10+\n        mat4(vec4(-1.11,.35,-.93,-.06),vec4(-.79,-.03,-.46,-.37),vec4(.60,-.37,-.14,.45),vec4(-.03,-.21,.02,.59))*f11+\n        mat4(vec4(-.92,-.17,-.58,-.18),vec4(.58,.60,.83,-1.04),vec4(-.80,-.16,.23,-.11),vec4(.08,.16,.76,.61))*f12+\n        mat4(vec4(.29,.45,.30,.39),vec4(-.91,.66,-.35,-.35),vec4(.21,.16,-.54,-.63),vec4(1.10,-.38,.20,.15))*f13+\n        vec4(-1.72,-.14,1.92,2.08))/1.4+f11;\n    f02=sin(mat4(vec4(1.00,.66,1.30,-.51),vec4(.88,.25,-.67,.03),vec4(-.68,-.08,-.12,-.14),vec4(.46,1.15,.38,-.10))*f10+\n        mat4(vec4(.51,-.57,.41,-.09),vec4(.68,-.50,-.04,-1.01),vec4(.20,.44,-.60,.46),vec4(-.09,-.37,-1.30,.04))*f11+\n        mat4(vec4(.14,.29,-.45,-.06),vec4(-.65,.33,-.37,-.95),vec4(.71,-.07,1.00,-.60),vec4(-1.68,-.20,-.00,-.70))*f12+\n        mat4(vec4(-.31,.69,.56,.13),vec4(.95,.36,.56,.59),vec4(-.63,.52,-.30,.17),vec4(1.23,.72,.95,.75))*f13+\n        vec4(-.90,-3.26,-.44,-3.11))/1.4+f12;\n    f03=sin(mat4(vec4(.51,-.98,-.28,.16),vec4(-.22,-.17,-1.03,.22),vec4(.70,-.15,.12,.43),vec4(.78,.67,-.85,-.25))*f10+\n        mat4(vec4(.81,.60,-.89,.61),vec4(-1.03,-.33,.60,-.11),vec4(-.06,.01,-.02,-.44),vec4(.73,.69,1.02,.62))*f11+\n        mat4(vec4(-.10,.52,.80,-.65),vec4(.40,-.75,.47,1.56),vec4(.03,.05,.08,.31),vec4(-.03,.22,-1.63,.07))*f12+\n        mat4(vec4(-.18,-.07,-1.22,.48),vec4(-.01,.56,.07,.15),vec4(.24,.25,-.09,-.54),vec4(.23,-.08,.20,.36))*f13+\n        vec4(-1.11,-4.28,1.02,-.23))/1.4+f13;\n    return dot(f00,vec4(.09,.12,-.07,-.03))+dot(f01,vec4(-.04,.07,-.08,.05))+\n        dot(f02,vec4(-.01,.06,-.02,.07))+dot(f03,vec4(-.05,.07,.03,.04))-0.16;\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Generates a stanford bunny using a neural network using Blackle code from https://www.shadertoy.com/view/wtVyWK\n\nCode - Blackle",
				"name": "SDF Neural Stanford Bunny",
				"outputs": [
					{
						"sdf3d": "blackle_sdf3d_generator_neural_stanford_bunny($uv)",
						"shortdesc": "SDF3D output",
						"type": "sdf3d"
					}
				],
				"parameters": [],
				"shortdesc": "SDF Neural Stanford Bunny"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Gen/Neural Standford Bunny",
			"type": "shader"
		},
		{
			"display_name": "Octahedron",
			"icon_data": 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",
			"name": "SDF_Octahedron",
			"parameters": {
				"r": 0.5,
				"x": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "float iq_sdOctahedron( vec3 p, float s){\n  p = abs(p);\n  float m = p.x+p.y+p.z-s;\n  vec3 q;\n       if( 3.0*p.x < m ) q = p.xyz;\n  else if( 3.0*p.y < m ) q = p.yzx;\n  else if( 3.0*p.z < m ) q = p.zxy;\n  else return m*0.57735027;\n    \n  float k = clamp(0.5*(q.z-q.y+s),0.0,s); \n  return length(vec3(q.x,q.y-s+k,q.z-k)); \n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Generates a Octahedron as a signed distance function\nCode from www.iquilezles.org/www/articles/distfunctions/distfunctions.htm\n\nCode - IQ",
				"name": "SDF Octahedron",
				"outputs": [
					{
						"sdf3d": "iq_sdOctahedron($uv,$r)-$x",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "Radius1.r",
						"default": 0.5,
						"label": "Size",
						"longdesc": "The size of the Octahedron",
						"max": 1.0,
						"min": 0.0,
						"name": "r",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Rounding",
						"longdesc": "Roundness of the object",
						"max": 1.0,
						"min": 0.0,
						"name": "x",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Octahedron"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Gen/Octahedron",
			"type": "shader"
		},
		{
			"display_name": "QuadPyramid",
			"icon_data": 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zSGvmY3ZcKJNejXhr2MGeAgQqb9BUAU3Zk1ZjmlMr4WqQXLvb1/y6W4QeMpcxCd0JeCv2qciYV1USMqLP19fyWHuXc6t+8n6GH/ndpfSh9E0FY3WPjLuufdD0DurcVq2GuvopNZlQOxEpup/izlFCXwGbzeepSa4IvlJ5mxxcSb0yd5o505D/9czrrMWtC1Wes+dtgcjgVTfYrrUrdcDD+WuTMDPF3Yc7Wp9ZvVh5R4itEvvGeqSY72KRvStd+pDnYOruuUG17crddolNX6xug9mOd1RtZqHbVFUV/OIfIJtfHZ5on52cq+Xe4REdBJfi4mLHTAW4TSKpBMl1Hd7+IkL0/38GCxJSvGyNAAAAAElFTkSuQmCC",
			"name": "SDF_QuadPyramid",
			"parameters": {
				"h": 1.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "//by IQ https://iquilezles.org/articles/distfunctions/\nfloat sdPyramid( vec3 p, float h ){\n  float m2 = h*h + 0.25;\n    \n  p.xz = abs(p.xz);\n  p.xz = (p.z>p.x) ? p.zx : p.xz;\n  p.xz -= 0.5;\n\n  vec3 q = vec3( p.z, h*p.y - 0.5*p.x, h*p.x + 0.5*p.y);\n   \n  float s = max(-q.x,0.0);\n  float t = clamp( (q.y-0.5*p.z)/(m2+0.25), 0.0, 1.0 );\n    \n  float a = m2*(q.x+s)*(q.x+s) + q.y*q.y;\n  float b = m2*(q.x+0.5*t)*(q.x+0.5*t) + (q.y-m2*t)*(q.y-m2*t);\n    \n  float d2 = min(q.y,-q.x*m2-q.y*0.5) > 0.0 ? 0.0 : min(a,b);\n    \n  return sqrt( (d2+q.z*q.z)/m2 ) * sign(max(q.z,-p.y));\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Generates a quadrangular pyramid\n\nCode - IQ",
				"name": "SDF QuadPyramid",
				"outputs": [
					{
						"longdesc": "Shows the rounded box",
						"sdf3d": "sdPyramid($uv,$h)",
						"shortdesc": "Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Height",
						"longdesc": "The radius of the rounded box",
						"max": 10.0,
						"min": 0.0,
						"name": "h",
						"shortdesc": "Radius",
						"step": 0.0001,
						"type": "float"
					}
				],
				"shortdesc": "QuadPyramid"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Gen/QuadPyramid",
			"type": "shader"
		},
		{
			"display_name": "Simplex Noise",
			"icon_data": 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",
			"name": "SDF_Simplex_Noise",
			"parameters": {
				"Correction": 2.0,
				"Distance": 0.0,
				"scale": 1.0,
				"scale_x": 1.0,
				"scale_y": 1.0,
				"scale_z": 1.0,
				"translate_x": 0.0,
				"translate_y": 0.0,
				"translate_z": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "// https://www.shadertoy.com/view/XsX3zB\n//\n// The MIT License\n// Copyright © 2013 Nikita Miropolskiy\n// \n// ( license has been changed from CCA-NC-SA 3.0 to MIT\n//\n//   but thanks for attributing your source code when deriving from this sample \n//   with a following link: https://www.shadertoy.com/view/XsX3zB )\n//\n//\n// if you're looking for procedural noise implementation examples you might \n// also want to look at the following shaders:\n// \n// Noise Lab shader by candycat: https://www.shadertoy.com/view/4sc3z2\n//\n// Noise shaders by iq:\n//     Value    Noise 2D, Derivatives: https://www.shadertoy.com/view/4dXBRH\n//     Gradient Noise 2D, Derivatives: https://www.shadertoy.com/view/XdXBRH\n//     Value    Noise 3D, Derivatives: https://www.shadertoy.com/view/XsXfRH\n//     Gradient Noise 3D, Derivatives: https://www.shadertoy.com/view/4dffRH\n//     Value    Noise 2D             : https://www.shadertoy.com/view/lsf3WH\n//     Value    Noise 3D             : https://www.shadertoy.com/view/4sfGzS\n//     Gradient Noise 2D             : https://www.shadertoy.com/view/XdXGW8\n//     Gradient Noise 3D             : https://www.shadertoy.com/view/Xsl3Dl\n//     Simplex  Noise 2D             : https://www.shadertoy.com/view/Msf3WH\n//     Voronoise: https://www.shadertoy.com/view/Xd23Dh\n//\n//\n//\n\n// discontinuous pseudorandom uniformly distributed in [-0.5, +0.5]^3 */\nvec3 XsX3zB_random3(vec3 c) {\n\tfloat j = 4096.0*sin(dot(c,vec3(17.0, 59.4, 15.0)));\n\tvec3 r;\n\tr.z = fract(512.0*j);\n\tj *= .125;\n\tr.x = fract(512.0*j);\n\tj *= .125;\n\tr.y = fract(512.0*j);\n\treturn r-0.5;\n}\n\n// skew constants for 3d simplex functions\nconst float XsX3zB_F3 =  0.3333333;\nconst float XsX3zB_G3 =  0.1666667;\n\n// 3d simplex noise\nfloat XsX3zB_simplex3d(vec3 p) {\n\t // 1. find current tetrahedron T and it's four vertices\n\t // s, s+i1, s+i2, s+1.0 - absolute skewed (integer) coordinates of T vertices\n\t // x, x1, x2, x3 - unskewed coordinates of p relative to each of T vertices\n\t \n\t // calculate s and x\n\t vec3 s = floor(p + dot(p, vec3(XsX3zB_F3)));\n\t vec3 x = p - s + dot(s, vec3(XsX3zB_G3));\n\t \n\t // calculate i1 and i2\n\t vec3 e = step(vec3(0.0), x - x.yzx);\n\t vec3 i1 = e*(1.0 - e.zxy);\n\t vec3 i2 = 1.0 - e.zxy*(1.0 - e);\n\t \t\n\t // x1, x2, x3\n\t vec3 x1 = x - i1 + XsX3zB_G3;\n\t vec3 x2 = x - i2 + 2.0*XsX3zB_G3;\n\t vec3 x3 = x - 1.0 + 3.0*XsX3zB_G3;\n\t \n\t // 2. find four surflets and store them in d\n\t vec4 w, d;\n\t \n\t // calculate surflet weights\n\t w.x = dot(x, x);\n\t w.y = dot(x1, x1);\n\t w.z = dot(x2, x2);\n\t w.w = dot(x3, x3);\n\t \n\t // w fades from 0.6 at the center of the surflet to 0.0 at the margin\n\t w = max(0.6 - w, 0.0);\n\t \n\t // calculate surflet components\n\t d.x = dot(XsX3zB_random3(s), x);\n\t d.y = dot(XsX3zB_random3(s + i1), x1);\n\t d.z = dot(XsX3zB_random3(s + i2), x2);\n\t d.w = dot(XsX3zB_random3(s + 1.0), x3);\n\t \n\t // multiply d by w^4\n\t w *= w;\n\t w *= w;\n\t d *= w;\n\t \n\t // 3. return the sum of the four surflets\n\t return dot(d, vec4(52.0));\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Makes a non periodic noise using nikat code from https://www.shadertoy.com/view/XsX3zB\n\nCode - Nikat",
				"name": "SDF Simplex Noise",
				"outputs": [
					{
						"sdf3d": "(XsX3zB_simplex3d(($uv.xyz+vec3($translate_x,$translate_y,$translate_z))*vec3($scale_x,$scale_y,$scale_z)*$scale))/(1.0+$Correction*$scale)-$Distance",
						"shortdesc": "TEX3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 8.0,
						"label": "Scale",
						"longdesc": "Noise scale",
						"max": 32.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale X",
						"longdesc": "Noise X scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale Y",
						"longdesc": "Noise Y scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale Z",
						"longdesc": "Noise Z scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Translate X",
						"longdesc": "Noise X Translation",
						"max": 100.0,
						"min": 0.0,
						"name": "translate_x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Translate Y",
						"longdesc": "Noise Y Translation",
						"max": 100.0,
						"min": 0.0,
						"name": "translate_y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Translate Z",
						"longdesc": "Noise Z Translation",
						"max": 100.0,
						"min": 0.0,
						"name": "translate_z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Distance",
						"longdesc": "Distance to surface",
						"max": 0.5,
						"min": -0.5,
						"name": "Distance",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 2.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 10.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Simplex Noise"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Gen/Simplex Noise",
			"type": "shader"
		},
		{
			"display_name": "Checkerboard",
			"icon_data": 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",
			"name": "SDF_Checkerboard",
			"parameters": {
				"AA": 0.0,
				"Position": -1.0,
				"Size": 10.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "float Simple_AAcheckedboard2D(vec2 p) {\n    p*=2.0;\n\tvec2 w=max(abs(dFdx(p)),abs(dFdy(p)))+1e-5;\n\tif (max(w.x,w.y)>1.0) {\n\t\treturn mod(floor(p.x)+floor(p.y),2.0);\n\t}\n\tvec2 i=((1.-abs(2.*fract((p+.5*w)/2.)-1.))-(1.-abs(2.*fract((p-.5*w)/2.)-1.)))/w;\n\treturn .5-.5*i.x*i.y;\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "",
				"name": "SDF Checkerboard",
				"outputs": [
					{
						"sdf3d": "max($uv.y-$Position,length(vec3($uv.x,$uv.y+$Position,$uv.z))-$Size)",
						"type": "sdf3d"
					},
					{
						"tex3d": "vec3($AA)*0.9+0.1",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Position",
						"max": 2.0,
						"min": -5.0,
						"name": "Position",
						"step": 0.1,
						"type": "float"
					},
					{
						"control": "None",
						"default": 10.0,
						"label": "Size",
						"max": 30.0,
						"min": 1.0,
						"name": "Size",
						"step": 1.0,
						"type": "float"
					},
					{
						"default": 1.0,
						"label": "AA",
						"name": "AA",
						"shortdesc": "Anti-Aliasing",
						"type": "enum",
						"values": [
							{
								"name": "No",
								"value": "mod(floor($uv.x*2.0)+floor($uv.z*2.0),2.0)"
							},
							{
								"name": "Yes",
								"value": "Simple_AAcheckedboard2D($uv.xz)"
							}
						]
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Gen/Checkerboard",
			"type": "shader"
		},
		{
			"display_name": "Transform",
			"icon_data": 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",
			"name": "SDF_Transform",
			"parameters": {
				"RotateX": 0.0,
				"RotateY": 0.0,
				"RotateZ": 0.0,
				"TranslateX": 0.0,
				"TranslateY": 0.0,
				"TranslateZ": 0.0,
				"scale": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float o_$name_uv=$in(SDFTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale);\n\n",
				"global": "vec3 SDFTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "V4->V4 Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Translates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
				"name": "SDF Transform",
				"outputs": [
					{
						"sdf3d": "o_$name_uv*$scale",
						"shortdesc": "V4->V4 Ouput",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "S",
						"max": 4.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "X",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Y",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rx",
						"longdesc": "The rotation around the X axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateX",
						"shortdesc": "Rotate.x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Ry",
						"longdesc": "The rotation around the Y axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateY",
						"shortdesc": "Rotate.y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rz",
						"longdesc": "The rotation around the Z axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateZ",
						"shortdesc": "Rotate.z",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Transform"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Transform",
			"type": "shader"
		},
		{
			"display_name": "Multi Transform",
			"icon_data": 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USNdDnHULgV1BbR6+ohvfueAgiuMjyGayKPI9JNjUjPYIyYcjNEYU3dEO9Ogli2+pXU0F9FQm8JVV0/jCOW5EVJ2quqOHAdKASGlNuLt2VuijEfq4bnzmHAf/+3do5sybmEmmGelDxCDswcFBDH6ZGPwyvvxlFxEOQB8bHr2yt+5dj9S8tDa/PZIyiOAZRyRPBG/6SHfLOeMI5Q6hwqmRTmf4UuYg1NKGX10VRRuP0l2dMkQYXe3N3DZt9ATzWB6cxW3nJrGOb42a8+BPhyJNAWYBWuPuERv6qf5rL1jIVWysjqYw2RaDIkOwZcEqT1p6E1QqoWVROZvG2p8BMZK87kkcF+KGaM3D0vFD0aDI0cM94zSmqvMb84FLgO9cWkBz/nWU+Kr78MU58CsFrOYwWsNRTocwujtpCH576OJHmM5QBd1WCl/aPYmvPJ2HSKpPETdGcKAstCgWqzbE7V9ffAuRri70ZuMsV4gq3wW4qPT3b0J/f7/B3afvRqVUMHs9fD8ZXQ2avAAADN1JREFUQfCJTpgVGVV6qfJ+PHCxvzQ/rzbfueAQZt7ai/FEBqkc53ygBaG2DkZDBFoguzs70NXegk88HkC1XEKGb5u37p7AtmeLpjPL0kIIszhez10iVwE+dgYnRyFpHDm25I9QdRyiClvHRoCVcH/tbWF2WsDBN+LwvBZjFHiQdwWvrNTTq6e+xVCRIEivjtNjiBF6Ytyn6+XXcJH8s3+cxav7n8Ts2Ct8n88gW3KApnZGQydaOcaPPRFGmG+boeZmjh50WpF/dJnC4M+n8dVnCrBsG7As3LvfMm3zqWMId3aa5zqMeEFRYQ8Nav4P0hoOw6iKK/+tgikuEtcy/MFfjOSZzLvkJUFCkVbqQfoxkvMguYiZOc8pY1IfadV7uvWUz1Q/t70ew9pfBJGffZ2fvUahQ1W+YiHQEkZHtJuf6NqhA1Qbzw7BYNCMv5Bj1MxO4yu/zuIuHqTA3w8O2XxBS5jQ/0jfg9i0aZNBP1N7kwn9TXA4Fbbe9EnuvWVc9TjM3NcgRPA41AiITKN3PcPwucddCv13mkbX7T6uGT7yd3H8t/tH+FewN5DIlnHpD8uwg01o5bYZ5oLd2taOMHeNFp4dAjxEOXxLTfMPJV/9gzz+5n0W7MIYfnJgFvpprWAsKcutfwtsnn5MQbfpiXHMchUWcRERccn9EAl/WXnpKn0niLz61hQSPI+rnaLEgFGi5/qherW7+qfAy/ueQHF0L/8GUeBuUUFzC6Mg0ol2nh3aaAh9iQqFQvjXP7fRzM/gPU0lOLlp41D1MzQ0CDfqh0jd4SKoxJjE3KTjnvfpZXlX0MPr8IW3CJhBU1fRYAbNvCfzUukZMLTNA2o3v7dVLwPVqo5L1LeEp7GPhz4awdGXnkBl+jVjCMBCSyvXhGgXF8owfvWJdliBJjKzuZ4V8Ucr3gf9rhl+gq/Am2sYkIgGYOgrLD79iYuR4ldXI224vVsPq9lCJGQIP1npeZBc8MonS2Vkr16OefBPLH57OIBSqWhOlHYgaKZFNRRBtsK1o2rDDrUCqddhfvQxVzqT1c19G2RI6AVBAnnZpPSyUg3cgx4uL3hlL5XnBBPS9I76UF6Q3INpu0B41+WMHE0vtT8hTjCuY6/sRnXstyYavndZEYmCg2pzBDJEZvp1HD42hvVD32ZEGAu4Ke+6uFeIKvD0dTGz7cmyrmTh+0IeXlgT/II8hxPpNMpPFG1+uYzqbyfDDZ2bwigNsf/5n+HlF57CgVd+jWL2CHKBVpSrfB3ikVkLfbWeOnCYpwEsfP8PD8kYeOJTMTNoedf/AOX9xJUXJH830ODl1RPpioBXp2dLX/BkC6WNRvB0ruMu0tQbw5E08NSLcfySUN0gX/TcBZCLHw9BrjEc2Jv5uTgUAFdU1A8/jeGrh4lAI6SnAevgUg/lhcKc4a0ppOhq7MOUGdrmGbVUA1a/aqN+Tco+JPNDel47zyHqb9te4IEXgR9x6u+ZAOIdFykE6HElDgY57el/FbgNshc95BBPfrIei+ZSXjCFk9z0YL8HG1Ub6xo921heqL2e0Sj3yjKI8iIuiItXVtpz5kUmujn7zVG/n5/8B/q5A1DAC/btG/8Gp50WQ6kqdfcA5Obcu4wguKXj7x5BpcLxGsdLRNrD8bWuRJ5VziOvVJCsEd74RF5GUL3ySgURFpR3IerMMbGleIjhpTc/iha83mmw/kZ+I/jz0vG8pbyggQvKC6r3Q1NMhPwwstpUkZFUFge1l55Sr9xzxkWYT5y1JM0lgFHBDO+2Gt3yasx88GS12QnUgQf//DN53xxXWYNohOa60ChX2SPoXzdMnk7Q8/3QGPxlLy+jCV5ZHKQrSKayyCs/ZBa/IShVuQ7ylyFsCbyGjR5TXSOkIzTKG8saoNAoP1FZ4S149V7eG5sn96dat27/IBc5OkVyEZ+vT5b0Mlc7VRsjyBCCEfBmpoC8xby5RE4whf+Em4wgeF0pCjxynsyfnqzOr6f84vfEkCkBnz4HuP6SGFYvBlYvAhLOUlT45/mqTrlUdM2gdd/NUVQ3hokACRSaSj3ICIJXXijVYP3kPJ13K/P0F0r9z57vVVf7nv/KF6NDcaRpgNkCMJVz5S8HV/NoXDbQ3zCFaoUrvOKd/HlR0b0zA7MGKLMQDMEnF6qZL1uIsKehwXvw5rpC9aSoLXKKTE9P/Xn93HR6HC+TfO+yGEYOxBFZGuP3PmnMwSFhRYEMUGY0lMsVVPmarMOAS9+91yNAoXkcfGd7f51WXm9g3qBEzoMnUzo3pLmcFs+50vycdhy/RGXBL1tyagz8LIAUvZ+g9yfzbu2xnkuxctVK8OWwBgtaAhQBMkKFf9E2hmBE0D7QzxjAG7gEHhq9qrLg1Z8o9Yduo46/TqQEv05jubFOEfEvfx0z3u+h9/e9Fkf7kphRO9Z7GWBZvCysWrnKgCVTtiyTYwQ4XBsqBpdffjmu+uurYG+64+H6x4J3QxC+X6OHPYJKBZ/qCbMnI93YSOP76ENxeKHfwdB/+WDcqLkUa3cRJlYxGgRmaQgYqHzOinNw4OABvPrqq+5RWEb4xqNPQb81/CDphYfKC+HdDtpvBH++sc9325/X7vY9wLdfAr7+i7j5xj8q79cqTWLxbsAb2a9cxU/DShkZgFX/l5xN0gBaCwQAm7Y9ZKLhp/vi6FvuWpbi+uUfqPJ+Uv58vQEzkgvMzrsadx1VysOC8o2QYxRxWnu8VPllv3+ZpjnVaySY02XxJuwf2Q/BIu39+0cgMAsDgAZgc+2QekMaHBxCJXwWHi19BLPhGLZcSI13uBYi19ikcTfxFlQZQVjDqBMpD6bMk6HqPKhPEZaO8koFDl/FWlIzApN9IyMYIUxl/WYxZ2E/5QY0iC3S+kiobWMOwDff/F38/a/i+MueOG48Le4ekRsG5RHRwMzOUNu+6nKv7NtNpMdRvOPlN5ryeoa/kcofXHONKyJhWUDJyMg+Enf/s4DKZhtwtXx31xBgGNj6i5CZ80ZbsTCHFyOX4aH8ZUhHYmZq4B1+C4XvyWQxGkjkTtZtxYzL1TAed7NY9nuX1nJScEiaHt83IjvMyUmMF2WuzkLG4DboQO/IrvfZ1rRgA1+6840zWQHIe40DbiSosmAanOT2bnTUXHv+t66MYU04js9+mMddHnV13PXCW6ngktO41coPV8Z7Taic4BZtEdfpaIAfCtxO3Apz9xmh1HoGioTkMoTSk0EEhZPpqO5ka4j2/Je4zSWLQMcpMTz7irswv9K0GitX8sDDDlYxnQtoMKjnyKH+o0xc6mVlKGPCCOCdlTKEOx04BWplqbigjIEkQ51y9sVs4EaD3sZM4QQ3s1NcsnCl6rwaGUHwykq/zsfkynDP+jTAHpLnAQ6h1dfUyUtP45MxBLKHgcaK43/iOF/q8O8CIuuT1iNB8kawY5mi0Hy6WRRfSwB3/qGvsS87j+AJjCB1rQNKBb8RFvO4+yK930XPT/Ooqxce6bhRKtou5H1XDmMYYwhP0JC6umo3V+FGAInJuwI5w0SCZIIEbCPrSW7A6XLfQ4/jd9c/jn/eE8c1S+K4nx6b6/b4nAwiqMZLlW+EjKAVXic8nfVneNZX6MtQodVXz1N3Cc0TmYKMsHLlCpM/7kYurhHdGtsjLc8KKot3Pz8cirRk/fwDqvm0pMZ1MEPjXLjpMTzxNvAED0/bL3I7PSnBk0SDWouo0k2/Af5pJoZHDgC/GQVGey4x0S3SHmAkcH8Surn63TUCxylChHKm0mTMjVOAFR5ppSIsDPHTsZQNcWWkR6jOhWtH2gB/cftjOP2Gx/D/98Zx7dJ4/b/VxBvODSqv4aHHg8qCuhdxQQuntjtFgeTKKz0hRFw4gYIbDe6CqRFr7EZV/Dl4RoCKEgtwv5TwREiu1HdYHqSCtFlkzpUzw8YymCtVvYP3b/wJvjXqvp01bpdsgUbZcWX+UcNPWHkZ4kNr5oe++jKoEa8lRlS/uUOqD2/lipUQVC+mgiq5Boik+9FwyCNeZyl11yjqz4jNzZTcyob7+sFv4N7v/sRI39V2yQ8ujYYQadMBb+/5vUt4P8ElJ9Sq6kaQTKiPU2Odw8oVK3yGAOwhfjWt9cHEU2S24RoyU0L1DRX1B82Xe0YQOQ/zNeaXihX346ZH3vP+nJaeLcxJlLPM85UDV4Tj67Hgz6ERuEjSUIyABTXmCU24sO+hurFY4IPNIsks+2E0MUOZv6E/Gh75hDs1/PVeXnu+PnFteD9w1dnARacAHz8/Btf7jf2q7LbkG66b8d0XkvmqTVYnR0GFugEslY4DqYvd3DPdNUFlwadvivWbMnO497u7sHcC0JH2vg/7GtWy3oGnk3u+Pm/pf3U9dqTHnO9rKr7EHal7B0C/o/6bk9ZFxilzY/GIe/X/AQAA///UVwQjAAAABklEQVQDAFjZ7d/HPwB4AAAAAElFTkSuQmCC",
			"name": "Multi_Transform",
			"parameters": {
				"RotateX": 0.0,
				"RotateY": 0.0,
				"RotateZ": 0.0,
				"TranslateX": 0.0,
				"TranslateY": 0.0,
				"TranslateZ": 0.0,
				"scale": 1.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "vec3 MultiTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D",
						"type": "sdf3d"
					},
					{
						"default": "0.0",
						"label": "",
						"name": "tex",
						"shortdesc": "TEX3D",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Translates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
				"name": "Multi Transform",
				"outputs": [
					{
						"sdf3d": "$in(MultiTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale)*$scale",
						"shortdesc": "SDF3D",
						"type": "sdf3d"
					},
					{
						"shortdesc": "TEX3D",
						"tex3d": "$tex(MultiTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale)",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "S",
						"max": 4.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "X",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Y",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"max": 10.0,
						"min": -10.0,
						"name": "TranslateZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rx",
						"longdesc": "The rotation around the X axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateX",
						"shortdesc": "Rotate.x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Ry",
						"longdesc": "The rotation around the Y axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateY",
						"shortdesc": "Rotate.y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Rz",
						"longdesc": "The rotation around the Z axis",
						"max": 180.0,
						"min": -180.0,
						"name": "RotateZ",
						"shortdesc": "Rotate.z",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Transform"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Multi Transform",
			"type": "shader"
		},
		{
			"display_name": "Repeat",
			"icon_data": 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",
			"name": "SDF_Repeat",
			"parameters": {
				"RepX": 4.0,
				"RepY": 1.0,
				"RepZ": 4.0,
				"X": 1.0,
				"Y": 1.0,
				"Z": 1.0
			},
			"shader_model": {
				"code": "",
				"global": "//Adapted from https://www.iquilezles.org/www/articles/distfunctions/distfunctions.htm - Finite Repetition\n\nvec3 opRepLim(vec3 p,vec3 c,vec3 l){\n    p+=(c*l)/2.0;\n    return p-c*clamp(floor((p+0.0001)/c+0.5),vec3(0.0),l);\n}",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Repeats its input shape\n\nCode - IQ",
				"name": "SDF Repeat",
				"outputs": [
					{
						"sdf3d": "$in(opRepLim($uv,vec3($X,$Y,$Z)*2.0,vec3($RepX-1.0,$RepY-1.0,$RepZ-1.0)))",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Z",
						"longdesc": "Size of the grid in the Z axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep X",
						"longdesc": "Repetitions in the X axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepX",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep Y",
						"longdesc": "Repetitions in the Y axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepY",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep Z",
						"longdesc": "Repetitions in the Z axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepZ",
						"step": 1.0,
						"type": "float"
					}
				],
				"shortdesc": "SDF Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Repeat",
			"type": "shader"
		},
		{
			"display_name": "Polar Repeat",
			"icon_data": "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",
			"name": "SDF_Polar_Repeat",
			"parameters": {
				"Axis": 1.0,
				"Distance": 1.0,
				"Repetitions": 5.0
			},
			"shader_model": {
				"code": "",
				"global": "//Adapted from MaterialMaker\n\nvec3 circle_repeat_transform_X(vec3 p, float count, float distance) {\n\tfloat r = 6.28/count;\n\tfloat pa = atan(p.y, p.z);\n\tfloat a = mod(pa+0.5*r, r)-0.5*r;\n\tvec3 rv;\n\tfloat c = cos(a-pa);\n\tfloat s = sin(a-pa);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c-distance;\n\treturn rv;\n}\n\nvec3 circle_repeat_transform_Y(vec3 p, float count, float distance) {\n\tfloat r = 6.28/count;\n\tfloat pa = atan(p.x, p.z);\n\tfloat a = mod(pa+0.5*r, r)-0.5*r;\n\tvec3 rv;\n\tfloat c = cos(a-pa);\n\tfloat s = sin(a-pa);\n\trv.x = p.x*c+p.z*s;\n\trv.y = p.y;\n\trv.z = -p.x*s+p.z*c-distance;\n\treturn rv;\n}\n\nvec3 circle_repeat_transform_Z(vec3 p, float count, float distance) {\n\tfloat r = 6.28/count;\n\tfloat pa = atan(p.x, p.y);\n\tfloat a = mod(pa+0.5*r, r)-0.5*r;\n\tvec3 rv;\n\tfloat c = cos(a-pa);\n\tfloat s = sin(a-pa);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c-distance;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "vec2(100, 0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Repeats its input shape around a axis\n\nCode - Paulo Falcao, RodZilla",
				"name": "SDF Polar Repeat",
				"outputs": [
					{
						"sdf3d": "$in(circle_repeat_transform_$Axis($uv, $Repetitions, $Distance))",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "X"
							},
							{
								"name": "Y",
								"value": "Y"
							},
							{
								"name": "Z",
								"value": "Z"
							}
						]
					},
					{
						"control": "None",
						"default": 4.0,
						"label": "Repetitions",
						"longdesc": "The number of repetitions of the input shape around the circle",
						"max": 32.0,
						"min": 1.0,
						"name": "Repetitions",
						"shortdesc": "Count",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Distance",
						"max": 5.0,
						"min": 0.0,
						"name": "Distance",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Polar Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Polar Repeat",
			"type": "shader"
		},
		{
			"display_name": "Custom Boolean",
			"icon_data": "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",
			"name": "SDF_Custom_Boolean",
			"parameters": {
				"Correction": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "SDF3D A",
						"name": "in1",
						"shortdesc": "SDF3D A",
						"type": "sdf3d"
					},
					{
						"default": "0.0",
						"label": "SDF3D B",
						"name": "in2",
						"shortdesc": "SDF3D B",
						"type": "sdf3d"
					},
					{
						"default": "min($uv.x,$uv.y)",
						"label": "SDF2D Custom Union",
						"longdesc": "The union between A and B is defined by this SDF2D\nX is the distance to A\nY is the distance to B",
						"name": "joinSDF2D",
						"shortdesc": "SDF2D Custom Union",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nA boolean operation between SDF3D A and SDF3D B is defined by a custom SDF2D",
				"name": "SDF Custom Boolean",
				"outputs": [
					{
						"sdf3d": "$joinSDF2D(vec2($in1($uv),$in2($uv)))/(1.0+$Correction)",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 10.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Custom Boolean",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdf3d_box",
					"from_node": "node_sdf3d_box",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_smoothboolean_2",
					"to_node": "node_sdf3d_smoothboolean_2",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_box_2",
					"from_node": "node_sdf3d_box_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_smoothboolean_2",
					"to_node": "node_sdf3d_smoothboolean_2",
					"to_port": 1.0
				},
				{
					"from": "SDF2D_Axis",
					"from_node": "node_SDF2D_Axis",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdboolean",
					"to_node": "node_sdboolean",
					"to_port": 0.0
				},
				{
					"from": "sdboolean",
					"from_node": "node_sdboolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_smoothboolean_2",
					"to_node": "node_sdf3d_smoothboolean_2",
					"to_port": 2.0
				},
				{
					"from": "sdcircle",
					"from_node": "node_sdcircle",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdboolean",
					"to_node": "node_sdboolean",
					"to_port": 2.0
				},
				{
					"from": "SDF2D_Axis_2",
					"from_node": "node_SDF2D_Axis_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdboolean",
					"to_node": "node_sdboolean",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_smoothboolean_2",
					"from_node": "node_sdf3d_smoothboolean_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "SDF_Transform",
					"to_node": "node_SDF_Transform",
					"to_port": 0.0
				},
				{
					"from": "SDF_Transform",
					"from_node": "node_SDF_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 0.0
				}
			],
			"display_name": "Custom Boolean Example",
			"icon_data": 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d0sBPmHDypGdBZ5Lrp+3mJkxj0P9Hl8n6N7XyT5LRF28TRcomCNn0IfpaMM3NU21IzQ91/FFt3F8j9kxy6AR0jfez/qwxIaDGIIkbN+U5yj8R3JiXpnSY2mRMIp9fg8AGERjqOeU46znIxrNv5OuPVdzxW+OdfOrxAuw568zlTOkcQf/cun7WWOPNj/aaYMvUjcJkWENsHKrcZ2bjmQNNf8QP3xzz1hTozwfSbGcxcqg9T36HUQKJQuNwm1/HoL8QF/qtedJ6tiEj8XlB9/hJwIaBT7r+o5qASa5Waen6fB+/UFYC/w+ddkrDoWLYCAAAAABJRU5ErkJggg==",
			"nodes": [
				{
					"name": "sdf3d_box_2",
					"node_position": {
						"x": -340.407653808594,
						"y": -125.038391113281
					},
					"parameters": {
						"r": 0.01,
						"sx": 0.07,
						"sy": 1.39,
						"sz": 0.5
					},
					"seed": 44278.0,
					"type": "sdf3d_box"
				},
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -333.407653808594,
						"y": -252.038391113281
					},
					"parameters": {
						"r": 0.01,
						"sx": 2.5,
						"sy": 0.68,
						"sz": 2.5
					},
					"seed": 53834.0,
					"type": "sdf3d_box"
				},
				{
					"name": "sdf3d_smoothboolean_2",
					"node_position": {
						"x": -60.5551147460938,
						"y": -183.631713867188
					},
					"parameters": {
						"Correction": 0.0
					},
					"seed": -51977.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"label": "SDF3D A",
								"name": "in1",
								"shortdesc": "SDF3D A",
								"type": "sdf3d"
							},
							{
								"default": "0.0",
								"label": "SDF3D B",
								"name": "in2",
								"shortdesc": "SDF3D B",
								"type": "sdf3d"
							},
							{
								"default": "min($uv.x,$uv.y)",
								"label": "SDF2D Custom Union",
								"longdesc": "The union between A and B is defined by this SDF2D\nX is the distance to A\nY is the distance to B",
								"name": "joinSDF2D",
								"shortdesc": "SDF2D Custom Union",
								"type": "sdf2d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - PauloFalcao\n\nThe union between SDF3D A and SDF3D B is defined by a custom SDF2D",
						"name": "Custom Union",
						"outputs": [
							{
								"sdf3d": "$joinSDF2D(vec2($in1($uv),$in2($uv)))/(1.0+$Correction)",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "Correction",
								"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
								"max": 10.0,
								"min": 0.0,
								"name": "Correction",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				},
				{
					"generic_size": 2.0,
					"name": "sdboolean",
					"node_position": {
						"x": -111.85400390625,
						"y": 71.3672485351562
					},
					"parameters": {
						"op1": 0.0,
						"op2": 0.0
					},
					"seed_int": 0.0,
					"type": "sdboolean_v"
				},
				{
					"name": "SDF_Transform",
					"node_position": {
						"x": 359.444885253906,
						"y": -203.631713867188
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": -0.5,
						"TranslateZ": 0.0,
						"scale": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float o_$name_uv=$in(SDFTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale);\n\n",
						"global": "vec3 SDFTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Translates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
						"name": "SDF Transform",
						"outputs": [
							{
								"sdf3d": "o_$name_uv*$scale",
								"shortdesc": "V4->V4 Ouput",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"name": "SDF2D_Axis",
					"node_position": {
						"x": -370.555114746094,
						"y": 26.3682861328125
					},
					"parameters": {
						"mode": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "SDF2D Distance to Axis\nUsed in more complex operations like Custom Union\n\nCode - PauloFalcao",
						"name": "SDF2D Axis",
						"outputs": [
							{
								"sdf2d": "$mode",
								"shortdesc": "SDF2D output",
								"type": "sdf2d"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "Mode",
								"longdesc": "SDF2D made using the distance to axis X / Y at 0",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "X",
										"value": "$uv.x"
									},
									{
										"name": "Y",
										"value": "$uv.y"
									}
								]
							}
						],
						"shortdesc": "SDF2D Distance to Axis"
					},
					"type": "shader"
				},
				{
					"name": "SDF2D_Axis_2",
					"node_position": {
						"x": -370.555114746094,
						"y": 96.3682861328125
					},
					"parameters": {
						"mode": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "SDF2D Distance to Axis\nUsed in more complex operations like Custom Union\n\nCode - PauloFalcao",
						"name": "SDF2D Axis",
						"outputs": [
							{
								"sdf2d": "$mode",
								"shortdesc": "SDF2D output",
								"type": "sdf2d"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "Mode",
								"longdesc": "SDF2D made using the distance to axis X / Y at 0",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "X",
										"value": "$uv.x"
									},
									{
										"name": "Y",
										"value": "$uv.y"
									}
								]
							}
						],
						"shortdesc": "SDF2D Distance to Axis"
					},
					"type": "shader"
				},
				{
					"name": "sdcircle",
					"node_position": {
						"x": -370.555114746094,
						"y": 166.368286132812
					},
					"parameters": {
						"cx": -0.3,
						"cy": -0.3,
						"r": 0.18
					},
					"seed": -52182.0,
					"type": "sdcircle"
				},
				{
					"generic_size": 1.0,
					"name": "pxflib",
					"node_position": {
						"x": 629.444885253906,
						"y": -213.631713867188
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Pow": 64.0,
						"Reflection": 0.2,
						"Shadow": 1.0,
						"Specular": 0.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "\n\nvec2 equirectangularMap(vec3 dir) {\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "length($uv.xyz)-0.4",
								"function": true,
								"label": "SDF3D #",
								"name": "sdf#",
								"shortdesc": "SDF3D #",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0,0.0,0.0)",
								"function": true,
								"label": "TEX3D #",
								"name": "tex#",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "\nvec2 input_$name(vec3 p) {\n    vec2 sdf=vec2(999999.0,0.0);\n\tfloat m;\n#for\n    m=$sdf#(p);\n    if (m<sdf.x){\n\t  sdf=vec2(m,#.0);\n\t}\n#end\n    return sdf;\n}\n\n\nvec3 tex_$name(vec3 p,float id) {\n    vec3 t=vec3(0.0);\n#for\n    if (id>(#.0-0.5)&&id<(#.0+0.5)) {\n\t  t=$tex#(vec4(p,id));\n\t}\n#end\n\n    return t;\n}\n\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=input_$name(p+e.xyy).x;\n  float v2=input_$name(p+e.yyx).x;\n  float v3=input_$name(p+e.yxy).x;\n  float v4=input_$name(p+e.xxx).x;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,inout vec2 dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = input_$name(p);\n        d += dS.x;\n        if (d > 50.0 || abs(dS.x) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = input_$name( pos + h*nor ).x;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = input_$name( ro + rd*t ).x;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tvec2 dS=vec2(0);\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\t\n\tvec3 objColor=tex_$name(p,dS.y);\n\t\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+pow(r,$Pow)*$Specular;\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=tex_$name(p,dS.y);\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tobjColorRef=max(l,$AmbLight)*objColorRef;\n\t\t} else {\n\t\t\tobjColorRef=$hdri(equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,$Reflection);\n\t} else {\n\t\tcolor=$hdri(equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn color;\n}",
						"longdesc": "Type - SDF3D Render\nCode - PauloFalcao, IQ\n\nRay marching node for 2 objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\n",
						"name": "SDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Reflection",
								"longdesc": "Reflection strength, reflects other objects or the environment HDRI 360 image ",
								"max": 1.0,
								"min": 0.0,
								"name": "Reflection",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.4,
								"label": "Specular",
								"longdesc": "Objects shading specular component strength, it's the strength  of the highlight.",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 32.0,
								"label": "Pow",
								"longdesc": "Shininess of the specular component, it's the size of the specular component, it tries to simulate more shininess surfaces or more rough surfaces.",
								"max": 1024.0,
								"min": 0.0,
								"name": "Pow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/SDF3D/Op/Custom Boolean Example"
		},
		{
			"display_name": "Displace",
			"icon_data": 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",
			"name": "SDF_Displace",
			"parameters": {
				"Bound": 0.01,
				"Correction": 0.0,
				"Distort": 0.02
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "length($uv)-0.4",
						"function": true,
						"label": "SDF3D",
						"name": "sdf",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					},
					{
						"default": "vec3(0)",
						"function": true,
						"label": "TEX3D",
						"name": "tex3d",
						"shortdesc": "TEX3D Input",
						"type": "tex3d"
					}
				],
				"instance": "\nfloat distort_$name(vec3 uv){\n    float sdf=$sdf(uv);\n\tif (abs(sdf)>(abs($Distort)+$Bound)){\n\t\treturn sdf;\n\t} else {\n\t\tvec3 s=$tex3d(vec4(uv,0.0));\n\t    return sdf-s.x*$Distort;\n\t}\n}\n",
				"longdesc": "Displace a 3DSDF based on a TEX3D in a direction\n\nCode - PauloFalcao",
				"name": "SDF Displace",
				"outputs": [
					{
						"sdf3d": "distort_$name($uv)/(1.0+abs($Distort*$Correction))",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.1,
						"label": "Amount",
						"longdesc": "Displace amount",
						"max": 1.0,
						"min": 0.0,
						"name": "Distort",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 10.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.1,
						"label": "Bound",
						"max": 10.0,
						"min": 0.0,
						"name": "Bound",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Displace",
			"type": "shader"
		},
		{
			"display_name": "Displace by Direction",
			"icon_data": "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",
			"name": "SDF_Displace_by_Direction",
			"parameters": {
				"Correction": 0.0,
				"DirX": 1.0,
				"DirY": 1.0,
				"DirZ": 1.0,
				"Distort": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "length($uv)-0.4",
						"function": true,
						"label": "SDF3D",
						"name": "sdf",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					},
					{
						"default": "vec3(0)",
						"function": true,
						"label": "TEX3D",
						"name": "tex3d",
						"shortdesc": "TEX3D Input",
						"type": "tex3d"
					}
				],
				"instance": "//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=$sdf(p+e.xyy);\n  float v2=$sdf(p+e.yyx);\n  float v3=$sdf(p+e.yxy);\n  float v4=$sdf(p+e.xxx);\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nfloat distort_$name(vec3 uv){\n\tvec3 s=$tex3d(vec4(uv,0.0));\n\treturn $sdf(uv-s*vec3($DirX,$DirY,$DirZ)*$Distort);\n}\n",
				"longdesc": "Displace a 3DSDF based on a TEX3D in a direction\n\nCode - PauloFalcao",
				"name": "SDF Displace by Direction",
				"outputs": [
					{
						"sdf3d": "distort_$name($uv)/(1.0+$Distort*$Correction)",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.1,
						"label": "Amount",
						"longdesc": "Displace amount",
						"max": 1.0,
						"min": 0.0,
						"name": "Distort",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Dir X",
						"longdesc": "Displace X",
						"max": 1.0,
						"min": 0.0,
						"name": "DirX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Dir Y",
						"longdesc": "Displace Y",
						"max": 1.0,
						"min": 0.0,
						"name": "DirY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Dir Z",
						"longdesc": "Displace Z",
						"max": 1.0,
						"min": 0.0,
						"name": "DirZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 10.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Displace by Direction",
			"type": "shader"
		},
		{
			"display_name": "Displace Height",
			"icon_data": 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",
			"name": "SDF_Displace_Height",
			"parameters": {
				"Bound": 0.0,
				"Correction": 0.0,
				"Distort": 0.0
			},
			"shader_model": {
				"code": "vec4 $(name_uv)_d = distortHeighByNormal_$name($uv.xyz);\n$(name_uv)_d.w = $(name_uv)_d.w/(1.0+$Distort*$Correction);",
				"global": "",
				"inputs": [
					{
						"default": "length($uv)-0.4",
						"function": true,
						"label": "SDF3D",
						"name": "sdf",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					},
					{
						"default": "vec3(0)",
						"function": true,
						"label": "TEX3D Displace",
						"name": "tex3d",
						"shortdesc": "TEX3D Input",
						"type": "tex3d"
					}
				],
				"instance": "//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.01,-0.01,0.0);\n  float v1=$sdf(p+e.xyy);\n  float v2=$sdf(p+e.yyx);\n  float v3=$sdf(p+e.yxy);\n  float v4=$sdf(p+e.xxx);\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\n//By pauloFalcao\nvec4 distortHeighByNormal_$name(vec3 uv){\n    float d=$sdf(uv);\n\tif (d<=abs($Distort*($Bound+1.0))+0.01){\n\t\tvec3 n=normal_$name(uv);\n\t\tvec3 s=$tex3d(vec4(uv-d*n,0.0));\n\t    return vec4(s,$sdf(uv-n*s*$Distort));\n\t} else {\n\t\treturn vec4(vec3(0.0),d);\n\t}\n\n}",
				"longdesc": "Displace the height of a 3DSDF based on a TEX3D\n\nCode - PauloFalcao",
				"name": "SDF Displace Height",
				"outputs": [
					{
						"sdf3d": "$(name_uv)_d.w",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					},
					{
						"longdesc": "TEX3D at the original SDF3D surface before the displace",
						"shortdesc": "TEX3D Output",
						"tex3d": "$(name_uv)_d.xyz",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Displace",
						"max": 1.0,
						"min": 0.0,
						"name": "Distort",
						"shortdesc": "Displace amount",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 50.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Bound",
						"longdesc": "Keep this value as low as possible!\nOutside of the displacement the SDF is just the original SDF.\nThis value controls that bound.\nIncrease this correction value if the resulting SDF is not perfect on the edges.\nA higher value will increase ray marching loop iterations and will result in higher render times",
						"max": 1.0,
						"min": 0.0,
						"name": "Bound",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Displace Height"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Displace Height",
			"type": "shader"
		},
		{
			"display_name": "Smooth Axis Symmetry",
			"icon_data": 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",
			"name": "SDF_Smooth_Axis_Symmetry",
			"parameters": {
				"mode": 0.0,
				"smooth": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "SDF3D",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Transforms a SDF3D making a mirror smooth symmetry using the chosen axis\n\nCode - PauloFalcao",
				"name": "SDF Smooth Axis Symmetry",
				"outputs": [
					{
						"sdf3d": "$in(vec3($mode))",
						"shortdesc": "SDF3D output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XYZ",
								"value": "sqrt($uv.xyz*$uv.xyz+$smooth)"
							},
							{
								"name": "XY",
								"value": "sqrt($uv.xy*$uv.xy+$smooth),$uv.z"
							},
							{
								"name": "XZ",
								"value": "sqrt($uv.x*$uv.x+$smooth),$uv.y,sqrt($uv.z*$uv.z+$smooth)"
							},
							{
								"name": "YZ",
								"value": "$uv.x,sqrt($uv.yz*$uv.yz+$smooth)"
							},
							{
								"name": "X",
								"value": "sqrt($uv.x*$uv.x+$smooth),$uv.yz"
							},
							{
								"name": "Y",
								"value": "$uv.x,sqrt($uv.y*$uv.y+$smooth),$uv.z"
							},
							{
								"name": "Z",
								"value": "$uv.x,$uv.y,sqrt($uv.z*$uv.z+$smooth)"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Smooth",
						"max": 1.0,
						"min": 0.0,
						"name": "smooth",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Smooth Axis Symmetry"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Smooth Axis Symmetry",
			"type": "shader"
		},
		{
			"display_name": "Smooth Polar Repeat",
			"icon_data": "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",
			"name": "SDF_Smooth_Polar_Repeat",
			"parameters": {
				"Axis": 1.0,
				"Distance": 1.0,
				"Repetitions": 6.0,
				"Smooth": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "vec3 sdf_smoothRot_X(vec3 p,float s,float m,float distance){\n  s*=0.5;\n  float x=asin(sin(atan(p.y,p.z)*s)/(m+1.0))/s;\n  return vec3(p.x,sin(x)*length(p.yz),cos(x)*length(p.yz)-distance);\n}\n\nvec3 sdf_smoothRot_Y(vec3 p,float s,float m,float distance){\n  s*=0.5;\n  float x=asin(sin(atan(p.x,p.z)*s)/(m+1.0))/s;\n  return vec3(sin(x)*length(p.xz),p.y,cos(x)*length(p.xz)-distance);\n}\n\nvec3 sdf_smoothRot_Z(vec3 p,float s,float m,float distance){\n  s*=0.5;\n  float x=asin(sin(atan(p.x,p.y)*s)/(m+1.0))/s;\n  return vec3(sin(x)*length(p.xy),cos(x)*length(p.xy)-distance,p.z);\n}\n\n",
				"inputs": [
					{
						"default": "vec2(100, 0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "This is a Smooth Polar Repeat based in a technique I create based on the Blackle Mori asinsin smooth repetition but for polar repetitions. The technique was later improved by gaz.\n\nA shadertoy with the technique is here https://www.shadertoy.com/view/NdS3Dh\nGaz improvement https://www.shadertoy.com/view/7sKGzR\n\nCode - PauloFalcao, Gaz",
				"name": "SDF Smooth Polar Repeat",
				"outputs": [
					{
						"sdf3d": "$in(sdf_smoothRot_$Axis($uv,$Repetitions,$Smooth,$Distance))",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"longdesc": "Polar repetition axis, objects will be repeated around this axis.",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "X"
							},
							{
								"name": "Y",
								"value": "Y"
							},
							{
								"name": "Z",
								"value": "Z"
							}
						]
					},
					{
						"control": "None",
						"default": 6.0,
						"label": "Repetitions",
						"longdesc": "The number of repetitions of the input shape around the axis",
						"max": 32.0,
						"min": 1.0,
						"name": "Repetitions",
						"shortdesc": "Count",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Distance",
						"longdesc": "Object distance from the center",
						"max": 5.0,
						"min": 0.0,
						"name": "Distance",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Smooth",
						"longdesc": "Smoothness between objects",
						"max": 1.0,
						"min": 0.0,
						"name": "Smooth",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Smooth Polar Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Smooth Polar Repeat",
			"type": "shader"
		},
		{
			"display_name": "Smooth Repeat Fold",
			"icon_data": 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",
			"name": "SDF_Smooth_Repeat_Fold",
			"parameters": {
				"Axis": 4.0,
				"Iterations": 2.0,
				"SmoothX": 0.0,
				"SmoothY": 0.0,
				"SmoothZ": 0.0,
				"X": 0.5,
				"Y": 0.5,
				"Z": 0.5
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "//From https://www.shadertoy.com/view/wlyBWm by @paulofalcao\n\nvec3 smoothrepeat_$name(vec3 p,vec3 smooth_size,vec3 size){\n    size.$Axis/=2.0;\n    float w=pow(2.0,float($Iterations));\n\tfor(int i=0;i<$Iterations;i++){\n        p.$Axis=sqrt(p.$Axis*p.$Axis+smooth_size.$Axis);//smooth abs\n\t\tp.$Axis-=size.$Axis*w;//translate\n\t\tw=w/2.0;\n\t}\n\treturn p;\n}\n",
				"longdesc": "Repeats its input shape with smoothness using folding reflection symmetry\n\nCode - PauloFalcao",
				"name": "SDF Smooth Repeat Fold",
				"outputs": [
					{
						"sdf3d": "$in(smoothrepeat_$name($uv,vec3($SmoothX,$SmoothY,$SmoothZ),vec3($X,$Y,$Z)))",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 3.0,
						"label": "Axis",
						"longdesc": "Repetition axis",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "x"
							},
							{
								"name": "Y",
								"value": "y"
							},
							{
								"name": "Z",
								"value": "z"
							},
							{
								"name": "XY",
								"value": "xy"
							},
							{
								"name": "XZ",
								"value": "xz"
							},
							{
								"name": "YZ",
								"value": "yz"
							},
							{
								"name": "XYZ",
								"value": "xyz"
							}
						]
					},
					{
						"default": 2.0,
						"label": "Repetitions",
						"longdesc": "Repetitions in the X axis",
						"name": "Iterations",
						"type": "enum",
						"values": [
							{
								"name": "1",
								"value": "0"
							},
							{
								"name": "2",
								"value": "1"
							},
							{
								"name": "4",
								"value": "2"
							},
							{
								"name": "8",
								"value": "3"
							},
							{
								"name": "16",
								"value": "4"
							},
							{
								"name": "32",
								"value": "5"
							},
							{
								"name": "64",
								"value": "6"
							},
							{
								"name": "128",
								"value": "7"
							},
							{
								"name": "256",
								"value": "8"
							},
							{
								"name": "512",
								"value": "9"
							},
							{
								"name": "1024",
								"value": "10"
							},
							{
								"name": "2048",
								"value": "11"
							},
							{
								"name": "4096",
								"value": "12"
							},
							{
								"name": "8192",
								"value": "13"
							},
							{
								"name": "16384",
								"value": "14"
							},
							{
								"name": "32768",
								"value": "15"
							},
							{
								"name": "65536",
								"value": "16"
							}
						]
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Size Z",
						"longdesc": "Size of the grid in the Z axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "SmoothX",
						"longdesc": "Smoothness on the X axis",
						"max": 0.1,
						"min": 0.0,
						"name": "SmoothX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "SmoothY",
						"longdesc": "Smoothness on the Y axis",
						"max": 0.1,
						"min": 0.0,
						"name": "SmoothY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "SmoothZ",
						"longdesc": "Smoothness on the Z axis",
						"max": 0.1,
						"min": 0.0,
						"name": "SmoothZ",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Smooth Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Smooth Repeat Fold",
			"type": "shader"
		},
		{
			"display_name": "Smooth Repeat Infinite",
			"icon_data": 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",
			"name": "SDF_Smooth_Repeat_Infinite",
			"parameters": {
				"Axis": 4.0,
				"SmoothX": 0.0,
				"SmoothY": 0.0,
				"SmoothZ": 0.0,
				"X": 0.5,
				"Y": 0.5,
				"Z": 0.5
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "float blakle_smoothrepeat_asin_sin_$name(vec3 p,vec3 smooth_size,vec3 size){\n    vec3 t=p;\n    t.$Axis/=size.$Axis;\n    t.$Axis=(asin(sin(t.$Axis)*(1.0-smooth_size.$Axis)))*size.$Axis;\n\tp.$Axis=t.$Axis;\n    return $in(p);\n}",
				"longdesc": "Repeats its input shape with smoothness using reflection symmetry (Infinite repetitions)\n\nCode - Blackle",
				"name": "SDF Smooth Repeat Infinite",
				"outputs": [
					{
						"sdf3d": "blakle_smoothrepeat_asin_sin_$name($uv,vec3($SmoothX,$SmoothY,$SmoothZ),vec3($X,$Y,$Z)*0.635)",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 6.0,
						"label": "Axis",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "x"
							},
							{
								"name": "Y",
								"value": "y"
							},
							{
								"name": "Z",
								"value": "z"
							},
							{
								"name": "XY",
								"value": "xy"
							},
							{
								"name": "XZ",
								"value": "xz"
							},
							{
								"name": "YZ",
								"value": "yz"
							},
							{
								"name": "XYZ",
								"value": "xyz"
							}
						]
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Z",
						"longdesc": "Size of the grid in the Z axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothX",
						"longdesc": "Smoothness on the X axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothY",
						"longdesc": "Smoothness on the Y axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothZ",
						"longdesc": "Smoothness on the Z axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothZ",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Smooth Repeat V2"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Smooth Repeat Infinite",
			"type": "shader"
		},
		{
			"display_name": "Smooth Repeat Limited",
			"icon_data": 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",
			"name": "SDF_Smooth_Repeat_Limited",
			"parameters": {
				"Axis": 4.0,
				"RepX": 3.0,
				"RepY": 3.0,
				"RepZ": 3.0,
				"SmoothB": 0.0,
				"SmoothX": 0.0,
				"SmoothY": 0.0,
				"SmoothZ": 0.0,
				"X": 0.5,
				"Y": 0.5,
				"Z": 0.5
			},
			"shader_model": {
				"code": "",
				"global": "//Uses shapes from https://www.iquilezles.org/www/articles/distfunctions/distfunctions.htm by iq\n//And Smooth Repetition in https://www.shadertoy.com/view/wlyBWm by blakle\n\nfloat iq_sdRoundBox(in vec3 p,in vec3 b, float r ){\n  vec3 q = abs(p) - b;\n  return length(max(q,0.0)) + min(max(q.x,max(q.y,q.z)),0.0)-r;\n}\n\nfloat iq_opSmoothIntersection( float d1, float d2, float k ) {\n    float h = clamp( 0.5 - 0.5*(d2-d1)/k, 0.0, 1.0 );\n    return mix( d2, d1, h ) + k*h*(1.0-h);\n}\n\n\n",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "vec3 blakle_smoothrepeat_asin_sin_$name(vec3 p,vec3 smooth_size,vec3 size){\n    vec3 t=p;\n    t.$Axis/=size.$Axis;\n    t.$Axis=(asin(sin(t.$Axis)*(1.0-smooth_size.$Axis)))*size.$Axis;\n\tp.$Axis=t.$Axis;\n    return p;\n}\n\nfloat Blackle_SDF3D_Smooth_Repeat_$name(vec3 p,vec3 size,vec3 rep,vec3 smooth_,float smoothb){\n  float b=iq_sdRoundBox(p,size*rep,smoothb);\n  p=blakle_smoothrepeat_asin_sin_$name(p,smooth_,size);\n  return iq_opSmoothIntersection($in(p),b,smoothb);\n}\n",
				"longdesc": "Repeats its input shape with smoothness using reflection symmetry with a smooth box limit\n\nCode - Blackle, PauloFalcao",
				"name": "SDF Smooth Repeat Limited",
				"outputs": [
					{
						"sdf3d": "Blackle_SDF3D_Smooth_Repeat_$name($uv,vec3($X,$Y,$Z)*0.635,vec3($RepX,$RepY,$RepZ)+1.5,vec3($SmoothX,$SmoothY,$SmoothZ),$SmoothB)",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 6.0,
						"label": "Axis",
						"name": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "x"
							},
							{
								"name": "Y",
								"value": "y"
							},
							{
								"name": "Z",
								"value": "z"
							},
							{
								"name": "XY",
								"value": "xy"
							},
							{
								"name": "XZ",
								"value": "xz"
							},
							{
								"name": "YZ",
								"value": "yz"
							},
							{
								"name": "XYZ",
								"value": "xyz"
							}
						]
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Z",
						"longdesc": "Size of the grid in the Z axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep X",
						"longdesc": "Repetitions in the X axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep Y",
						"longdesc": "Repetitions in the Y axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep Z",
						"longdesc": "Repetitions in the Z axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothX",
						"longdesc": "Smoothness on the X axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothY",
						"longdesc": "Smoothness on the Y axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SmoothZ",
						"longdesc": "Smoothness on the Z axis",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.01,
						"label": "SmoothB",
						"longdesc": "Smoothness on the boundary. Uses smooth intersection with a box",
						"max": 1.0,
						"min": 0.0,
						"name": "SmoothB",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Smooth Repeat V2 Limited"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Smooth Repeat Limited",
			"type": "shader"
		},
		{
			"display_name": "Axis Symmetry",
			"icon_data": "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",
			"name": "SDF_Axis_Symmetry",
			"parameters": {
				"mode": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "SDF3D",
						"name": "in",
						"shortdesc": "SDF3D",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Transforms a SDF3D making a mirror symmetry using the chosen axis\n\nCode - PauloFalcao",
				"name": "SDF Axis Symmetry",
				"outputs": [
					{
						"sdf3d": "$in(vec3($mode))",
						"shortdesc": "SDF3D output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 6.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XYZ",
								"value": "abs($uv.xyz)"
							},
							{
								"name": "XY",
								"value": "abs($uv.xy),$uv.z"
							},
							{
								"name": "XZ",
								"value": "abs($uv.x),$uv.y,abs($uv.z)"
							},
							{
								"name": "YZ",
								"value": "$uv.x,abs($uv.yz)"
							},
							{
								"name": "X",
								"value": "abs($uv.x),$uv.yz"
							},
							{
								"name": "Y",
								"value": "$uv.x,abs($uv.y),$uv.z"
							},
							{
								"name": "Z",
								"value": "$uv.x,$uv.y,abs($uv.z)"
							}
						]
					}
				],
				"shortdesc": "SDF Axis Symmetry"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Axis Symmetry",
			"type": "shader"
		},
		{
			"display_name": "RotAndFlip",
			"icon_data": "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",
			"name": "SDF3D_RotAndFlip",
			"parameters": {
				"anglex": 0.0,
				"angley": 0.0,
				"anglez": 0.0,
				"flipx": 0.0,
				"flipy": 0.0,
				"flipz": 0.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "sdf",
						"shortdesc": "SDF3D",
						"type": "sdf3d"
					}
				],
				"instance": "vec3 sdf3drotandflip_$name(vec3 p) {\n\tvec3 point = p;\n\t$flipx\n\t$flipy\n\t$flipz\n\tvec3 resultX = $anglex;\n\tvec3 resultY = $angley;\n\tvec3 resultZ = $anglez;\n\treturn resultZ;\n}",
				"longdesc": "Rotates and flips axis",
				"name": "SDF3D RotAndFlip",
				"outputs": [
					{
						"sdf3d": "$sdf(sdf3drotandflip_$name($uv));",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Flip X",
						"name": "flipx",
						"type": "enum",
						"values": [
							{
								"name": "No",
								"value": ""
							},
							{
								"name": "Yes",
								"value": "point.x = -point.x;"
							}
						]
					},
					{
						"default": 0.0,
						"label": "Flip Y",
						"name": "flipy",
						"type": "enum",
						"values": [
							{
								"name": "No",
								"value": ""
							},
							{
								"name": "Yes",
								"value": "point.y = -point.y;"
							}
						]
					},
					{
						"default": 0.0,
						"label": "Flip Z",
						"name": "flipz",
						"type": "enum",
						"values": [
							{
								"name": "No",
								"value": ""
							},
							{
								"name": "Yes",
								"value": "point.z = -point.z;"
							}
						]
					},
					{
						"default": 3.0,
						"label": "Angle X",
						"name": "anglex",
						"type": "enum",
						"values": [
							{
								"name": "0°",
								"value": "point;"
							},
							{
								"name": "90°",
								"value": "vec3(point.x, -point.z, point.y);"
							},
							{
								"name": "180°",
								"value": "vec3(point.x, -point.y, -point.z);"
							},
							{
								"name": "270°",
								"value": "vec3(point.x, point.z, -point.y);"
							}
						]
					},
					{
						"default": 3.0,
						"label": "Angle Y",
						"name": "angley",
						"type": "enum",
						"values": [
							{
								"name": "0°",
								"value": "resultX;"
							},
							{
								"name": "90°",
								"value": "vec3(resultX.z, resultX.y, -resultX.x);"
							},
							{
								"name": "180°",
								"value": "vec3(-resultX.x, resultX.y, -resultX.z);"
							},
							{
								"name": "270°",
								"value": "vec3(-resultX.z, resultX.y, resultX.x);"
							}
						]
					},
					{
						"default": 3.0,
						"label": "Angle Z",
						"name": "anglez",
						"type": "enum",
						"values": [
							{
								"name": "0°",
								"value": "resultY;"
							},
							{
								"name": "90°",
								"value": "vec3(-resultY.y, resultY.x, resultY.z);"
							},
							{
								"name": "180°",
								"value": "vec3(-resultY.x, -resultY.y, resultY.z);"
							},
							{
								"name": "270°",
								"value": "vec3(resultY.y, -resultY.x, resultY.z);"
							}
						]
					}
				],
				"shortdesc": "SDF3D RotAndFlip"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/RotAndFlip",
			"type": "shader"
		},
		{
			"display_name": "Bevel",
			"icon_data": 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",
			"name": "SDF3D_Bevel",
			"parameters": {
				"s": 0.2
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "SDF3D",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "A kind of bevel, only works well with axis aligned surfaces\n\nCode - PauloFalcao",
				"name": "SDF3D Bevel",
				"outputs": [
					{
						"sdf3d": "($in($uv+vec3(0.0,0.0,$s))+$in($uv+vec3(0.0,0.0,-$s))+$in($uv+vec3(0.0,$s,0.0))+$in($uv+vec3(0.0,-$s,0.0))+$in($uv+vec3($s,0.0,0.0))+$in($uv+vec3(-$s,0.0,0.0)))/6.0",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.5,
						"label": "Size",
						"max": 1.0,
						"min": 0.0,
						"name": "s",
						"step": 0.0001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Bevel",
			"type": "shader"
		},
		{
			"display_name": "Blur",
			"icon_data": "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",
			"name": "SDF_Blur",
			"parameters": {
				"blur": 0.0,
				"bound": 1.0,
				"iterations": 3.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "",
						"longdesc": "SDF3D Input",
						"name": "in",
						"type": "sdf3d"
					}
				],
				"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$in(p);\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$in(p+vec3(cos(t)*r,y,sin(t)*r)*b);\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
				"longdesc": "Blurs a SDF3D sampling fibonacci points on a sphere surface\n\nCode - PauloFalcao",
				"name": "SDF Blur",
				"outputs": [
					{
						"longdesc": "SDF3D Output",
						"sdf3d": "blursdf3d_$name($uv,$blur,$bound)",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 3.0,
						"label": "Iterations",
						"name": "iterations",
						"type": "enum",
						"values": [
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "34",
								"value": "34"
							},
							{
								"name": "55",
								"value": "55"
							},
							{
								"name": "89",
								"value": "89"
							},
							{
								"name": "144",
								"value": "144"
							},
							{
								"name": "233",
								"value": "233"
							},
							{
								"name": "377",
								"value": "377"
							},
							{
								"name": "610",
								"value": "610"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Blur",
						"max": 5.0,
						"min": 0.0,
						"name": "blur",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Bound",
						"max": 10.0,
						"min": 0.0,
						"name": "bound",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Blur",
			"type": "shader"
		},
		{
			"display_name": "Box Folding",
			"icon_data": 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",
			"name": "SDF_Box_Folding",
			"parameters": {
				"s": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "1.0",
						"label": "",
						"longdesc": "The input object as a signed distance function",
						"name": "in",
						"shortdesc": "Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Folds space by inverting the coordinates of space outside the box \n\nCode - PauloFalcao",
				"name": "SDF Box Folding",
				"outputs": [
					{
						"longdesc": "The scaled object",
						"sdf3d": "$in(clamp($uv,-$s,$s)*2.0-$uv)",
						"shortdesc": "Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "",
						"max": 5.0,
						"min": 0.0,
						"name": "s",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Box Folding"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Box Folding",
			"type": "shader"
		},
		{
			"display_name": "Correction",
			"icon_data": "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",
			"name": "SDF_Correction",
			"parameters": {
				"correction": 0.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "vec2 $(name_uv)_in = $in($uv);",
				"global": "",
				"inputs": [
					{
						"default": "vec2(100.0, 0.0)",
						"label": "",
						"longdesc": "The input object as a signed distance function",
						"name": "in",
						"shortdesc": "SDF 3D",
						"type": "sdf3dc"
					}
				],
				"instance": "",
				"longdesc": "Divides the SDF estimation by a factor, to correct for errors.\nRelated with Lipschitz continuity.\n\nCode - PauloFalcao",
				"name": "SDF Correction",
				"outputs": [
					{
						"longdesc": "The scaled object",
						"sdf3dc": "vec2($(name_uv)_in.x/($correction+1.0), $(name_uv)_in.y)",
						"shortdesc": "Output",
						"type": "sdf3dc"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "The correction factor",
						"max": 1.0,
						"min": 0.0,
						"name": "correction",
						"shortdesc": "Correction",
						"step": 0.01,
						"type": "float"
					}
				],
				"shortdesc": "SDF Correction"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Correction",
			"type": "shader"
		},
		{
			"display_name": "Deform Edges",
			"icon_data": 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",
			"name": "SDF_Deform_Edges",
			"parameters": {
				"edgeb": 0.0,
				"edges": 0.04,
				"f": 2.0,
				"g": 2.0,
				"h": 0.0,
				"iterations": 3.0,
				"m": 0.0,
				"texdb": 0.0,
				"texdc": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=blursdf3d_$name($uv.xyz,$edgeb,1.01);\nfloat $(name_uv)_sdfb=blursdf3d_$name($uv.xyz,$edges,1.01);\nfloat $(name_uv)_mix=clamp($texd(vec4($uv.xyz,1.0))*$texdc+$texdb+0.5-$texdc*0.5,0.0,1.0);\nvec3 $(name_uv)_b=$texb(vec4($uv.xyz,1.0));\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nfloat $(name_uv)_modsdf=mix($(name_uv)_sdfa,$(name_uv)_sdfb,$(name_uv)_mix*$g+$m);\nvec3 $(name_uv)_tex=($(name_uv)_sdfdiff>0.0)?\nmix($(name_uv)_b,$texa(vec4($uv.xyz,1.0)),clamp($(name_uv)_sdfdiff*$(name_uv)_mix*$f*100.0,0.0,1.0)):\nmix($(name_uv)_b,$texc(vec4($uv.xyz,1.0)),clamp(-$(name_uv)_sdfdiff*$(name_uv)_mix*$f*100.,0.0,1.0));\n",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base SDF",
						"longdesc": "Main SDF goes here, adding a small SDF blur can help to avoid hard edges",
						"name": "sdfa",
						"shortdesc": "Main SDF",
						"type": "sdf3d"
					},
					{
						"default": "0.5",
						"function": true,
						"label": "Surface Deform",
						"longdesc": "Surface deformation texture based on the difference between the two PDFs",
						"name": "texd",
						"shortdesc": "Surface Deform Texture",
						"type": "tex3d_gs"
					},
					{
						"default": "vec3(0.8,0.6,0.6)",
						"function": true,
						"label": "Tex Bump",
						"longdesc": "Bump Texture, where the SDF difference is negative",
						"name": "texa",
						"shortdesc": "Bump Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(1.0,0.0,0.0)",
						"function": true,
						"label": "Tex Surface",
						"longdesc": "Surface Texture, where the SDF difference is close to zero",
						"name": "texb",
						"shortdesc": "Surface Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(0.3,0.1,0.1)",
						"function": true,
						"label": "Tex Hole",
						"longdesc": "Hole Texture, where the SDF difference is positive",
						"name": "texc",
						"shortdesc": "Hole Texture",
						"type": "tex3d"
					}
				],
				"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$sdfa(p);\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$sdfa(p+vec3(cos(t)*r,y,sin(t)*r)*b);\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
				"longdesc": "Modifies an SDF by comparing the base SDF and a modified blured version of the base SDF.\nObject colors are modified based on the difference of the two SDFs, with a texture for surface where the two SDFs are equal, a texture for holes where the difference is negative, and a texture for bumps where the difference is positive.\n\nCode - PauloFalcao",
				"name": "SDF Deform Edges",
				"outputs": [
					{
						"sdf3d": "$(name_uv)_modsdf",
						"type": "sdf3d"
					},
					{
						"tex3d": "$(name_uv)_tex",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.04,
						"label": "Edge Size",
						"longdesc": "Blur amount applied to the original SDF generating a new SDF",
						"max": 0.1,
						"min": 0.0,
						"name": "edges",
						"shortdesc": "Edge Size",
						"step": 0.0001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.02,
						"label": "Obj Blur",
						"longdesc": "A small Blur applied to the original SDF",
						"max": 0.5,
						"min": 0.0,
						"name": "edgeb",
						"shortdesc": "Obj Blur",
						"step": 0.0001,
						"type": "float"
					},
					{
						"default": 6.0,
						"label": "Edge Precision",
						"longdesc": "Blur precision. Is the number of SDF sample point points used to make a SDF Blur. Increasing this value will result in much greater rendering times. Keep this value as low as possible.",
						"name": "iterations",
						"shortdesc": "Edge Blur precision",
						"type": "enum",
						"values": [
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "34",
								"value": "34"
							},
							{
								"name": "55",
								"value": "55"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Deform",
						"max": 4.0,
						"min": 0.0,
						"name": "g",
						"shortdesc": "SDF Deformation amount",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Deform Brigh.",
						"max": 1.0,
						"min": -1.0,
						"name": "texdb",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Deform Cont.",
						"max": 2.0,
						"min": 0.0,
						"name": "texdc",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Select",
						"max": 1.0,
						"min": 0.0,
						"name": "m",
						"shortdesc": "SDF Selection between the base SDF (value 0) and the modified SDF (value 1)",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift  difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Deform Edges"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Deform Edges",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdf3d_box_2",
					"from_node": "node_sdf3d_box_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_5",
					"to_node": "node_pxflib_5",
					"to_port": 0.0
				},
				{
					"from": "pxflib",
					"from_node": "node_pxflib",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 2.0
				},
				{
					"from": "pxflib_2",
					"from_node": "node_pxflib_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 3.0
				},
				{
					"from": "pxflib_3",
					"from_node": "node_pxflib_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 4.0
				},
				{
					"from": "TEX3D_Simplex_Noise_Octaves",
					"from_node": "node_TEX3D_Simplex_Noise_Octaves",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_boolean_2",
					"from_node": "node_sdf3d_boolean_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_2",
					"to_node": "node_shader_2",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_box",
					"from_node": "node_sdf3d_box",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean_2",
					"to_node": "node_sdf3d_boolean_2",
					"to_port": 0.0
				},
				{
					"from": "pxflib_5",
					"from_node": "node_pxflib_5",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean_2",
					"to_node": "node_sdf3d_boolean_2",
					"to_port": 1.0
				},
				{
					"from": "shader_2",
					"from_node": "node_shader_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "Multi_Transform",
					"to_node": "node_Multi_Transform",
					"to_port": 0.0
				},
				{
					"from": "shader_2",
					"from_node": "node_shader_2",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "Multi_Transform",
					"to_node": "node_Multi_Transform",
					"to_port": 1.0
				},
				{
					"from": "Multi_Transform",
					"from_node": "node_Multi_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 2.0
				},
				{
					"from": "Multi_Transform",
					"from_node": "node_Multi_Transform",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 3.0
				},
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 0.0
				},
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 1.0
				}
			],
			"display_name": "Deform Edges Example",
			"icon_data": 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",
			"nodes": [
				{
					"name": "pxflib_3",
					"node_position": {
						"x": -215.054260253906,
						"y": 72.4473876953125
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 0.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - TEX3D Generator\nCode - PauloFalcao\n\nA 3D Texture with a single color",
						"name": "TEX3D Color",
						"outputs": [
							{
								"shortdesc": "TEX3D Output",
								"tex3d": "$color.xyz",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "Color",
								"name": "color",
								"type": "color"
							}
						],
						"shortdesc": "TEX3D Color"
					},
					"type": "shader"
				},
				{
					"name": "pxflib",
					"node_position": {
						"x": -214.054260253906,
						"y": -73.5526123046875
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - TEX3D Generator\nCode - PauloFalcao\n\nA 3D Texture with a single color",
						"name": "TEX3D Color",
						"outputs": [
							{
								"shortdesc": "TEX3D Output",
								"tex3d": "$color.xyz",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "Color",
								"name": "color",
								"type": "color"
							}
						],
						"shortdesc": "TEX3D Color"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_2",
					"node_position": {
						"x": -212.054260253906,
						"y": 2.4473876953125
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - TEX3D Generator\nCode - PauloFalcao\n\nA 3D Texture with a single color",
						"name": "TEX3D Color",
						"outputs": [
							{
								"shortdesc": "TEX3D Output",
								"tex3d": "$color.xyz",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "Color",
								"name": "color",
								"type": "color"
							}
						],
						"shortdesc": "TEX3D Color"
					},
					"type": "shader"
				},
				{
					"name": "shader_2",
					"node_position": {
						"x": 29.4658813476562,
						"y": -12.2637939453125
					},
					"parameters": {
						"edgeb": 0.019,
						"edges": 0.0378,
						"f": 2.0,
						"g": 2.0,
						"h": 0.0,
						"iterations": 3.0,
						"m": 0.0,
						"texdb": -0.38,
						"texdc": 1.768
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float $(name_uv)_sdfa=blursdf3d_$name($uv.xyz,$edgeb,1.01);\nfloat $(name_uv)_sdfb=blursdf3d_$name($uv.xyz,$edges,1.01);\nfloat $(name_uv)_mix=clamp($texd(vec4($uv.xyz,1.0))*$texdc+$texdb+0.5-$texdc*0.5,0.0,1.0);\nvec3 $(name_uv)_b=$texb(vec4($uv.xyz,1.0));\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nfloat $(name_uv)_modsdf=mix($(name_uv)_sdfa,$(name_uv)_sdfb,$(name_uv)_mix*$g+$m);\nvec3 $(name_uv)_tex=($(name_uv)_sdfdiff>0.0)?\nmix($(name_uv)_b,$texa(vec4($uv.xyz,1.0)),clamp($(name_uv)_sdfdiff*$(name_uv)_mix*$f*100.0,0.0,1.0)):\nmix($(name_uv)_b,$texc(vec4($uv.xyz,1.0)),clamp(-$(name_uv)_sdfdiff*$(name_uv)_mix*$f*100.,0.0,1.0));\n",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "Base SDF",
								"longdesc": "Main SDF goes here, adding a small SDF blur can help to avoid hard edges",
								"name": "sdfa",
								"shortdesc": "Main SDF",
								"type": "sdf3d"
							},
							{
								"default": "0.5",
								"function": true,
								"label": "Surface Deform",
								"longdesc": "Surface deformation texture based on the difference between the two PDFs",
								"name": "texd",
								"shortdesc": "Surface Deform Texture",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(0.8,0.6,0.6)",
								"function": true,
								"label": "Tex Bump",
								"longdesc": "Bump Texture, where the SDF difference is negative",
								"name": "texa",
								"shortdesc": "Bump Texture",
								"type": "tex3d"
							},
							{
								"default": "vec3(1.0,0.0,0.0)",
								"function": true,
								"label": "Tex Surface",
								"longdesc": "Surface Texture, where the SDF difference is close to zero",
								"name": "texb",
								"shortdesc": "Surface Texture",
								"type": "tex3d"
							},
							{
								"default": "vec3(0.3,0.1,0.1)",
								"function": true,
								"label": "Tex Hole",
								"longdesc": "Hole Texture, where the SDF difference is positive",
								"name": "texc",
								"shortdesc": "Hole Texture",
								"type": "tex3d"
							}
						],
						"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$sdfa(p);\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$sdfa(p+vec3(cos(t)*r,y,sin(t)*r)*b);\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
						"longdesc": "Type - SDF Operator\nCode - PauloFalcao\n\nModifies an SDF by comparing the base SDF and a modified blured version of the base SDF.\nObject colors are modified based on the difference of the two SDFs, with a texture for surface where the two SDFs are equal, a texture for holes where the difference is negative, and a texture for bumps where the difference is positive.",
						"name": "SDF Deform Edges",
						"outputs": [
							{
								"sdf3d": "$(name_uv)_modsdf",
								"type": "sdf3d"
							},
							{
								"tex3d": "$(name_uv)_tex",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.04,
								"label": "Edge Size",
								"longdesc": "Blur amount applied to the original SDF generating a new SDF",
								"max": 0.1,
								"min": 0.0,
								"name": "edges",
								"shortdesc": "Edge Size",
								"step": 0.0001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.02,
								"label": "Obj Blur",
								"longdesc": "A small Blur applied to the original SDF",
								"max": 0.5,
								"min": 0.0,
								"name": "edgeb",
								"shortdesc": "Obj Blur",
								"step": 0.0001,
								"type": "float"
							},
							{
								"default": 6.0,
								"label": "Edge Precision",
								"longdesc": "Blur precision. Is the number of SDF sample point points used to make a SDF Blur. Increasing this value will result in much greater rendering times. Keep this value as low as possible.",
								"name": "iterations",
								"shortdesc": "Edge Blur precision",
								"type": "enum",
								"values": [
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "21",
										"value": "21"
									},
									{
										"name": "34",
										"value": "34"
									},
									{
										"name": "55",
										"value": "55"
									}
								]
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Deform",
								"max": 4.0,
								"min": 0.0,
								"name": "g",
								"shortdesc": "SDF Deformation amount",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Deform Brigh.",
								"max": 1.0,
								"min": -1.0,
								"name": "texdb",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Deform Cont.",
								"max": 2.0,
								"min": 0.0,
								"name": "texdc",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Select",
								"max": 1.0,
								"min": 0.0,
								"name": "m",
								"shortdesc": "SDF Selection between the base SDF (value 0) and the modified SDF (value 1)",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "f",
								"shortdesc": "Increases the difference between Textures",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Shift",
								"max": 1.0,
								"min": -1.0,
								"name": "h",
								"shortdesc": "Shift  difference between Textures",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Deform Edges"
					},
					"type": "shader"
				},
				{
					"name": "TEX3D_Simplex_Noise_Octaves",
					"node_position": {
						"x": -315.850402832031,
						"y": 168.927734375
					},
					"parameters": {
						"brightness": 0.0,
						"clamp": 1.0,
						"contrast": 2.0,
						"iterations": 5.0,
						"persistence": 0.5,
						"scale": 26.0,
						"scale_x": 1.0,
						"scale_y": 1.0,
						"scale_z": 1.0,
						"transx": 0.0,
						"transy": 0.0,
						"transz": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "vec3 $(name_uv)_out = vec3($(name)_bc($(name)_fbm($uv.xyz*vec3($scale_x,$scale_y,$scale_z)*0.5*$scale+vec3($transx,$transy,$transz),$persistence)*0.5+0.5,$contrast,$brightness));",
						"global": "// https://www.shadertoy.com/view/XsX3zB\n//\n// The MIT License\n// Copyright © 2013 Nikita Miropolskiy\n// \n// ( license has been changed from CCA-NC-SA 3.0 to MIT\n//\n//   but thanks for attributing your source code when deriving from this sample \n//   with a following link: https://www.shadertoy.com/view/XsX3zB )\n//\n//\n// if you're looking for procedural noise implementation examples you might \n// also want to look at the following shaders:\n// \n// Noise Lab shader by candycat: https://www.shadertoy.com/view/4sc3z2\n//\n// Noise shaders by iq:\n//     Value    Noise 2D, Derivatives: https://www.shadertoy.com/view/4dXBRH\n//     Gradient Noise 2D, Derivatives: https://www.shadertoy.com/view/XdXBRH\n//     Value    Noise 3D, Derivatives: https://www.shadertoy.com/view/XsXfRH\n//     Gradient Noise 3D, Derivatives: https://www.shadertoy.com/view/4dffRH\n//     Value    Noise 2D             : https://www.shadertoy.com/view/lsf3WH\n//     Value    Noise 3D             : https://www.shadertoy.com/view/4sfGzS\n//     Gradient Noise 2D             : https://www.shadertoy.com/view/XdXGW8\n//     Gradient Noise 3D             : https://www.shadertoy.com/view/Xsl3Dl\n//     Simplex  Noise 2D             : https://www.shadertoy.com/view/Msf3WH\n//     Voronoise: https://www.shadertoy.com/view/Xd23Dh\n//\n//\n//\n\n// using https://www.shadertoy.com/view/4djSRW Hash without Sine by Dave_Hoskins\n// discontinuous pseudorandom uniformly distributed in [-0.5, +0.5]^3 */\nvec3 XsX3zB_oct_random3(vec3 c) {\n\tc = fract(c * vec3(.1031, .1030, .0973));\n    c += dot(c, c.yxz+0.3333333);\n    return fract((c.xxy + c.yxx)*c.zyx)-0.5;\n}\n\n// skew constants for 3d simplex functions\nconst float XsX3zB_oct_F3 =  0.3333333;\nconst float XsX3zB_oct_G3 =  0.1666667;\n\n// 3d simplex noise\nfloat XsX3zB_oct_simplex3d(vec3 p) {\n\t // 1. find current tetrahedron T and it's four vertices\n\t // s, s+i1, s+i2, s+1.0 - absolute skewed (integer) coordinates of T vertices\n\t // x, x1, x2, x3 - unskewed coordinates of p relative to each of T vertices\n\t \n\t // calculate s and x\n\t vec3 s = floor(p + dot(p, vec3(XsX3zB_oct_F3)));\n\t vec3 x = p - s + dot(s, vec3(XsX3zB_oct_G3));\n\t \n\t // calculate i1 and i2\n\t vec3 e = step(vec3(0.0), x - x.yzx);\n\t vec3 i1 = e*(1.0 - e.zxy);\n\t vec3 i2 = 1.0 - e.zxy*(1.0 - e);\n\t \t\n\t // x1, x2, x3\n\t vec3 x1 = x - i1 + XsX3zB_oct_G3;\n\t vec3 x2 = x - i2 + 2.0*XsX3zB_oct_G3;\n\t vec3 x3 = x - 1.0 + 3.0*XsX3zB_oct_G3;\n\t \n\t // 2. find four surflets and store them in d\n\t vec4 w, d;\n\t \n\t // calculate surflet weights\n\t w.x = dot(x, x);\n\t w.y = dot(x1, x1);\n\t w.z = dot(x2, x2);\n\t w.w = dot(x3, x3);\n\t \n\t // w fades from 0.6 at the center of the surflet to 0.0 at the margin\n\t w = max(0.6 - w, 0.0);\n\t \n\t // calculate surflet components\n\t d.x = dot(XsX3zB_oct_random3(s), x);\n\t d.y = dot(XsX3zB_oct_random3(s + i1), x1);\n\t d.z = dot(XsX3zB_oct_random3(s + i2), x2);\n\t d.w = dot(XsX3zB_oct_random3(s + 1.0), x3);\n\t \n\t // multiply d by w^4\n\t w *= w;\n\t w *= w;\n\t d *= w;\n\t \n\t // 3. return the sum of the four surflets\n\t return dot(d, vec4(52.0));\n}",
						"inputs": [],
						"instance": "float $(name)_fbm(vec3 coord, float persistence) {\n\tfloat normalize_factor = 0.0;\n\tfloat value = 0.0;\n\tfloat scale = 1.0;\n\tfloat size = 1.0;\n\tfor (int i = 0; i < $iterations; i++) {\n\t\tvalue += XsX3zB_oct_simplex3d(coord*size) * scale;\n\t\tnormalize_factor += scale;\n\t\tsize *= 2.0;\n\t\tscale *= persistence;\n\t}\n\treturn value / normalize_factor;\n}\n\nfloat $(name)_bc(float f,float contrast, float brightness) {\n\treturn f*contrast+brightness+0.5-contrast*0.5;\n}\n",
						"longdesc": "Makes a non periodic noise with octaves using nikat code from https://www.shadertoy.com/view/XsX3zB\n\nCode - Nikat",
						"name": "TEX3D Simplex Noise Octaves",
						"outputs": [
							{
								"shortdesc": "TEX3D output",
								"tex3d": "$clamp",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 8.0,
								"label": "Scale",
								"longdesc": "Noise scale",
								"max": 32.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale X",
								"longdesc": "Noise X scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Y",
								"longdesc": "Noise Y scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Scale Z",
								"longdesc": "Noise Z scale",
								"max": 16.0,
								"min": 0.0,
								"name": "scale_z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate X",
								"longdesc": "Noise X translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transx",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Y",
								"longdesc": "Noise Y translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transy",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Translate Z",
								"longdesc": "Noise Z translate",
								"max": 100.0,
								"min": 0.0,
								"name": "transz",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 12.0,
								"label": "Iterations",
								"longdesc": "Noise iterations / octaves",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "11",
										"value": "11"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "15",
										"value": "15"
									},
									{
										"name": "16",
										"value": "16"
									}
								]
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "Persistence",
								"longdesc": "How higher octaves affect the output",
								"max": 1.0,
								"min": 0.0,
								"name": "persistence",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Brightness",
								"longdesc": "Overall brightness",
								"max": 1.0,
								"min": 0.0,
								"name": "brightness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Contrast",
								"longdesc": "Overall Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "contrast",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "Clamp",
								"longdesc": "Makes the output restricted between 0 and 1",
								"name": "clamp",
								"type": "enum",
								"values": [
									{
										"name": "false",
										"value": "$(name_uv)_out"
									},
									{
										"name": "true",
										"value": "clamp($(name_uv)_out,vec3(0),vec3(1))"
									}
								]
							}
						],
						"shortdesc": "TEX3D Simplex Noise Octaves"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_box_2",
					"node_position": {
						"x": -695.850402832031,
						"y": -101.072265625
					},
					"parameters": {
						"r": 0.03,
						"sx": 0.3,
						"sy": 0.25,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"generic_size": 1.0,
					"name": "sdf3d_boolean_2",
					"node_position": {
						"x": -195.850402832031,
						"y": -201.072265625
					},
					"parameters": {
						"op1": 1.0
					},
					"seed_int": 0.0,
					"type": "sdf3d_boolean_v"
				},
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -685.850402832031,
						"y": -251.072265625
					},
					"parameters": {
						"r": 0.03,
						"sx": 0.3,
						"sy": 0.25,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "pxflib_5",
					"node_position": {
						"x": -495.850402832031,
						"y": -101.072265625
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.2,
						"TranslateZ": 0.2,
						"scale": 0.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float o_$name_uv=$in(SDFTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale);\n\n",
						"global": "vec3 SDFTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - RodZilla, PauloFalcao\n\nTranslates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate",
						"name": "SDF Transform",
						"outputs": [
							{
								"sdf3d": "o_$name_uv*$scale",
								"shortdesc": "V4->V4 Ouput",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"name": "SDF_Checkerboard",
					"node_position": {
						"x": 464.149597167969,
						"y": -221.072265625
					},
					"parameters": {
						"AA": 0.0,
						"Position": -1.0,
						"Size": 10.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "float Simple_AAcheckedboard2D(vec2 p) {\n    p*=2.0;\n\tvec2 w=max(abs(dFdx(p)),abs(dFdy(p)))+1e-5;\n\tif (max(w.x,w.y)>1.0) {\n\t\treturn mod(floor(p.x)+floor(p.y),2.0);\n\t}\n\tvec2 i=((1.-abs(2.*fract((p+.5*w)/2.)-1.))-(1.-abs(2.*fract((p-.5*w)/2.)-1.)))/w;\n\treturn .5-.5*i.x*i.y;\n}",
						"inputs": [],
						"instance": "",
						"longdesc": "",
						"name": "SDF Checkerboard",
						"outputs": [
							{
								"sdf3d": "max($uv.y-$Position,length(vec3($uv.x,$uv.y+$Position,$uv.z))-$Size)",
								"type": "sdf3d"
							},
							{
								"tex3d": "vec3($AA)*0.9+0.1",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "Position",
								"max": 2.0,
								"min": -5.0,
								"name": "Position",
								"step": 0.1,
								"type": "float"
							},
							{
								"control": "None",
								"default": 10.0,
								"label": "Size",
								"max": 30.0,
								"min": 1.0,
								"name": "Size",
								"step": 1.0,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "AA",
								"name": "AA",
								"shortdesc": "Anti-Aliasing",
								"type": "enum",
								"values": [
									{
										"name": "No",
										"value": "mod(floor($uv.x*2.0)+floor($uv.z*2.0),2.0)"
									},
									{
										"name": "Yes",
										"value": "Simple_AAcheckedboard2D($uv.xz)"
									}
								]
							}
						]
					},
					"type": "shader"
				},
				{
					"name": "Multi_Transform",
					"node_position": {
						"x": 444.149597167969,
						"y": -11.072265625
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.0,
						"TranslateZ": 0.0,
						"scale": 2.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "vec3 MultiTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"default": "0.0",
								"label": "",
								"name": "tex",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							}
						],
						"instance": "",
						"longdesc": "Translates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
						"name": "Multi Transform",
						"outputs": [
							{
								"sdf3d": "$in(MultiTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale)*$scale",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"shortdesc": "TEX3D",
								"tex3d": "$tex(MultiTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale)",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"generic_size": 2.0,
					"name": "pxflib_4",
					"node_position": {
						"x": 804.149597167969,
						"y": -211.072265625
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Pow": 64.0,
						"Reflection": 0.2,
						"Shadow": 1.0,
						"Specular": 0.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "\n\nvec2 equirectangularMap(vec3 dir) {\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "length($uv.xyz)-0.4",
								"function": true,
								"label": "SDF3D #",
								"name": "sdf#",
								"shortdesc": "SDF3D #",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0,0.0,0.0)",
								"function": true,
								"label": "TEX3D #",
								"name": "tex#",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "\nvec2 input_$name(vec3 p) {\n    vec2 sdf=vec2(999999.0,0.0);\n\tfloat m;\n#for\n    m=$sdf#(p);\n    if (m<sdf.x){\n\t  sdf=vec2(m,#.0);\n\t}\n#end\n    return sdf;\n}\n\n\nvec3 tex_$name(vec3 p,float id) {\n    vec3 t=vec3(0.0);\n#for\n    if (id>(#.0-0.5)&&id<(#.0+0.5)) {\n\t  t=$tex#(vec4(p,id));\n\t}\n#end\n\n    return t;\n}\n\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=input_$name(p+e.xyy).x;\n  float v2=input_$name(p+e.yyx).x;\n  float v3=input_$name(p+e.yxy).x;\n  float v4=input_$name(p+e.xxx).x;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,inout vec2 dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = input_$name(p);\n        d += dS.x;\n        if (d > 50.0 || abs(dS.x) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = input_$name( pos + h*nor ).x;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = input_$name( ro + rd*t ).x;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tvec2 dS=vec2(0);\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\t\n\tvec3 objColor=tex_$name(p,dS.y);\n\t\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+pow(r,$Pow)*$Specular;\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=tex_$name(p,dS.y);\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tobjColorRef=max(l,$AmbLight)*objColorRef;\n\t\t} else {\n\t\t\tobjColorRef=$hdri(equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,$Reflection);\n\t} else {\n\t\tcolor=$hdri(equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn color;\n}",
						"longdesc": "Type - SDF3D Render\nCode - PauloFalcao, IQ\n\nRay marching node for 2 objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\n",
						"name": "SDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Reflection",
								"longdesc": "Reflection strength, reflects other objects or the environment HDRI 360 image ",
								"max": 1.0,
								"min": 0.0,
								"name": "Reflection",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.4,
								"label": "Specular",
								"longdesc": "Objects shading specular component strength, it's the strength  of the highlight.",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 32.0,
								"label": "Pow",
								"longdesc": "Shininess of the specular component, it's the size of the specular component, it tries to simulate more shininess surfaces or more rough surfaces.",
								"max": 1024.0,
								"min": 0.0,
								"name": "Pow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/SDF3D/Op/Deform Edges Example"
		},
		{
			"display_name": "Deform Edges Generic",
			"icon_data": 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",
			"name": "SDF_Deform_Edges_Generic",
			"parameters": {
				"f": 2.5,
				"g": 2.5,
				"h": 0.0,
				"m": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=$sdfa($uv.xyz);\nfloat $(name_uv)_sdfb=$sdfb($uv.xyz);\nfloat $(name_uv)_mix=$texd(vec4($uv.xyz,1.0));\nvec3 $(name_uv)_b=$texb(vec4($uv.xyz,1.0));\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nfloat $(name_uv)_modsdf=mix($(name_uv)_sdfa,$(name_uv)_sdfb,$(name_uv)_mix*$g+$m);\nvec3 $(name_uv)_tex=($(name_uv)_sdfdiff>0.0)?\nmix($(name_uv)_b,$texa(vec4($uv.xyz,1.0)),clamp($(name_uv)_sdfdiff*$(name_uv)_mix*$f*100.0,0.0,1.0)):\nmix($(name_uv)_b,$texc(vec4($uv.xyz,1.0)),clamp(-$(name_uv)_sdfdiff*$(name_uv)_mix*$f*100.,0.0,1.0));",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base SDF",
						"longdesc": "Main SDF goes here, adding a small SDF blur can help to avoid hard edges",
						"name": "sdfa",
						"shortdesc": "Main SDF",
						"type": "sdf3d"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Modified SDF",
						"longdesc": "Modified SDF goes here, typically is the Base SDF with Blur, using the SDF Blur node.",
						"name": "sdfb",
						"shortdesc": "Modified SDF",
						"type": "sdf3d"
					},
					{
						"default": "0.2",
						"function": true,
						"label": "Surface Deform",
						"longdesc": "Surface deformation texture based on the difference between the two PDFs",
						"name": "texd",
						"shortdesc": "Surface Deform Texture",
						"type": "tex3d_gs"
					},
					{
						"default": "vec3(0.7)",
						"function": true,
						"label": "Tex Bump",
						"longdesc": "Bump Texture, where the SDF difference is negative",
						"name": "texa",
						"shortdesc": "Bump Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(1.0,0.0,0.0)",
						"function": true,
						"label": "Tex Surface",
						"longdesc": "Surface Texture, where the SDF difference is close to zero",
						"name": "texb",
						"shortdesc": "Surface Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(0.2)",
						"function": true,
						"label": "Tex Hole",
						"longdesc": "Hole Texture, where the SDF difference is positive",
						"name": "texc",
						"shortdesc": "Hole Texture",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Modifies an SDF by comparing the base SDF and a modified version of the base SDF.\nTypically the modified version is a soft version of the base version, which can be done using the Node SDF Blur\nObject colors are modified based on the difference of the two SDFs, with a texture for surface where the two SDFs are equal, a texture for holes where the difference is negative, and a texture for bumps where the difference is positive.\n\nCode - PauloFalcao",
				"name": "SDF Deform Edges Generic",
				"outputs": [
					{
						"sdf3d": "$(name_uv)_modsdf",
						"type": "sdf3d"
					},
					{
						"tex3d": "$(name_uv)_tex",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Deform",
						"max": 4.0,
						"min": 0.0,
						"name": "g",
						"shortdesc": "SDF Deformation amount",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Select",
						"max": 1.0,
						"min": 0.0,
						"name": "m",
						"shortdesc": "SDF Selection between the base SDF (value 0) and the modified SDF (value 1)",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift  difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Deform Edges Generic"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Deform Edges Generic",
			"type": "shader"
		},
		{
			"display_name": "Fractal IFS",
			"icon_data": 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",
			"name": "SDF_Fractal_IFS",
			"parameters": {
				"iterations": 3.0,
				"minite": 0.0,
				"mode": 1.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "SDF3D",
						"longdesc": "The object that will be repeated",
						"name": "obj3d",
						"shortdesc": "SDF3D",
						"type": "sdf3d"
					},
					{
						"default": "vec4(0.0)",
						"function": true,
						"label": "V4->V4 3D Transformation",
						"longdesc": "The transformation that will be applied each iteration",
						"name": "trans3d",
						"shortdesc": "V4->V4 Transformation",
						"type": "v4v4"
					},
					{
						"default": "min($uv.x,$uv.y)",
						"function": true,
						"label": "SDF2D Custom Boolean",
						"longdesc": "(opcional) The combine operation, defined as a SDF2D.\nWill be applied after each SDF3D evaluation to combine with the previous result.",
						"name": "custombool",
						"shortdesc": "SDF2D Join",
						"type": "sdf2d"
					}
				],
				"instance": "float for_fold_$name(vec4 p) {\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n  }\n  return $obj3d(p.xyz)/p.w;\n}\n\nfloat for_min_$name(vec4 p) {\n  float d=0.0;\n  float m=999999.0;\n  if ($minite==0){\n\t  d=$obj3d(p.xyz);\n\t  m=min(999999.0,d);\n  }\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n\td=$obj3d(p.xyz);\n\tif (i>=$minite) m=min(m,d/p.w);\n  }\n  return m;\n}\n\nfloat for_custom_$name(vec4 p) {\n  float d=$obj3d(p.xyz);\n  float m=$custombool(vec2(999999.0,d));\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n\td=$obj3d(p.xyz);\n\tm=$custombool(vec2(m,d/p.w));\n  }\n  return m;\n}",
				"longdesc": "IFS Fractal, repeats a shape x Iterations times, and for each iteration uses the transformation in 3D Transformation Node.\n\n3D transformation node uses the generic V4->V4 Type\n\nThere are 3 modes available:\n - Fold\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated only once after the last iteration.\n     Using operators like Axis Symmetry is possible to repeat space.\n - Min\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the min operation.\n - Custom\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the custom SDF2D operation.\n\nCode - PauloFalcao",
				"name": "SDF Fractal IFS",
				"outputs": [
					{
						"sdf3d": "$mode",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 24.0,
						"label": "Iterations",
						"longdesc": "Number of Iterations",
						"name": "iterations",
						"type": "enum",
						"values": [
							{
								"name": "0",
								"value": "0"
							},
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "6",
								"value": "6"
							},
							{
								"name": "7",
								"value": "7"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "9",
								"value": "9"
							},
							{
								"name": "10",
								"value": "10"
							},
							{
								"name": "11",
								"value": "11"
							},
							{
								"name": "12",
								"value": "12"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "14",
								"value": "14"
							},
							{
								"name": "15",
								"value": "15"
							},
							{
								"name": "16",
								"value": "16"
							},
							{
								"name": "17",
								"value": "17"
							},
							{
								"name": "18",
								"value": "18"
							},
							{
								"name": "19",
								"value": "19"
							},
							{
								"name": "20",
								"value": "20"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "22",
								"value": "22"
							},
							{
								"name": "23",
								"value": "23"
							},
							{
								"name": "24",
								"value": "24"
							}
						]
					},
					{
						"default": 0.0,
						"label": "Mode",
						"longdesc": "Iteration combine mode.\n - Fold\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated only once after the last iteration.\n     Using operators like Axis Symmetry is possible to repeat space.\n - Min\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the min operation.\n - Custom\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the custom SDF2D operation.",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "Fold",
								"value": "for_fold_$name(vec4($uv,1.0))"
							},
							{
								"name": "Min",
								"value": "for_min_$name(vec4($uv,1.0))"
							},
							{
								"name": "Custom",
								"value": "for_custom_$name(vec4($uv,1.0))"
							}
						]
					},
					{
						"default": 0.0,
						"label": "MinIteration",
						"longdesc": "Used for Min and Custom, only the objects after and on this iteration will be combined.",
						"name": "minite",
						"shortdesc": "Minimum Iteration",
						"type": "enum",
						"values": [
							{
								"name": "0",
								"value": "0"
							},
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "6",
								"value": "6"
							}
						]
					}
				],
				"shortdesc": "SDF Fractal"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Fractal IFS",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdf3d_sphere",
					"from_node": "node_sdf3d_sphere",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_18",
					"to_node": "node_pxflib_18",
					"to_port": 0.0
				},
				{
					"from": "sdsmoothboolean",
					"from_node": "node_sdsmoothboolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_18",
					"to_node": "node_pxflib_18",
					"to_port": 2.0
				},
				{
					"from": "pxflib_18",
					"from_node": "node_pxflib_18",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_rotate_2",
					"to_node": "node_sdf3d_rotate_2",
					"to_port": 0.0
				},
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 0.0
				},
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_rotate_2",
					"from_node": "node_sdf3d_rotate_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 2.0
				},
				{
					"from": "pxflib_2",
					"from_node": "node_pxflib_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_8",
					"to_node": "node_pxflib_8",
					"to_port": 0.0
				},
				{
					"from": "pxflib_8",
					"from_node": "node_pxflib_8",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_3",
					"to_node": "node_pxflib_3",
					"to_port": 0.0
				},
				{
					"from": "pxflib_3",
					"from_node": "node_pxflib_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_5",
					"to_node": "node_pxflib_5",
					"to_port": 0.0
				},
				{
					"from": "pxflib_5",
					"from_node": "node_pxflib_5",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 0.0
				},
				{
					"from": "pxflib_4",
					"from_node": "node_pxflib_4",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_18",
					"to_node": "node_pxflib_18",
					"to_port": 1.0
				}
			],
			"display_name": "Fractal IFS Example",
			"icon_data": 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",
			"nodes": [
				{
					"name": "sdf3d_sphere",
					"node_position": {
						"x": -363.157257080078,
						"y": -245.824523925781
					},
					"parameters": {
						"r": 0.45
					},
					"seed": 31350.0,
					"type": "sdf3d_sphere"
				},
				{
					"name": "sdsmoothboolean",
					"node_position": {
						"x": -13.1572875976562,
						"y": 91.1754760742188
					},
					"parameters": {
						"k": 0.01
					},
					"seed": 61915.0,
					"shader_model": {
						"code": "",
						"global": "float sdSmoothXYUnion( float d1, float d2, float k ) {\n    float h = clamp( 0.5 + 0.5*(d2-d1)/k, 0.0, 1.0 );\n    return mix( d2, d1, h ) - k*h*(1.0-h); }",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - SDF2D Operator\nCode - IQ, RodZilla\n\nReturns a 2D SDF of a smooth boolean operation (union, intersection and difference) between the X axis and the Y axis\n\nBased of the original sdSmoothBoolean with X axis and Y axis for input",
						"name": "Smooth Union XY",
						"outputs": [
							{
								"longdesc": "The shape generated by the boolean operation",
								"sdf2d": "sdSmoothXYUnion($uv.x, $uv.y, $k)",
								"shortdesc": "Output",
								"type": "sdf2d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "The smoothness of the boolean operation",
								"max": 1.0,
								"min": 0.0,
								"name": "k",
								"shortdesc": "Smoothness",
								"step": 0.0001,
								"type": "float"
							}
						],
						"shortdesc": "Smooth Union XY"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_4",
					"node_position": {
						"x": -440.672271728516,
						"y": 273.290466308594
					},
					"parameters": {
						"mode": 0.0,
						"smooth": "sin($time*0.2)*0.1+0.1"
					},
					"seed": -23788.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"label": "V4->V4",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Type - V4->V4 Operator\nCode - PauloFalcao\n\nTransforms a V4->V4 making a mirror smooth symmetry using the chosen axis",
						"name": "Smooth Axis Symmetry",
						"outputs": [
							{
								"shortdesc": "V4->V4 output",
								"type": "v4v4",
								"v4v4": "$in(vec4(vec3($mode),$uv.w))"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "Axis",
								"longdesc": "Axis",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "XYZ",
										"value": "sqrt($uv.xyz*$uv.xyz+$smooth)"
									},
									{
										"name": "XY",
										"value": "sqrt($uv.xy*$uv.xy+$smooth),$uv.z"
									},
									{
										"name": "XZ",
										"value": "sqrt($uv.x*$uv.x+$smooth),$uv.y,sqrt($uv.z*$uv.z+$smooth)"
									},
									{
										"name": "YZ",
										"value": "$uv.x,sqrt($uv.yz*$uv.yz+$smooth)"
									},
									{
										"name": "X",
										"value": "sqrt($uv.x*$uv.x+$smooth),$uv.yz"
									},
									{
										"name": "Y",
										"value": "$uv.x,sqrt($uv.y*$uv.y+$smooth),$uv.z"
									},
									{
										"name": "Z",
										"value": "$uv.x,$uv.y,sqrt($uv.z*$uv.z+$smooth)"
									}
								]
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Smooth",
								"longdesc": "Smooth amount",
								"max": 1.0,
								"min": 0.0,
								"name": "smooth",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "Smooth Axis Symmetry"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_5",
					"node_position": {
						"x": -450.672271728516,
						"y": 173.290466308594
					},
					"parameters": {
						"ax": -20.0,
						"ay": 30.0,
						"az": -20.0
					},
					"seed": -55518.0,
					"shader_model": {
						"code": "",
						"global": "vec3 v4v4_rotate(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - RodZilla, PauloFalcao\n\nRotates a V4->V4\nAdapted from RodZilla TEX3D Rotate",
						"name": "Rotate",
						"outputs": [
							{
								"shortdesc": "V4->V4 Ouput",
								"type": "v4v4",
								"v4v4": "$in(vec4(v4v4_rotate($uv.xyz, -vec3($ax, $ay, $az)*0.01745329251), $uv.w))"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "ax",
								"shortdesc": "Rotate.x",
								"step": 1.0,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "ay",
								"shortdesc": "Rotate.y",
								"step": 1.0,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "az",
								"shortdesc": "Rotate.z",
								"step": 1.0,
								"type": "float"
							}
						],
						"shortdesc": "V4->V4 Rotate"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_3",
					"node_position": {
						"x": -450.672271728516,
						"y": 73.2904663085938
					},
					"parameters": {
						"x": 0.5,
						"y": 0.5,
						"z": 0.5
					},
					"seed": -47518.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "vec4(0.0)",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Type - V4->V4 Operator\nCode - PauloFalcao\n\nTranslates the input V4->V4 Coordinates",
						"name": "Translate",
						"outputs": [
							{
								"shortdesc": "V4->V4 Output",
								"type": "v4v4",
								"v4v4": "$in(vec4($uv.xyz-vec3($x, $y, $z),$uv.w))"
							}
						],
						"parameters": [
							{
								"control": "P1.x",
								"default": 0.0,
								"label": "X",
								"max": 1.0,
								"min": -1.0,
								"name": "x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "P1.y",
								"default": 0.0,
								"label": "Y",
								"max": 1.0,
								"min": -1.0,
								"name": "y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 1.0,
								"min": -1.0,
								"name": "z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "Translate"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_18",
					"node_position": {
						"x": 12.1926879882812,
						"y": -132.174560546875
					},
					"parameters": {
						"iterations": 6.0,
						"mode": 2.0
					},
					"seed": -64326.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "SDF3D",
								"longdesc": "The object that will be repeated",
								"name": "obj3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"default": "vec4(0.0)",
								"function": true,
								"label": "V4->V4 3D Transformation",
								"longdesc": "The transformation that will be applied each iteration",
								"name": "trans3d",
								"shortdesc": "V4->V4 Transformation",
								"type": "v4v4"
							},
							{
								"default": "min($uv.x,$uv.y)",
								"function": true,
								"label": "SDF2D Custom Boolean",
								"longdesc": "(opcional) The combine operation, defined as a SDF2D.\nWill be applied after each SDF3D evaluation to combine with the previous result.",
								"name": "custombool",
								"shortdesc": "SDF2D Join",
								"type": "sdf2d"
							}
						],
						"instance": "float for_fold_$name(vec4 p) {\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n  }\n  return $obj3d(p.xyz)/p.w;\n}\n\nfloat for_min_$name(vec4 p) {\n  float d=$obj3d(p.xyz);\n  float m=min(999999.0,d);\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n\td=$obj3d(p.xyz);\n\tm=min(m,d/p.w);\n  }\n  return m;\n}\n\nfloat for_custom_$name(vec4 p) {\n  float d=$obj3d(p.xyz);\n  float m=$custombool(vec2(999999.0,d));\n  for(int i=0;i<$iterations;i++){\n    p=$trans3d(p);\n\td=$obj3d(p.xyz);\n\tm=$custombool(vec2(m,d/p.w));\n  }\n  return m;\n}",
						"longdesc": "Type - SDF3D Generator\nCode - PauloFalcao\n\nRepeats a shape x Iterations times, and for each iteration uses the transformation in 3D Transformation Node.\n\n3D transformation node uses the generic V4->V4 Type\n\nThere are 3 modes available:\n - Fold\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated only once after the last iteration.\n     Using operators like Axis Symmetry is possible to repeat space.\n - Min\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the min operation.\n - Custom\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the custom SDF2D operation.",
						"name": "Fractal",
						"outputs": [
							{
								"sdf3d": "$mode",
								"shortdesc": "SDF3D Output",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"default": 24.0,
								"label": "Iterations",
								"longdesc": "Number of Iterations",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "0",
										"value": "0"
									},
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "11",
										"value": "11"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "15",
										"value": "15"
									},
									{
										"name": "16",
										"value": "16"
									},
									{
										"name": "17",
										"value": "17"
									},
									{
										"name": "18",
										"value": "18"
									},
									{
										"name": "19",
										"value": "19"
									},
									{
										"name": "20",
										"value": "20"
									},
									{
										"name": "21",
										"value": "21"
									},
									{
										"name": "22",
										"value": "22"
									},
									{
										"name": "23",
										"value": "23"
									},
									{
										"name": "24",
										"value": "24"
									}
								]
							},
							{
								"default": 0.0,
								"label": "Mode",
								"longdesc": "Iteration combine mode.\n - Fold\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated only once after the last iteration.\n     Using operators like Axis Symmetry is possible to repeat space.\n - Min\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the min operation.\n - Custom\n     Transforms space x Iterations times.\n     The object SDF3D is evaluated for each iteration,\n     and combined with the previous result using the custom SDF2D operation.",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "Fold",
										"value": "for_fold_$name(vec4($uv,1.0))"
									},
									{
										"name": "Min",
										"value": "for_min_$name(vec4($uv,1.0))"
									},
									{
										"name": "Custom",
										"value": "for_custom_$name(vec4($uv,1.0))"
									}
								]
							}
						],
						"shortdesc": "Fractal"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "sdf3d_rotate_2",
					"node_position": {
						"x": 459.327728271484,
						"y": -116.709533691406
					},
					"parameters": {
						"ax": "$time*13.0",
						"ay": "$time*23.0",
						"az": "$time*17.0"
					},
					"seed": -40181.0,
					"type": "sdf3d_rotate"
				},
				{
					"name": "pxflib_8",
					"node_position": {
						"x": -450.672271728516,
						"y": -76.7095336914062
					},
					"parameters": {
						"mode": 1.0,
						"x": 1.0,
						"xyz": 0.327,
						"y": 1.0,
						"z": 1.0
					},
					"seed": 47382.0,
					"shader_model": {
						"code": "vec4 o_$name_uv=$in(vec4($uv.xyz/vec3($x, $y, $z)/$xyz,$uv.w));",
						"global": "",
						"inputs": [
							{
								"default": "vec4(0.0)",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "v4v4"
							}
						],
						"instance": "",
						"longdesc": "Type - V4->V4 Operator\nCode - PauloFalcao\n\nScales the input V4->V4 Coordinates",
						"name": "Scale",
						"outputs": [
							{
								"shortdesc": "V4->V4 Output",
								"type": "v4v4",
								"v4v4": "$mode"
							}
						],
						"parameters": [
							{
								"control": "P1.x",
								"default": 1.0,
								"label": "XYZ",
								"longdesc": "Scales all axis",
								"max": 1.0,
								"min": -1.0,
								"name": "xyz",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "X",
								"longdesc": "Scale X axis",
								"max": 1.0,
								"min": -1.0,
								"name": "x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Y",
								"longdesc": "Scale Y axis",
								"max": 1.0,
								"min": -1.0,
								"name": "y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Z",
								"longdesc": "Scale Z axis",
								"max": 1.0,
								"min": -1.0,
								"name": "z",
								"step": 0.001,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "Mode",
								"longdesc": "- Multi-Field SDF mode is the default mode used for scaling Multi-Field SDF objecta.\n- Coordinates Transformation is the mode that should be used for coordinates transformations operations, like in the fractal node input V4->V4 3D Transformation",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "Multi-Field SDF (def. mode)",
										"value": "vec4(o_$name_uv.xyz,o_$name_uv.w*min(min($x, $y), $z)*$xyz)"
									},
									{
										"name": "Coordinates Transformation",
										"value": "vec4(o_$name_uv.xyz,$uv.w/min(min($x, $y), $z)/$xyz)"
									}
								]
							}
						],
						"shortdesc": "Translate"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_2",
					"node_position": {
						"x": -450.672271728516,
						"y": -146.709533691406
					},
					"parameters": {

					},
					"seed": 39623.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nInput Coordinates",
						"name": "Axis",
						"outputs": [
							{
								"shortdesc": "V4->V4 Coordinates Output",
								"type": "v4v4",
								"v4v4": "$uv"
							}
						],
						"parameters": [],
						"shortdesc": "Axis"
					},
					"type": "shader"
				},
				{
					"name": "SDF_Checkerboard",
					"node_position": {
						"x": 299.327728271484,
						"y": -296.709533691406
					},
					"parameters": {
						"AA": 0.0,
						"Position": -1.0,
						"Size": 10.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "float Simple_AAcheckedboard2D(vec2 p) {\n    p*=2.0;\n\tvec2 w=max(abs(dFdx(p)),abs(dFdy(p)))+1e-5;\n\tif (max(w.x,w.y)>1.0) {\n\t\treturn mod(floor(p.x)+floor(p.y),2.0);\n\t}\n\tvec2 i=((1.-abs(2.*fract((p+.5*w)/2.)-1.))-(1.-abs(2.*fract((p-.5*w)/2.)-1.)))/w;\n\treturn .5-.5*i.x*i.y;\n}",
						"inputs": [],
						"instance": "",
						"longdesc": "",
						"name": "SDF Checkerboard",
						"outputs": [
							{
								"sdf3d": "max($uv.y-$Position,length(vec3($uv.x,$uv.y+$Position,$uv.z))-$Size)",
								"type": "sdf3d"
							},
							{
								"tex3d": "vec3($AA)*0.9+0.1",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "Position",
								"max": 2.0,
								"min": -5.0,
								"name": "Position",
								"step": 0.1,
								"type": "float"
							},
							{
								"control": "None",
								"default": 10.0,
								"label": "Size",
								"max": 30.0,
								"min": 1.0,
								"name": "Size",
								"step": 1.0,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "AA",
								"name": "AA",
								"shortdesc": "Anti-Aliasing",
								"type": "enum",
								"values": [
									{
										"name": "No",
										"value": "mod(floor($uv.x*2.0)+floor($uv.z*2.0),2.0)"
									},
									{
										"name": "Yes",
										"value": "Simple_AAcheckedboard2D($uv.xz)"
									}
								]
							}
						]
					},
					"type": "shader"
				},
				{
					"generic_size": 2.0,
					"name": "pxflib",
					"node_position": {
						"x": 659.327758789062,
						"y": -246.709533691406
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Pow": 64.0,
						"Reflection": 0.2,
						"Shadow": 1.0,
						"Specular": 0.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "\n\nvec2 equirectangularMap(vec3 dir) {\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "length($uv.xyz)-0.4",
								"function": true,
								"label": "SDF3D #",
								"name": "sdf#",
								"shortdesc": "SDF3D #",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0,0.0,0.0)",
								"function": true,
								"label": "TEX3D #",
								"name": "tex#",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "\nvec2 input_$name(vec3 p) {\n    vec2 sdf=vec2(999999.0,0.0);\n\tfloat m;\n#for\n    m=$sdf#(p);\n    if (m<sdf.x){\n\t  sdf=vec2(m,#.0);\n\t}\n#end\n    return sdf;\n}\n\n\nvec3 tex_$name(vec3 p,float id) {\n    vec3 t=vec3(0.0);\n#for\n    if (id>(#.0-0.5)&&id<(#.0+0.5)) {\n\t  t=$tex#(vec4(p,id));\n\t}\n#end\n\n    return t;\n}\n\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=input_$name(p+e.xyy).x;\n  float v2=input_$name(p+e.yyx).x;\n  float v3=input_$name(p+e.yxy).x;\n  float v4=input_$name(p+e.xxx).x;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,inout vec2 dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = input_$name(p);\n        d += dS.x;\n        if (d > 50.0 || abs(dS.x) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = input_$name( pos + h*nor ).x;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = input_$name( ro + rd*t ).x;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tvec2 dS=vec2(0);\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\t\n\tvec3 objColor=tex_$name(p,dS.y);\n\t\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+pow(r,$Pow)*$Specular;\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=tex_$name(p,dS.y);\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tobjColorRef=max(l,$AmbLight)*objColorRef;\n\t\t} else {\n\t\t\tobjColorRef=$hdri(equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,$Reflection);\n\t} else {\n\t\tcolor=$hdri(equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn color;\n}",
						"longdesc": "Type - SDF3D Render\nCode - PauloFalcao, IQ\n\nRay marching node for 2 objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\n",
						"name": "SDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Reflection",
								"longdesc": "Reflection strength, reflects other objects or the environment HDRI 360 image ",
								"max": 1.0,
								"min": 0.0,
								"name": "Reflection",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.4,
								"label": "Specular",
								"longdesc": "Objects shading specular component strength, it's the strength  of the highlight.",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 32.0,
								"label": "Pow",
								"longdesc": "Shininess of the specular component, it's the size of the specular component, it tries to simulate more shininess surfaces or more rough surfaces.",
								"max": 1024.0,
								"min": 0.0,
								"name": "Pow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/SDF3D/Op/Fractal IFS Example"
		},
		{
			"display_name": "Selector2D XZ",
			"generic_size": 2.0,
			"icon_data": 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",
			"name": "SDF3D_Selector2D_XZ",
			"parameters": {

			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Selection Map",
						"name": "map",
						"shortdesc": "2D texture for selecting SDFs",
						"type": "f"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "SDF#",
						"name": "sdf#",
						"shortdesc": "SDF3D #",
						"type": "sdf3d"
					}
				],
				"instance": "\nfloat sdfselector_$name(vec3 p) {\n\tvec2 tile_xy = fract(p.xz+0.5)-0.5;\n\tvec2 tile_pos = floor(p.xz+0.5)-0.5;\n\n\tfloat sel = clamp($map(tile_pos),0.0,1.0);\n\t\n\tint index = int(floor(sel * float(#count)+1.0));\n\t\n\t#for\n\t\tif (index == #) {\n\t\t\treturn $sdf#(vec3(tile_xy.x,p.y,tile_xy.y));\n\t\t}\n\t#end\n\t\n\treturn 1e10;\n}\n\n\nvec3 sdf2d_diff_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(0.5,xy.y,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(-0.5,xy.y,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,xy.y,0.5))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,xy.y,-0.5))<0.0) col+=vec3(1.0);\n\t\tt=t+4.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (outc.x<1.0) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n\nvec3 sdf2d_show_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(xy.x,0.0,xy.y))<0.0) col+=vec3(1.0);\n\t\tt=t+1.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (xy.x>0.49&&xy.x<0.51||xy.x<-0.49&&xy.x>-0.51||\n\t    xy.y>0.49&&xy.y<0.51||xy.y<-0.49&&xy.y>-0.51) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n",
				"longdesc": "Selects one of multiple SDF3D inputs based on a selection map value for each tile.\nThe map's red channel (0.0-1.0) determines which SDF is used per tile.\n\nCode  - PauloFalcao",
				"name": "SDF3D Selector2D XZ",
				"outputs": [
					{
						"sdf3d": "sdfselector_$name($uv)",
						"shortdesc": "SDF Output",
						"type": "sdf3d"
					},
					{
						"longdesc": "Checks the differences between the 4 connecting faces of the SDFs.",
						"rgb": "sdf2d_diff_$name($uv)",
						"shortdesc": "Debug tile faces",
						"type": "rgb"
					},
					{
						"longdesc": "Show a 2d slice of the SDFs.",
						"rgb": "sdf2d_show_$name($uv)",
						"shortdesc": "Debug tile",
						"type": "rgb"
					}
				],
				"parameters": [],
				"shortdesc": "SDF3D Selector XZ"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Selector2D XZ",
			"type": "shader"
		},
		{
			"display_name": "Selector2D XY",
			"generic_size": 2.0,
			"icon_data": 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",
			"name": "SDF3D_Selector2D_XY",
			"parameters": {

			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Selection Map",
						"name": "map",
						"shortdesc": "2D texture for selecting SDFs",
						"type": "f"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "SDF#",
						"name": "sdf#",
						"shortdesc": "SDF3D #",
						"type": "sdf3d"
					}
				],
				"instance": "\nfloat sdfselector_$name(vec3 p) {\n\n\tvec2 tile_xy = fract(p.xy+0.5)-0.5;\n\tvec2 tile_pos = floor(p.xy+0.5)-0.5;\n\n\tfloat sel = clamp($map(tile_pos),0.0,1.0);\n\n\tint index = int(floor(sel * float(#count)+1.0));\n\t\n\t#for\n\t\tif (index == #) {\n\t\t\t\treturn $sdf#(vec3(tile_xy.x,tile_xy.y,p.z));\n\t}\n\t#end\n\n\treturn 1e10;\n}\n\n\nvec3 sdf2d_diff_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(0.5,xy.y,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(-0.5,xy.y,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,0.5,xy.y))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,-0.5,xy.y))<0.0) col+=vec3(1.0);\n\t\tt=t+4.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (outc.x<1.0) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n\nvec3 sdf2d_show_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(xy.x,xy.y,0.0))<0.0) col+=vec3(1.0);\n\t\tt=t+1.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (xy.x>0.49&&xy.x<0.51||xy.x<-0.49&&xy.x>-0.51||\n\t    xy.y>0.49&&xy.y<0.51||xy.y<-0.49&&xy.y>-0.51) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n",
				"longdesc": "Selects one of multiple SDF3D inputs based on a selection map value for each tile.\nThe map's red channel (0.0-1.0) determines which SDF is used per tile.\n\nCode  - PauloFalcao",
				"name": "SDF3D Selector2D XY",
				"outputs": [
					{
						"sdf3d": "sdfselector_$name($uv)",
						"shortdesc": "SDF Output",
						"type": "sdf3d"
					},
					{
						"longdesc": "Checks the differences between the 4 connecting faces of the SDFs.",
						"rgb": "sdf2d_diff_$name($uv)",
						"shortdesc": "Debug tile faces",
						"type": "rgb"
					},
					{
						"longdesc": "Show a 2d slice of the SDFs.",
						"rgb": "sdf2d_show_$name($uv)",
						"shortdesc": "Debug tile",
						"type": "rgb"
					}
				],
				"parameters": [],
				"shortdesc": "SDF3D Selector XY"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Selector2D XY",
			"type": "shader"
		},
		{
			"display_name": "Selector2D YZ",
			"generic_size": 2.0,
			"icon_data": 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",
			"name": "SDF3D_Selector2D_YZ",
			"parameters": {

			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Selection Map",
						"name": "map",
						"shortdesc": "2D texture for selecting SDFs",
						"type": "f"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "SDF#",
						"name": "sdf#",
						"shortdesc": "SDF3D #",
						"type": "sdf3d"
					}
				],
				"instance": "\nfloat sdfselector_$name(vec3 p) {\n\n\tvec2 tile_xy = fract(p.yz+0.5)-0.5;\n\tvec2 tile_pos = floor(p.yz+0.5)-0.5;\n\n\tfloat sel = clamp($map(tile_pos),0.0,1.0);\n\n\tint index = int(floor(sel * float(#count)+1.0));\n\n\t#for\n\t\tif (index == #) {\n\t\t\t\treturn $sdf#(vec3(p.x,tile_xy.x,tile_xy.y));\n\t}\n\t#end\n\n\treturn 1e10;\n}\n\n\nvec3 sdf2d_diff_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(xy.y,0.5,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.y,-0.5,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,xy.y,0.5))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,xy.y,-0.5))<0.0) col+=vec3(1.0);\n\t\tt=t+4.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (outc.x<1.0) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n\nvec3 sdf2d_show_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(0.0,xy.x,xy.y))<0.0) col+=vec3(1.0);\n\t\tt=t+1.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (xy.x>0.49&&xy.x<0.51||xy.x<-0.49&&xy.x>-0.51||\n\t    xy.y>0.49&&xy.y<0.51||xy.y<-0.49&&xy.y>-0.51) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n",
				"longdesc": "Selects one of multiple SDF3D inputs based on a selection map value for each tile.\nThe map (0.0-1.0) determines which SDF is used per tile.\n\nCode - Paulo Falcao",
				"name": "SDF3D Selector2D YZ",
				"outputs": [
					{
						"sdf3d": "sdfselector_$name($uv)",
						"shortdesc": "SDF Output",
						"type": "sdf3d"
					},
					{
						"longdesc": "Checks the differences between the 4 connecting faces of the SDFs.",
						"rgb": "sdf2d_diff_$name($uv)",
						"shortdesc": "Debug tile faces",
						"type": "rgb"
					},
					{
						"longdesc": "Show a 2d slice of the SDFs.",
						"rgb": "sdf2d_show_$name($uv)",
						"shortdesc": "Debug tile",
						"type": "rgb"
					}
				],
				"parameters": [],
				"shortdesc": "SDF3D Selector YZ"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Selector2D YZ",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdf3d_torus_2",
					"from_node": "node_sdf3d_torus_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_translate_3_4",
					"to_node": "node_sdf3d_translate_3_4",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_torus_2",
					"from_node": "node_sdf3d_torus_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_translate_3_5",
					"to_node": "node_sdf3d_translate_3_5",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_translate_3_4",
					"from_node": "node_sdf3d_translate_3_4",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean_3",
					"to_node": "node_sdf3d_boolean_3",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_translate_3_5",
					"from_node": "node_sdf3d_translate_3_5",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean_3",
					"to_node": "node_sdf3d_boolean_3",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_boolean_3",
					"from_node": "node_sdf3d_boolean_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "_3",
					"to_node": "node__3",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_boolean_3",
					"from_node": "node_sdf3d_boolean_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "RandomSDF3DSelector_7",
					"to_node": "node_RandomSDF3DSelector_7",
					"to_port": 1.0
				},
				{
					"from": "_3",
					"from_node": "node__3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "RandomSDF3DSelector_7",
					"to_node": "node_RandomSDF3DSelector_7",
					"to_port": 2.0
				},
				{
					"from": "shader_2",
					"from_node": "node_shader_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "RandomSDF3DSelector_7",
					"to_node": "node_RandomSDF3DSelector_7",
					"to_port": 0.0
				},
				{
					"from": "RandomSDF3DSelector_7",
					"from_node": "node_RandomSDF3DSelector_7",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_3",
					"to_node": "node_pxflib_3",
					"to_port": 5.0
				},
				{
					"from": "pxflib_3",
					"from_node": "node_pxflib_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "MFSDF_Render",
					"to_node": "node_MFSDF_Render",
					"to_port": 0.0
				}
			],
			"display_name": "Selector2D XZ Example",
			"icon_data": 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",
			"nodes": [
				{
					"name": "sdf3d_torus_2",
					"node_position": {
						"x": -746.499450683594,
						"y": -46.5116386413574
					},
					"parameters": {
						"R": 0.5,
						"axis": 1.0,
						"r": 0.1
					},
					"seed_int": 0.0,
					"type": "sdf3d_torus"
				},
				{
					"generic_size": 1.0,
					"name": "sdf3d_translate_3_5",
					"node_position": {
						"x": -516.499450683594,
						"y": 33.4883613586426
					},
					"parameters": {
						"x": -0.5,
						"y": 0.0,
						"z": -0.5
					},
					"seed_int": 0.0,
					"type": "sdf3d_translate"
				},
				{
					"generic_size": 1.0,
					"name": "sdf3d_boolean_3",
					"node_position": {
						"x": -326.499450683594,
						"y": -46.5116386413574
					},
					"parameters": {
						"op1": 0.0
					},
					"seed_int": 0.0,
					"type": "sdf3d_boolean_v"
				},
				{
					"name": "pxflib_3",
					"node_position": {
						"x": 453.500549316406,
						"y": -176.511642456055
					},
					"parameters": {
						"BaseColor": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						},
						"Emission": 0.0,
						"Metallic": 0.0,
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"Roughness": 0.0,
						"Specular": 1.0,
						"TranlateX": 0.0,
						"TranlateY": 0.0,
						"TranlateZ": 0.0,
						"scale": 1.0
					},
					"seed": -5947.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "vec3 MFSDF_Obj_Maker_rotate3d(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "BaseColor",
								"name": "BaseColor_tex3d",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Metallic",
								"name": "Metallic_tex3d",
								"shortdesc": "Grayscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Specular",
								"name": "Specular_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "1.0",
								"function": true,
								"label": "Roughness",
								"name": "Roughness_tex3d",
								"shortdesc": "Greyscale TEX3D",
								"type": "tex3d_gs"
							},
							{
								"default": "vec3(1.0)",
								"function": true,
								"label": "Emission",
								"name": "Emission_tex3d",
								"type": "tex3d"
							},
							{
								"default": "length($uv)-0.4 ",
								"function": true,
								"label": "Object",
								"name": "sdf3d",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec4 PBRObjectMaker_$name(vec4 uv){\n    uv.xyz=MFSDF_Obj_Maker_rotate3d(uv.xyz-vec3($TranlateX,$TranlateY,$TranlateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale;\n\tfloat sdf=$sdf3d(uv.xyz)*$scale;\n\t//13 - Emission\n\tif (uv.w>12.5&&uv.w<13.5) {\n\t\treturn vec4($Emission*$Emission_tex3d(vec4(uv.xyz,13.0)),sdf);\n\t} else\n\t//5 - Roughness\n\tif (uv.w>4.5&&uv.w<5.5) {\n\t\treturn vec4($Roughness*clamp($Roughness_tex3d(vec4(uv.xyz,5.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//4 - Specular\n\tif (uv.w>3.5) {\n\t\treturn vec4($Specular*clamp($Specular_tex3d(vec4(uv.xyz,4.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//2 - Metallic\n\tif (uv.w>1.5&&uv.w<2.5) {\n\t\treturn vec4($Metallic*clamp($Metallic_tex3d(vec4(uv.xyz,2.0)),0.0,1.0),0.0,0.0,sdf);\n\t} else\n\t//1 - BaseColor\n\tif (uv.w>0.5){\n\t\treturn vec4($BaseColor.rgb*clamp($BaseColor_tex3d(vec4(uv.xyz,1.0)),vec3(0.0),vec3(1.0)),sdf);\n\t} else\n\t//0 - SDF\n\t{\n\t\treturn vec4(vec3(0),sdf);\n\t}\n}",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nCreates a Multi Field SDF (MFSDF), a single function that defines the object (SDF) and all materials properties using a TEX3D for each property.\nThis also have Rotation, Scale and Translation",
						"name": "MFSDF Object",
						"outputs": [
							{
								"shortdesc": "V4->V4 MFSDF ",
								"type": "v4v4",
								"v4v4": "PBRObjectMaker_$name($uv)"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "",
								"name": "BaseColor",
								"type": "color"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Metallic",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"max": 1.0,
								"min": 0.0,
								"name": "Roughness",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "",
								"longdesc": "Emission Scale",
								"max": 500.0,
								"min": 0.0,
								"name": "Emission",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"longdesc": "Object scale",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateX",
								"shortdesc": "Translate X",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateY",
								"shortdesc": "Translate Y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranlateZ",
								"shortdesc": "Translate Z",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "MFSDF Object"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "sdf3d_translate_3_4",
					"node_position": {
						"x": -509.742736816406,
						"y": -93.3683242797852
					},
					"parameters": {
						"x": 0.5,
						"y": 0.0,
						"z": 0.5
					},
					"seed_int": 0.0,
					"type": "sdf3d_translate"
				},
				{
					"name": "shader_2",
					"node_position": {
						"x": -139.742782592773,
						"y": -143.36833190918
					},
					"parameters": {
						"seed": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "float random2d1d(vec2 c,float seed) {\n\tc = fract(c*17.15)+5.0+seed;\n\tc += dot(c.x, c.y);\n\treturn fract(c.x*c.x*c.y);\n}\n",
						"inputs": [],
						"instance": "",
						"longdesc": "A simple 2d random noise\n\nCode - Paulo Falcao",
						"name": "Greyscale RandomNoise2D",
						"outputs": [
							{
								"f": "random2d1d($uv,$seed)",
								"shortdesc": "Greyscale Output",
								"type": "f"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.5,
								"label": "Seed",
								"max": 1.0,
								"min": 0.0,
								"name": "seed",
								"shortdesc": "Random Seed",
								"step": 0.0001,
								"type": "float"
							}
						],
						"shortdesc": "Greyscale RandomNoise2D"
					},
					"type": "shader"
				},
				{
					"name": "_3",
					"node_position": {
						"x": -119.742782592773,
						"y": 26.6316738128662
					},
					"parameters": {
						"anglex": 0.0,
						"angley": 0.0,
						"anglez": 0.0,
						"flipx": 1.0,
						"flipy": 0.0,
						"flipz": 0.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "sdf",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							}
						],
						"instance": "vec3 sdf3drotandflip_$name(vec3 p) {\n\tvec3 point = p;\n\t$flipx\n\t$flipy\n\t$flipz\n\tvec3 resultX = $anglex;\n\tvec3 resultY = $angley;\n\tvec3 resultZ = $anglez;\n\treturn resultZ;\n}",
						"longdesc": "Rotates and flips axis",
						"name": "SDF3D RotAndFlip",
						"outputs": [
							{
								"sdf3d": "$sdf(sdf3drotandflip_$name($uv));",
								"shortdesc": "SDF3D Output",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "Flip X",
								"name": "flipx",
								"type": "enum",
								"values": [
									{
										"name": "No",
										"value": ""
									},
									{
										"name": "Yes",
										"value": "point.x = -point.x;"
									}
								]
							},
							{
								"default": 0.0,
								"label": "Flip Y",
								"name": "flipy",
								"type": "enum",
								"values": [
									{
										"name": "No",
										"value": ""
									},
									{
										"name": "Yes",
										"value": "point.y = -point.y;"
									}
								]
							},
							{
								"default": 0.0,
								"label": "Flip Z",
								"name": "flipz",
								"type": "enum",
								"values": [
									{
										"name": "No",
										"value": ""
									},
									{
										"name": "Yes",
										"value": "point.z = -point.z;"
									}
								]
							},
							{
								"default": 3.0,
								"label": "Angle X",
								"name": "anglex",
								"type": "enum",
								"values": [
									{
										"name": "0°",
										"value": "point;"
									},
									{
										"name": "90°",
										"value": "vec3(point.x, -point.z, point.y);"
									},
									{
										"name": "180°",
										"value": "vec3(point.x, -point.y, -point.z);"
									},
									{
										"name": "270°",
										"value": "vec3(point.x, point.z, -point.y);"
									}
								]
							},
							{
								"default": 3.0,
								"label": "Angle Y",
								"name": "angley",
								"type": "enum",
								"values": [
									{
										"name": "0°",
										"value": "resultX;"
									},
									{
										"name": "90°",
										"value": "vec3(resultX.z, resultX.y, -resultX.x);"
									},
									{
										"name": "180°",
										"value": "vec3(-resultX.x, resultX.y, -resultX.z);"
									},
									{
										"name": "270°",
										"value": "vec3(-resultX.z, resultX.y, resultX.x);"
									}
								]
							},
							{
								"default": 3.0,
								"label": "Angle Z",
								"name": "anglez",
								"type": "enum",
								"values": [
									{
										"name": "0°",
										"value": "resultY;"
									},
									{
										"name": "90°",
										"value": "vec3(-resultY.y, resultY.x, resultY.z);"
									},
									{
										"name": "180°",
										"value": "vec3(-resultY.x, -resultY.y, resultY.z);"
									},
									{
										"name": "270°",
										"value": "vec3(resultY.y, -resultY.x, resultY.z);"
									}
								]
							}
						],
						"shortdesc": "SDF3D RotAndFlip"
					},
					"type": "shader"
				},
				{
					"generic_size": 2.0,
					"name": "RandomSDF3DSelector_7",
					"node_position": {
						"x": 173.500564575195,
						"y": -66.5116348266602
					},
					"parameters": {

					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "Selection Map",
								"name": "map",
								"shortdesc": "2D texture for selecting SDFs",
								"type": "f"
							},
							{
								"default": "0.0",
								"function": true,
								"label": "SDF#",
								"name": "sdf#",
								"type": "sdf3d"
							}
						],
						"instance": "\nfloat sdfselector_$name(vec3 p) {\n\tvec2 tile_xy = fract(p.xz+0.5)-0.5;\n\tvec2 tile_pos = floor(p.xz+0.5)-0.5;\n\n\tfloat sel = clamp($map(tile_pos),0.0,1.0);\n\n\tint index = int(floor(sel * float(#count)+1.0));\n\t\n\t#for\n\t\tif (index == #) {\n\t\t\treturn $sdf#(vec3(tile_xy.x,p.y,tile_xy.y));\n\t\t}\n\t#end\n\t\n\treturn 1e10;\n}\n\n\nvec3 sdf2d_diff_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(0.5,xy.y,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(-0.5,xy.y,xy.x))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,xy.y,0.5))<0.0) col+=vec3(1.0);\n\t\tif (sdfselector_$name(vec3(xy.x,xy.y,-0.5))<0.0) col+=vec3(1.0);\n\t\tt=t+4.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (outc.x<1.0) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n\nvec3 sdf2d_show_$name(vec2 xy) {\n\txy-=0.5;\n\tvec3 col=vec3(0.0);\n\tfloat t=0.0;\n\n\t#for\n\t\tif (sdfselector_$name(vec3(xy.x,0.0,xy.y))<0.0) col+=vec3(1.0);\n\t\tt=t+1.0;\n\t#end\n\n\tvec3 outc=col/t;\n\tif (xy.x>0.49&&xy.x<0.51||xy.x<-0.49&&xy.x>-0.51||\n\t    xy.y>0.49&&xy.y<0.51||xy.y<-0.49&&xy.y>-0.51) outc*=vec3(1.0,0.0,0.0);\n\treturn pow(outc,vec3(1.0/2.2));\n}\n",
						"longdesc": "Type: SDF3D Operator\n\nSelects one of multiple SDF3D inputs based on a selection map value for each tile.\nThe map (0.0-1.0) determines which SDF is used per tile.",
						"name": "SDF3D Selector2D XZ",
						"outputs": [
							{
								"sdf3d": "sdfselector_$name($uv)",
								"shortdesc": "SDF Output",
								"type": "sdf3d"
							},
							{
								"longdesc": "Checks the differences between the 4 connecting faces of the SDFs.",
								"rgb": "sdf2d_diff_$name($uv)",
								"shortdesc": "Debug tile faces",
								"type": "rgb"
							},
							{
								"longdesc": "Show a 2d slice of the SDFs.",
								"rgb": "sdf2d_show_$name($uv)",
								"shortdesc": "Debug tile",
								"type": "rgb"
							}
						],
						"parameters": [],
						"shortdesc": "Random SDF3D Selector"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "MFSDF_Render",
					"node_position": {
						"x": 776.225769042969,
						"y": -183.336837768555
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 6.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"Gamma": 1.4,
						"LookAtX": 0.0,
						"LookAtY": 1.2,
						"LookAtZ": 0.0,
						"Shadow": 1.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 2.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "vec2 Simple360HDR_equirectangularMap(vec3 dir) {\n\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "vec4(0.0,0.0,0.0,999999999.0)",
								"function": true,
								"label": "MFSDF",
								"name": "mfsdf#",
								"shortdesc": "V4->V4 Multi-Field SDF #",
								"type": "v4v4"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "vec4 mfsdf_$name(vec4 p){ \n  vec4 a=vec4(0.0,0.0,0.0,999999999.0);\n  vec4 b;\n  #for\n  b=$mfsdf#(p);\n  a=(a.w<b.w)?a:b;\n  #end\n  return a;\n}\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=mfsdf_$name(vec4(p+e.xyy,0.0)).w;\n  float v2=mfsdf_$name(vec4(p+e.yyx,0.0)).w;\n  float v3=mfsdf_$name(vec4(p+e.yxy,0.0)).w;\n  float v4=mfsdf_$name(vec4(p+e.xxx,0.0)).w;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,float dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = mfsdf_$name(vec4(p,0.0)).w;\n        d += dS;\n        if (d > 50.0 || abs(dS) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = mfsdf_$name(vec4( pos + h*nor ,0.0)).w;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t    vec3 p=ro + rd*t;\n\t\tfloat h = mfsdf_$name(vec4(p,0.0)).w;\n\t\tfloat isLight=mfsdf_$name(vec4(p,13.0)).x;\n\t\tif (isLight>0.0) h=999999.0;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tfloat dS=0.0;\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\tvec3 objColor=mfsdf_$name(vec4(p,1.0)).xyz;   // 1 - BaseColor (r,g,b,sdf) linear (0-1)\n\tfloat objMetallic=clamp(mfsdf_$name(vec4(p,2.0)).x,0.0,1.0);  // 2 - Metallic  (v,0,0,sdf)\n\tfloat objSpecular=clamp(max(mfsdf_$name(vec4(p,4.0)).x*0.2,objMetallic),0.0,1.0);  // 4 - Specular  (v,0,0,sdf)\n\tfloat objRoughness=mfsdf_$name(vec4(p,5.0)).x; // 5 - Roughness (v,0,0,sdf)\n\tvec3 objEmission=mfsdf_$name(vec4(p,13.0)).xyz; // 13 - Emission (r,g,b,sdf)\n\tobjColor=max(objColor,objEmission);\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tif (objEmission.x>0.0){\n\t\t\tcolor=objEmission;\n\t\t} else {\n\t\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*((1.0-objMetallic)*objColor)+\n\t\t\tpow(r,pow(256.0,(1.0-objRoughness)))*objSpecular*mix(vec3(1.0),objColor,objMetallic)*(1.0-objRoughness)*16.0;\n\t\t}\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tvec3 objEmissionRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=mfsdf_$name(vec4(p,1.0)).xyz;\n\t\t\tobjEmissionRef=mfsdf_$name(vec4(p,13.0)).xyz;\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tif (objEmissionRef.x>0.0){\n\t\t\t  objColorRef=objEmissionRef;\n\t\t\t} else {\n\t\t\t  objColorRef=max(l,$AmbLight)*objColorRef;\n\t\t\t}\n\t\t} else {\n\t\t\tobjColorRef=$hdri(Simple360HDR_equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,objSpecular*mix(vec3(1.0),objColor,objMetallic));\n\t} else {\n\t\tcolor=$hdri(Simple360HDR_equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn pow(color,vec3(1.0/$Gamma));\n}",
						"longdesc": "Ray marching node for n objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\nCode - PauloFalcao, IQ\n",
						"name": "MFSDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.2,
								"label": "Gamma",
								"longdesc": "Gamma Correction",
								"max": 3.0,
								"min": 0.0,
								"name": "Gamma",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/SDF3D/Op/Selector2D XZ Example"
		},
		{
			"display_name": "Rotate with TEX3D modulation",
			"icon_data": 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",
			"name": "Rotate_with_TEX3D_modulation",
			"parameters": {
				"ax": 0.0,
				"ay": 0.0,
				"az": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "vec3 rotate3d_with_modulation(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "xt",
						"shortdesc": "TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "0.0",
						"label": "",
						"name": "yt",
						"shortdesc": "TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "0.0",
						"label": "",
						"name": "zt",
						"shortdesc": "TEX3D",
						"type": "tex3d_gs"
					},
					{
						"default": "0.0",
						"label": "",
						"longdesc": "The input object as signed distance function",
						"name": "in",
						"shortdesc": "Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Rotates its input 3D object described as a signed distance function.\n\nCode - PauloFalcao",
				"name": "Rotate with TEX3D modulation",
				"outputs": [
					{
						"longdesc": "The rotated object",
						"sdf3d": "$in(rotate3d_with_modulation($uv, -vec3($xt($uv)*$ax, $yt($uv)*$ay, $zt($uv)*$az)*0.01745329251))",
						"shortdesc": "Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "X",
						"longdesc": "The rotation around the X axis",
						"max": 180.0,
						"min": -180.0,
						"name": "ax",
						"shortdesc": "Rotate.x",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Y",
						"longdesc": "The rotation around the Y axis",
						"max": 180.0,
						"min": -180.0,
						"name": "ay",
						"shortdesc": "Rotate.y",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"longdesc": "The rotation around the Z axis",
						"max": 180.0,
						"min": -180.0,
						"name": "az",
						"shortdesc": "Rotate.z",
						"step": 1.0,
						"type": "float"
					}
				],
				"shortdesc": "Rotate"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Rotate with TEX3D modulation",
			"type": "shader"
		},
		{
			"display_name": "Twist",
			"icon_data": 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",
			"name": "SDF_Twist",
			"parameters": {
				"angle": 0.0,
				"axis": 1.0,
				"correction": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "vec2 twist_rot(vec2 v, float a) {\n\ta=a*0.01745329251;\n\tfloat s = sin(a);\n\tfloat c = cos(a);\n\tmat2 m = mat2(vec2(c, -s),vec2(s, c));\n\treturn m * v;\n}\n\nvec3 twistX(vec3 v, float a){\n\tv.yz=twist_rot(v.yz,v.x*a);\n\treturn v;\n}\n\nvec3 twistY(vec3 v, float a){\n\tv.xz=twist_rot(v.xz,v.y*a);\n\treturn v;\n}\n\nvec3 twistZ(vec3 v, float a){\n\tv.xy=twist_rot(v.xy,v.z*a);\n\treturn v;\n}\n\n",
				"inputs": [
					{
						"default": "vec2(0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Twist a SDF3D on the specified axis by an angle.\n\nCode - PauloFalcao",
				"name": "SDF Twist",
				"outputs": [
					{
						"sdf3d": "$in(twist$axis($uv,$angle))/(1.0+$correction)",
						"shortdesc": "SDF3D Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Axis",
						"name": "axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "X"
							},
							{
								"name": "Y",
								"value": "Y"
							},
							{
								"name": "Z",
								"value": "Z"
							}
						]
					},
					{
						"control": "Angle1.a",
						"default": 0.0,
						"label": "Angle",
						"max": 360.0,
						"min": -360.0,
						"name": "angle",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 5.0,
						"min": 0.0,
						"name": "correction",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Twist"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Twist",
			"type": "shader"
		},
		{
			"display_name": "Boolean Chamfer",
			"icon_data": "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",
			"name": "SDF_Boolean_Chamfer",
			"parameters": {
				"Size": 0.5
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "//based on fOpUnionChamfer from https://mercury.sexy/hg_sdf/\n\nfloat fOpUnionChamfer(float a, float b, float r) {\n\treturn min(min(a, b), (a - r + b)*sqrt(0.5));\n}",
				"inputs": [
					{
						"default": "$uv.x",
						"label": "SDF3D A",
						"name": "in1",
						"shortdesc": "SDF3D A",
						"type": "sdf3d"
					},
					{
						"default": "$uv.y",
						"label": "SDF3D B",
						"name": "in2",
						"shortdesc": "SDF3D B",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Makes SDF3D chamfer with 2 objects using Mercury fOpUnionChamfer from https://mercury.sexy/hg_sdf/\n\nCode - Mercury",
				"name": "SDF Boolean Chamfer",
				"outputs": [
					{
						"sdf3d": "fOpUnionChamfer($in1($uv), $in2($uv), $Size)",
						"shortdesc": "SDF3D output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 5.0,
						"label": "Size",
						"longdesc": "The size of the chamfer",
						"max": 10.0,
						"min": 0.0,
						"name": "Size",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF Union Chamfer"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Boolean Chamfer",
			"type": "shader"
		},
		{
			"display_name": "Boolean Stairs",
			"icon_data": 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vDyKVgUB773E3X+XpLGPeGPYWziG3rhxIc5kIs5ENQ2M4vbLC7X6fk0tLiAi9Xo/jS0tUQNXrMVxa4nq3y/TSEvuqvN7tMrG0xNVulynVWviaRj/W0IOUOb5Tltz1noqQIc4vvosTMRwA5oyhLQfyQ2gbG00ADhq/E2d0J4xhKyr03f7lMCOLk5WpWLGluL/tPfPHTnHz3tt1Hs+BfHkZK6N1Q9/vU0b6DpeWGKiyp8ob0fB7kTGJLY9YO9KChhD+r5guK+CeKqUqJ61lceEcx42wYAz/bX+fj3YmQng2bE9gZOOpr1IYoNwlDGTYv8z00lOBvktPsdO/HIQnDmTGGJ7OMt50jikR7uyFBf673rNDWAfINzexErbA0vzfRQCKzc2gA8BENH5XlX929gN89Y2/qvVlRoQpY/hmUdRsqGJIVdFpp6xlbuEsx0Q4JoY/3nyF3eknQpZRxSJkB+xVsvElBkf0jEIBXHeO9966ghw/T0ugspbb3vOOc+zHTc6BKtMinLCWGVXmRNiNXtzVoB/Awc0LgqglJhSqTMeyd0KEv/zh9zgTPT8hwvPDYR0O1RgAH3j0vdza/AFzMTRmxfBC7xJ7qiwYwyBmCyfUHk+0PyCC2ngJQZxuzp1m886brNy6QmvxXXhj6EAd93siDIE9CZTbE2HCWpYbKj+MAliOCWC6jwAWyFPIxPf/04jtowxP8wV6l3gifu4Ywx9uvkIBvOM9fzPLRrY1VqyOzALJ6Aypl7BslnPNOTxwvH+ZORE61tLxngmRMKNzjhljKFWZkriSvLLCTr/PiZUVbvZ6PBEHcWr5PNd7V+ot7dlHLnD1rZcYRhrfbjBnL06BE80TAKdjjVCHhgjfKkucKnubrzAgZI0PLL2LCYFONPTACnSkgLx84YJe97P04vp/RfDYXa9sqee2V/a7rzAETiUBNGEtPk12kghmUZWn4vw/B7JYATa3BpoaUI7VA2nw+xGA3SiGJ+MaQ60JUWRfjJpQxb724m/PZhnz82eZN4Z5I0xLEMFx0cv+/MYNps0m73nkAi8NCzLCgwXHjICCRSmsZcd7rjjHXhzkggjzxtAWYcJ7JkW4p8pOKm0hgBABMGMAJPWuxkBIQOzH+5yIYnssVoVJI54fDoOGRGYUBB35F6ffx1evfz/ogQ16cGysEq3pDshn5+frNPjhR9/Dt4dFZELocFcV17vETiPfW+CEtSwYw3ykfNNjg4YnCg3PAoxvfiQhbCp5CqFcRiHYgjCfaND8KMNPRYYkBs4aw+T82ZCKj/B8zYDml5eKLj/bWuEbRRFiJqauveUfY6l3iTx6dluVa1XFvrUUMSQmRZgXYT8OKHmyKX4HRFBGZYmJLxu9lEtYN8jj978oS3Zjn7Xh0fjHxmqElDUmFs6SE4w/1BqVj/z+U08dKoTely3zzTJsHniUUoNA3VPF9y7VC5xvO8fJuD53LCLfGaP9qcWzXLv5Wu25OgOoNhRZahBuOFcLYmLSXrz3oGF4Uv3paHiagrcXztUef9ASYWbC06VHAgBwIV/hpeGAPZE4LwgxuqsK/cvsRPFLCx3zDWFqei8VQAn4+9E/GdacOyRB3FVl13sGwJlo+LgmtGqPP9hwAEH5n91LbHl/fwD6vR4feuQRbvkZrlWjDFFqqLdt/zJ34uBS9bYTl7snIhOS8Iw2RsMWdHOJqxn/KZ7Hs8G+Kqetrev/ZHgn3svMn40he0S932htUV7svcqlqhqB8dn5eU0bk/1e79CPnj5xgnnm+W58zsajVAoFStZ/lQGw632dHZL4nXry/Vy69n8PMCHl4cSEZknbBKBQZdGYWgwnohhONcKsI4KZP3M01ceAaLmSN9od/uT69w6z4dT5n9ZfN7ePNL7Zfu7EM3y7Gm0qOg2MqBTat67UA98nztMbBqVyt7nqC2OVYNSNVAnWYtgIqZRaZf5MLGweTPa2K+jmHb5dHbSt17BVHjkf1gR/w+zcF4TEkB/PV3hxMKApo01PTm+9VhtbNqjdjPVE/yYAdRZgVDhZRlkhPfkt82c4uON/4MmL+nvuSnZMxot6677g9Ho9lpeXw5pgOvgbdgRCMnq8vb99ghd3d9H4MMX4sunM1mtkIgx0tN3d3OBozgPSAoQ0wiOZJATG1CEzd/q+xqSWAZUYvtJ9hS3vWb6PDQcZcO4ntWnGv7519b7Gp3YhX+HNYsANN9qvjxbV/cxtXzviyY+DL8beU3r0hKwD4OdOj0F8dMsFLssO37hx49C5BETvCIZnaaenOZj+r/yjB4Lwwtsv8Uyec2H+NC+X1ZEDvD1/BoD57WvAQc8eBUJzWzw9oud/BK+3veO1Vofn3zoscD9Kk8//zp/owQXR8G34sY8eAmFcI05Yy7nj5/jfZTnq4Ag0Zm+/fqgWaL6aM71mawIw3m1eDulNHOM7xSZwtHeBI8MgXfvd2SfTo7ga43F0m9Znv1gb3O/1jhTITef4Ru8yP9tujybb92kp/oWQziAoeyqbx40fb0kfWmXBjvN82d6rjU+GNo0d/95sy8vLFD/zdwDIxh90SEvha2trMH+G3+TeQ4YGz2++wt869R5e2H34tZ6wJ2iAbe/ve11GWJFKzZYF+3mLL2+/Tra4+ND73K+9de4n688XLlxAPvfFP44kaBgONN35m/nuA+uEFCrvb5/kr+7dYfsIJizvvMGwAbYBbuvhCwVwDeob9agIV8wdvnnjxn29CofDYPza62d/YnSftFF64swHxkZx+Kvfeo3/cOLEIRCOEsoLrRV6g32uVkeTevb268EwDgMwLnrWV1zz93jh5juMt6Zx94v/1IYf/Nv3PSef++LXFI3PBI5vhW4FBU+Pt3/25En6jWf67teWt7c5Nn+a7xbFkednb79xAAA/f/rArbNyyI32JH904/sPvM+P0v5y5vH684UL7z50PgAAo6dDGBmemqry3HPPMRgMmP70px8KAIRd3GPVNN8pRyA04T2x8yabM08c+I0d7tPL2nylf/mh/T+MAU3Dx9uFC+/mscce4yMf+chBAC5+7KOHLk4PRQyHw/A3uar6kUDo93rkInxo5Wle3N974LVZMeBu3uFP+5cPCNxRhj2surunyqt+9Jc7nXvy0LWtvMW/+bVfA0D+02/91gHe14+W1k+DhOa9r0Hw3t8XhKPE8hdOvYdv3bvD/thxW5WUNuNbt17jzsLCAw17kPil9vrMDJcvB/YkAAB09kkg/L+g3W4jcb1zfWN9bG4R27jx6cetVotWq4Uxhrsf//gBY+9XKwB87e2X+ODMHKfioIz3iHdcdbf5mm7f1/jUHmb8tW6X12dmMMZw4cIF3v3ug7EuO2+Q775Fp9Op/4KXnoKtGbA29nTVUSAAOOcYDocURYH3njNf+MJDp9Kp/dyj76V/9zYvZm2++tb3HmrYw9IawLXp6fhPNKnfU3v55ZdD8dRuY+M/XfzsE6OnSAFZmZu7b/12PxCqquK5556ra4eUHX6UJouL/Nfr1x9o1IPSWrr+nir92dnacGMOk/ns2bN8+MMfPjKs/WwQ4P8PMA84WMc04B0AAAAASUVORK5CYII=",
			"name": "SDF_Boolean_Stairs",
			"parameters": {
				"NStairs": 6.0,
				"Size": 1.0
			},
			"shader_model": {
				"code": "",
				"global": "//based on fOpUnionStairs from https://mercury.sexy/hg_sdf/\n\nfloat fOpUnionStairs(float a, float b, float r, float n) {\n\tfloat s = r/n;\n\tfloat u = b-r;\n\treturn min(min(a,b), 0.5 * (u + a + abs ((mod (u - a + s, 2.0 * s)) - s)));\n}",
				"inputs": [
					{
						"default": "$uv.x",
						"label": "SDF3D A",
						"name": "in1",
						"shortdesc": "SDF3D A",
						"type": "sdf3d"
					},
					{
						"default": "$uv.y",
						"label": "SDF3D B",
						"name": "in2",
						"shortdesc": "SDF3D B",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Makes SDF3D stairs with 2 objects using Mercury fOpUnionStairs from https://mercury.sexy/hg_sdf/\n\nCode - Mercury",
				"name": "SDF Boolean Stairs",
				"outputs": [
					{
						"sdf3d": "fOpUnionStairs($in1($uv), $in2($uv), $Size, $NStairs)",
						"shortdesc": "SDF3D output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 5.0,
						"label": "Size",
						"longdesc": "The size of the stairs",
						"max": 10.0,
						"min": 0.0,
						"name": "Size",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 32.0,
						"label": "NStairs",
						"longdesc": "The number of the stairs",
						"max": 10.0,
						"min": 0.0,
						"name": "NStairs",
						"step": 1.0,
						"type": "float"
					}
				],
				"shortdesc": "SDF Union Stairs"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Op/Boolean Stairs",
			"type": "shader"
		},
		{
			"display_name": "Render",
			"generic_size": 1.0,
			"icon_data": 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BCf9iI4hYJZgFTzKor+LT3sw2UXOFQLVCrBOjGuOhfCG4qnwNCxfQM8ZB9sVYRzQe06eUUVCcIzc0oS+DhLK45nqHeB09267iLlnbk0BBMQyqd4O8JY0NreqWSCAnrzrFWZneU2aSlHMNLUYgckdQrguVP159rMvfgeFBqPX6JM3oDsua+sEnS1IXT6PaX1z+rmP4fK5IeX9JszUb+D4+2mzF25UsyOqWXpVZbXyXx1wov/p17XIqV54w0d31YiU7kXG6wr46odYXNUyWNd0Ipi971rDngiSIgUmPOIut3RD3s7i3BnHWBOH44Z7KNSKqioWX0Kj5+aBORLAjI0LjruJ35CQBJnRYQg77HKObAVQqR4envvusmr33XZhrp8YgzgwgprFUyoDn+RVtSVAlfu9K8Roz+VmvDUo4UKJ1cbKRQ2+kj5H0rQFlTZGVRJKp75kJUKSL3Dw2zr/J1vWipB4e5zXe71OxhoIqe0xtFEXUurrc+Wwv26Hru/oT9gpFvCSZlVpOexbPr7VmsPl9oaN535n67m2RvgrjO8JjiiM21CC5BxkZ90dkofCLQHlAKK/tKUoVqgTqYsx81aEa9k7/gIT8imf9Q8FmPvTcSFhmEsdmKlIeSkZBIjQ/33ekfhWcQkBPyJT0VPIuM4Nmvj57POK16sJwHB7Pvd2wAg05p0s5+LKGw7HGj7dSLJyiE/UwXVa6Dyd3z/QVMgYXEM4nLq/NM/g1XVuQJ7nylMuXeK17ECjeEax5PxBwT3NTDRThVFdecR+EIZF/PbxW+u71PgLh6kGPgQczgEkgLuXtks/ruApls1U5h6YgqKZcf4R+uRGZMf63I81wIJg0B7wkD06BvyhpF109OGXTQxkn4VlQKL8EDAGs2li2KCxyj+yhfDFSJcBgcjiPGPEVuOu5u3R7LMLusZT2BvEOtKA/OPU1BAxd0bHFknZj1Ajlvb4YRFJsILZWGMzjtii0jL7IaxD7bfFVw2yZI1SDHCyh98jrjVDCoDt0AtYmsZT/MItSMUKWxXYdYUFQRcKM7bCgqD5HrIdfR2bBjHk3xDqFugP/e4xwXxSJiD4Zigts4XiwcWhcxAseOViWVsMoKaaXlHvcYImrDIdwQ8nTvm8+0KhK3FdNVuVTtCMSVtZj0ztIYv15OFwHKv/X0yjAeO0Rt1OB/EEx/3+MdIrfh12CG7BA9/X8aT3Msurh5DEd+Xf6alqZESDZ+/9SPhdzdrnfCPHvjhFoTZlVuHt1uatb1e9/AP61gHFlxjKZAAAAAElFTkSuQmCC",
			"name": "SDF_Render",
			"parameters": {
				"AmbLight": 0.25,
				"AmbOcclusion": 1.0,
				"CamD": 1.5,
				"CamX": 2.5,
				"CamY": 2.0,
				"CamZ": 3.0,
				"CamZoom": 1.0,
				"LookAtX": 0.0,
				"LookAtY": 0.0,
				"LookAtZ": 0.0,
				"Pow": 64.0,
				"Reflection": 0.2,
				"Shadow": 1.0,
				"Specular": 0.0,
				"SunX": 2.5,
				"SunY": 2.5,
				"SunZ": 1.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "\n\nvec2 equirectangularMap(vec3 dir) {\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
				"inputs": [
					{
						"default": "length($uv.xyz)-0.4",
						"function": true,
						"label": "SDF3D #",
						"name": "sdf#",
						"shortdesc": "SDF3D #",
						"type": "sdf3d"
					},
					{
						"default": "vec3(1.0,0.0,0.0)",
						"function": true,
						"label": "TEX3D #",
						"name": "tex#",
						"shortdesc": "TEX3D",
						"type": "tex3d"
					},
					{
						"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
						"function": true,
						"label": "360 HDRI Image",
						"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
						"name": "hdri",
						"shortdesc": "Image 360 HDRI",
						"type": "rgb"
					}
				],
				"instance": "\nvec2 input_$name(vec3 p) {\n    vec2 sdf=vec2(999999.0,0.0);\n\tfloat m;\n#for\n    m=$sdf#(p);\n    if (m<sdf.x){\n\t  sdf=vec2(m,#.0);\n\t}\n#end\n    return sdf;\n}\n\n\nvec3 tex_$name(vec3 p,float id) {\n    vec3 t=vec3(0.0);\n#for\n    if (id>(#.0-0.5)&&id<(#.0+0.5)) {\n\t  t=$tex#(vec4(p,id));\n\t}\n#end\n\n    return t;\n}\n\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=input_$name(p+e.xyy).x;\n  float v2=input_$name(p+e.yyx).x;\n  float v3=input_$name(p+e.yxy).x;\n  float v4=input_$name(p+e.xxx).x;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,inout vec2 dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = input_$name(p);\n        d += dS.x;\n        if (d > 50.0 || abs(dS.x) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = input_$name( pos + h*nor ).x;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = input_$name( ro + rd*t ).x;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tvec2 dS=vec2(0);\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\t\n\tvec3 objColor=tex_$name(p,dS.y);\n\t\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+pow(r,$Pow)*$Specular;\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=tex_$name(p,dS.y);\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tobjColorRef=max(l,$AmbLight)*objColorRef;\n\t\t} else {\n\t\t\tobjColorRef=$hdri(equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,$Reflection);\n\t} else {\n\t\tcolor=$hdri(equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn color;\n}",
				"longdesc": "Type - SDF3D Render\nCode - PauloFalcao, IQ\n\nRay marching node for 2 objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\n",
				"name": "SDF Render",
				"outputs": [
					{
						"rgb": "raymarch_$name($uv)",
						"shortdesc": "Image output",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "CamX",
						"longdesc": "Camera position X",
						"max": 5.0,
						"min": -5.0,
						"name": "CamX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamY",
						"longdesc": "Camera position Y",
						"max": 5.0,
						"min": -5.0,
						"name": "CamY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 2.0,
						"label": "CamZ",
						"longdesc": "Camera position Z",
						"max": 5.0,
						"min": -5.0,
						"name": "CamZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtX",
						"longdesc": "Look at position with coordinate X",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtY",
						"longdesc": "Look at position with coordinate Y",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtZ",
						"longdesc": "Look at position with coordinate Z",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 5.0,
						"label": "CamDistance",
						"longdesc": "Camera distance to the view plane, used to define the Field Of View",
						"max": 5.0,
						"min": 0.0,
						"name": "CamD",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamZoom",
						"longdesc": "Camera zoom",
						"max": 5.0,
						"min": 0.0,
						"name": "CamZoom",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Reflection",
						"longdesc": "Reflection strength, reflects other objects or the environment HDRI 360 image ",
						"max": 1.0,
						"min": 0.0,
						"name": "Reflection",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.4,
						"label": "Specular",
						"longdesc": "Objects shading specular component strength, it's the strength  of the highlight.",
						"max": 1.0,
						"min": 0.0,
						"name": "Specular",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 32.0,
						"label": "Pow",
						"longdesc": "Shininess of the specular component, it's the size of the specular component, it tries to simulate more shininess surfaces or more rough surfaces.",
						"max": 1024.0,
						"min": 0.0,
						"name": "Pow",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunX",
						"longdesc": "Sun position coordinate X",
						"max": 10.0,
						"min": -10.0,
						"name": "SunX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunY",
						"longdesc": "Sun position coordinate Y",
						"max": 10.0,
						"min": -10.0,
						"name": "SunY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunZ",
						"longdesc": "Sun position coordinate Z",
						"max": 10.0,
						"min": -10.0,
						"name": "SunZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.2,
						"label": "AmbLight",
						"longdesc": "Strength of ambient light",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbLight",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "AmbOcclusion",
						"longdesc": "Strength of ambient occlusion",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbOcclusion",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Shadow",
						"longdesc": "Shadow strength",
						"max": 1.0,
						"min": 0.0,
						"name": "Shadow",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Render/Render",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 0.0
				},
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_sphere_2",
					"from_node": "node_sdf3d_sphere_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 2.0
				},
				{
					"from": "tex3d_uniform",
					"from_node": "node_tex3d_uniform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib",
					"to_node": "node_pxflib",
					"to_port": 3.0
				}
			],
			"display_name": "Render Template",
			"icon_data": 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",
			"nodes": [
				{
					"name": "SDF_Checkerboard",
					"node_position": {
						"x": -206.768615722656,
						"y": -155.210876464844
					},
					"parameters": {
						"AA": 0.0,
						"Position": -1.0,
						"Size": 10.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "float Simple_AAcheckedboard2D(vec2 p) {\n    p*=2.0;\n\tvec2 w=max(abs(dFdx(p)),abs(dFdy(p)))+1e-5;\n\tif (max(w.x,w.y)>1.0) {\n\t\treturn mod(floor(p.x)+floor(p.y),2.0);\n\t}\n\tvec2 i=((1.-abs(2.*fract((p+.5*w)/2.)-1.))-(1.-abs(2.*fract((p-.5*w)/2.)-1.)))/w;\n\treturn .5-.5*i.x*i.y;\n}",
						"inputs": [],
						"instance": "",
						"longdesc": "",
						"name": "SDF Checkerboard",
						"outputs": [
							{
								"sdf3d": "max($uv.y-$Position,length(vec3($uv.x,$uv.y+$Position,$uv.z))-$Size)",
								"type": "sdf3d"
							},
							{
								"tex3d": "vec3($AA)*0.9+0.1",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "Position",
								"max": 2.0,
								"min": -5.0,
								"name": "Position",
								"step": 0.1,
								"type": "float"
							},
							{
								"control": "None",
								"default": 10.0,
								"label": "Size",
								"max": 30.0,
								"min": 1.0,
								"name": "Size",
								"step": 1.0,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "AA",
								"name": "AA",
								"shortdesc": "Anti-Aliasing",
								"type": "enum",
								"values": [
									{
										"name": "No",
										"value": "mod(floor($uv.x*2.0)+floor($uv.z*2.0),2.0)"
									},
									{
										"name": "Yes",
										"value": "Simple_AAcheckedboard2D($uv.xz)"
									}
								]
							}
						]
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_sphere_2",
					"node_position": {
						"x": -146.768615722656,
						"y": -35.2108764648438
					},
					"parameters": {
						"r": 0.4
					},
					"seed_int": 0.0,
					"type": "sdf3d_sphere"
				},
				{
					"name": "tex3d_uniform",
					"node_position": {
						"x": -164.768615722656,
						"y": 39.7891235351562
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"type": "tex3d_uniform"
				},
				{
					"generic_size": 2.0,
					"name": "pxflib",
					"node_position": {
						"x": 115.805847167969,
						"y": -153.867370605469
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Pow": 64.0,
						"Reflection": 0.2,
						"Shadow": 1.0,
						"Specular": 0.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "\n\nvec2 equirectangularMap(vec3 dir) {\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "length($uv.xyz)-0.4",
								"function": true,
								"label": "SDF3D #",
								"name": "sdf#",
								"shortdesc": "SDF3D #",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0,0.0,0.0)",
								"function": true,
								"label": "TEX3D #",
								"name": "tex#",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "\nvec2 input_$name(vec3 p) {\n    vec2 sdf=vec2(999999.0,0.0);\n\tfloat m;\n#for\n    m=$sdf#(p);\n    if (m<sdf.x){\n\t  sdf=vec2(m,#.0);\n\t}\n#end\n    return sdf;\n}\n\n\nvec3 tex_$name(vec3 p,float id) {\n    vec3 t=vec3(0.0);\n#for\n    if (id>(#.0-0.5)&&id<(#.0+0.5)) {\n\t  t=$tex#(vec4(p,id));\n\t}\n#end\n\n    return t;\n}\n\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=input_$name(p+e.xyy).x;\n  float v2=input_$name(p+e.yyx).x;\n  float v3=input_$name(p+e.yxy).x;\n  float v4=input_$name(p+e.xxx).x;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,inout vec2 dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = input_$name(p);\n        d += dS.x;\n        if (d > 50.0 || abs(dS.x) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = input_$name( pos + h*nor ).x;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = input_$name( ro + rd*t ).x;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tvec2 dS=vec2(0);\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\t\n\tvec3 objColor=tex_$name(p,dS.y);\n\t\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+pow(r,$Pow)*$Specular;\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=tex_$name(p,dS.y);\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tobjColorRef=max(l,$AmbLight)*objColorRef;\n\t\t} else {\n\t\t\tobjColorRef=$hdri(equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,$Reflection);\n\t} else {\n\t\tcolor=$hdri(equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn color;\n}",
						"longdesc": "Type - SDF3D Render\nCode - PauloFalcao, IQ\n\nRay marching node for 2 objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\n",
						"name": "SDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Reflection",
								"longdesc": "Reflection strength, reflects other objects or the environment HDRI 360 image ",
								"max": 1.0,
								"min": 0.0,
								"name": "Reflection",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.4,
								"label": "Specular",
								"longdesc": "Objects shading specular component strength, it's the strength  of the highlight.",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 32.0,
								"label": "Pow",
								"longdesc": "Shininess of the specular component, it's the size of the specular component, it tries to simulate more shininess surfaces or more rough surfaces.",
								"max": 1024.0,
								"min": 0.0,
								"name": "Pow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/SDF3D/Render/Render Template"
		},
		{
			"display_name": "Render MatCap",
			"icon_data": "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",
			"name": "SDF_Render_MatCap",
			"parameters": {
				"AmbLight": 0.25,
				"AmbOcclusion": 1.0,
				"CamD": 1.5,
				"CamX": 2.5,
				"CamY": 2.0,
				"CamZ": 3.0,
				"CamZoom": 1.0,
				"LookAtX": 0.0,
				"LookAtY": 0.0,
				"LookAtZ": 0.0,
				"MatCapMode": 0.0,
				"MatCapRef": 1.0,
				"Pow": 64.0,
				"Shadow": 1.0,
				"SkyColor": {
					"interpolation": 3.0,
					"points": [
						{
							"a": 1.0,
							"b": 0.979167,
							"g": 0.864656,
							"pos": 0.0,
							"r": 0.793357
						},
						{
							"a": 1.0,
							"b": 1.0,
							"g": 0.6984,
							"pos": 0.118182,
							"r": 0.510612
						},
						{
							"a": 1.0,
							"b": 0.557292,
							"g": 0.329521,
							"pos": 0.411598,
							"r": 0.287342
						},
						{
							"a": 1.0,
							"b": 0.416667,
							"g": 0.209503,
							"pos": 0.945455,
							"r": 0.17114
						}
					],
					"type": "Gradient"
				},
				"Specular": 1.0,
				"SunX": 2.5,
				"SunY": 2.5,
				"SunZ": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "length($uv)-0.4",
						"function": true,
						"label": "SDF3D A",
						"name": "sdf_a",
						"shortdesc": "SDF3D A",
						"type": "sdf3d"
					},
					{
						"default": "vec3(1.0,0.1,0.1)",
						"function": true,
						"label": "TEX3D A",
						"name": "tex3d_a",
						"shortdesc": "TEX3D A",
						"type": "tex3d"
					},
					{
						"default": "vec3(0.0,0.0,1.0)",
						"function": true,
						"label": "MatCap A",
						"longdesc": "MapCap image for object A\nMatCap (Material Capture, also known as LitSphere) are complete materials, including lighting and reflections\nDownload MapCaps from https://github.com/nidorx/matcaps",
						"name": "matcap_a",
						"shortdesc": "Image MapCap",
						"type": "rgb"
					},
					{
						"default": "$uv.y+1.0",
						"function": true,
						"label": "SDF3D B",
						"name": "sdf_b",
						"shortdesc": "SDF3D B",
						"type": "sdf3d"
					},
					{
						"default": "(vec3(mod(floor($uv.x)+floor($uv.z),2.0))*0.25+0.5)",
						"function": true,
						"label": "TEX3D B",
						"name": "tex3d_b",
						"shortdesc": "TEX3D B",
						"type": "tex3d"
					}
				],
				"instance": "vec2 input_$name(vec3 p) {\n    float sdfa=$sdf_a(p);\n\tfloat sdfb=$sdf_b(p);\n\tif (sdfa<sdfb) {\n\t  return vec2(sdfa,0.0);\n\t} else {\n\t  return vec2(sdfb,1.0);\n\t}\n}\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=input_$name(p+e.xyy).x;\n  float v2=input_$name(p+e.yyx).x;\n  float v3=input_$name(p+e.yxy).x;\n  float v4=input_$name(p+e.xxx).x;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,inout vec2 dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = input_$name(p);\n        d += dS.x;\n        if (d > 50.0 || abs(dS.x) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.15*float(i)/4.0;\n        float d = input_$name( pos + h*nor ).x;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = input_$name( ro + rd*t ).x;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tvec2 dS=vec2(0);\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\tvec3 objColor=(dS.y<0.5)?$tex3d_a(vec4(p,1.0)):$tex3d_b(vec4(p,1.0));\n\tfloat fog=max(1.0-(d/50.0),0.0);\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tfloat r=clamp(dot(reflect(rd,-n),light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+pow(r,$Pow)*$Specular;\n\t\tif (dS.y<0.5){\n\t    \tvec3 mc=$matcap_a((n*mat3(cX,cY,ray)).xy*0.5+0.5);\n\t\t\tfloat mcf=$MatCapRef;\n\t\t\t$MatCapMode\n\t\t}\n\t} else {\n\t    color=$SkyColor(rd.y).xyz;\n\t}\n    return color*(fog)+$SkyColor(rd.y).xyz*(1.0-fog);\n}\n\n\n\n",
				"longdesc": "Ray marching node for 2 objects using a matcap image for reflections\n\nCode - PauloFalcao, IQ",
				"name": "SDF Render MatCap",
				"outputs": [
					{
						"rgb": "raymarch_$name($uv)",
						"shortdesc": "Image output",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "CamX",
						"longdesc": "Camera position X",
						"max": 5.0,
						"min": -5.0,
						"name": "CamX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamY",
						"longdesc": "Camera position Y",
						"max": 5.0,
						"min": -5.0,
						"name": "CamY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 2.0,
						"label": "CamZ",
						"longdesc": "Camera position Z",
						"max": 5.0,
						"min": -5.0,
						"name": "CamZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtX",
						"longdesc": "Look at position with coordinate X",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtY",
						"longdesc": "Look at position with coordinate Y",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "LookAtZ",
						"longdesc": "Look at position with coordinate Z",
						"max": 5.0,
						"min": -5.0,
						"name": "LookAtZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 5.0,
						"label": "CamDistance",
						"longdesc": "Camera distance to the view plane, used to define the Field Of View",
						"max": 5.0,
						"min": 0.0,
						"name": "CamD",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "CamZoom",
						"longdesc": "Camera zoom",
						"max": 5.0,
						"min": 0.0,
						"name": "CamZoom",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.4,
						"label": "Specular",
						"longdesc": "Objects shading specular component strength, it's the strength  of the highlight.",
						"max": 1.0,
						"min": 0.0,
						"name": "Specular",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 32.0,
						"label": "Pow",
						"longdesc": "Shininess of the specular component, it's the size of the specular component, it tries to simulate more shininess surfaces or more rough surfaces.",
						"max": 1024.0,
						"min": 0.0,
						"name": "Pow",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "MatCapRef",
						"longdesc": "MatCap image reflection strength",
						"max": 1.0,
						"min": 0.0,
						"name": "MatCapRef",
						"shortdesc": "MatCapRef",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 1.0,
						"label": "MatCapMode",
						"longdesc": "Matcap Mode",
						"name": "MatCapMode",
						"type": "enum",
						"values": [
							{
								"name": "None",
								"value": ""
							},
							{
								"name": "Direct",
								"value": "color=mc;"
							},
							{
								"name": "Mix",
								"value": "color=mix(color,mc,mcf);"
							},
							{
								"name": "Add",
								"value": "color+=mc*mcf;"
							}
						]
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunX",
						"longdesc": "Sun position coordinate X",
						"max": 10.0,
						"min": -10.0,
						"name": "SunX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunY",
						"longdesc": "Sun position coordinate Y",
						"max": 10.0,
						"min": -10.0,
						"name": "SunY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "SunZ",
						"longdesc": "Sun position coordinate Z",
						"max": 10.0,
						"min": -10.0,
						"name": "SunZ",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": {
							"interpolation": 3.0,
							"points": [
								{
									"a": 1.0,
									"b": 1.0,
									"g": 0.6984,
									"pos": 0.009091,
									"r": 0.510612
								},
								{
									"a": 1.0,
									"b": 0.317708,
									"g": 0.187858,
									"pos": 1.0,
									"r": 0.163812
								}
							],
							"type": "Gradient"
						},
						"label": "SkyColor",
						"longdesc": "A gradient that tries to simulate a sky",
						"name": "SkyColor",
						"type": "gradient"
					},
					{
						"control": "None",
						"default": 0.2,
						"label": "AmbLight",
						"longdesc": "Strength of ambient light",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbLight",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "AmbOcclusion",
						"longdesc": "Strength of ambient occlusion",
						"max": 1.0,
						"min": 0.0,
						"name": "AmbOcclusion",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Shadow",
						"longdesc": "Shadow strength",
						"max": 1.0,
						"min": 0.0,
						"name": "Shadow",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "Ray Marching MatCap"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Render/Render MatCap",
			"type": "shader"
		},
		{
			"display_name": "Axis",
			"icon_data": "iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAAAXNSR0IArs4c6QAAAQhJREFUeJztkKFNgwEUBi80BEFq8CV4LKKKAVgAVHcAA2ELdsAjMJWVHQLxLwH2w5K3wAm+S575nrkcy7IELgL8uc/AT+B+7M+B78Db2G8CX4H92Al8BI6B67G/BA6Bh7HfBt4Dj2NfB14DT4Gz8bsL7AKXY78KbAObsZ8GzgOrnPDPaQBbwKYBbAGbBrAFbBrAFrBpAFvApgFsAZsGsAVsGsAWsGkAW8CmAWwBmwawBWwawBawaQBbwKYBbAGbBrAFbBrAFrBpAFvApgFsAZsGsAVsGsAWsGkAW8CmAWwBmwawBWwawBawaQBbwKYBbAGbBrAFbBrAFrBpAFvApgFsAZsGsAVsfgH3UU+JzCgMYwAAAABJRU5ErkJggg==",
			"name": "SDF2D_Axis",
			"parameters": {
				"mode": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [],
				"instance": "",
				"longdesc": "SDF2D Distance to Axis\nUsed in more complex operations like Custom Union\n\nCode - PauloFalcao",
				"name": "SDF2D Axis",
				"outputs": [
					{
						"sdf2d": "$mode",
						"shortdesc": "SDF2D output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "Mode",
						"longdesc": "SDF2D made using the distance to axis X / Y at 0",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "$uv.x"
							},
							{
								"name": "Y",
								"value": "$uv.y"
							}
						]
					}
				],
				"shortdesc": "SDF2D Distance to Axis"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Gen/Axis",
			"type": "shader"
		},
		{
			"display_name": "Axis Symmetry",
			"icon_data": "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",
			"name": "SDF2D_Axis_Symmetry",
			"parameters": {
				"mode": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "$uv.x",
						"label": "SDF2D",
						"name": "in",
						"shortdesc": "SDF2D",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "Transforms a SDF2D making a mirror symmetry using the chosen axis\n\nCode - PauloFalcao",
				"name": "SDF2D Axis Symmetry",
				"outputs": [
					{
						"sdf2d": "$in($mode)",
						"shortdesc": "SDF2D output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"default": 2.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XY",
								"value": "abs($uv.xy-vec2(0.5))+vec2(0.5)"
							},
							{
								"name": "X",
								"value": "vec2(abs($uv.x-0.5)+0.5,$uv.y)"
							},
							{
								"name": "Y",
								"value": "vec2($uv.x,abs($uv.y-0.5)+0.5)"
							}
						]
					}
				],
				"shortdesc": "SDF2D Axis Symmetry"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Axis Symmetry",
			"type": "shader"
		},
		{
			"display_name": "Blur",
			"icon_data": "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",
			"name": "SDF2D_Blur",
			"parameters": {
				"blur": 0.0,
				"iterations": 4.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "",
						"name": "in",
						"shortdesc": "SDF2D Input",
						"type": "sdf2d"
					}
				],
				"instance": "float blursdf_$name(in vec2 p,in float r){\n\tfloat a=0.0;\n\t//fibonacci angle\n\tfor(int i=0;i<$iterations;i++){\n\t\tfloat g=float(i)*2.39996322973;\n\t\tfloat v=r*sqrt(float(i))*0.01;\n\t\ta+=$in(p+vec2(v*cos(g),v*sin(g))*(1.0/sqrt($iterations.0)));\n\t}\n\n\treturn a/$iterations.0;\n}",
				"longdesc": "Blurs a SDF2D sampling fibonacci points on a disc\n\nCode - PauloFalcao",
				"name": "SDF2D Blur",
				"outputs": [
					{
						"sdf2d": "blursdf_$name($uv,$blur)",
						"shortdesc": "SDF2D Output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"default": 4.0,
						"label": "Iterations",
						"name": "iterations",
						"type": "enum",
						"values": [
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "34",
								"value": "34"
							},
							{
								"name": "55",
								"value": "55"
							},
							{
								"name": "89",
								"value": "89"
							},
							{
								"name": "144",
								"value": "144"
							},
							{
								"name": "233",
								"value": "233"
							},
							{
								"name": "377",
								"value": "377"
							},
							{
								"name": "610",
								"value": "610"
							},
							{
								"name": "987",
								"value": "987"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Blur",
						"max": 5.0,
						"min": 0.0,
						"name": "blur",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Blur",
			"type": "shader"
		},
		{
			"display_name": "Custom Boolean",
			"icon_data": "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",
			"name": "SDF2D_Boolean_Union",
			"parameters": {
				"Correction": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "$uv.x",
						"label": "SDF2D A",
						"name": "in1",
						"shortdesc": "SDF2D A",
						"type": "sdf2d"
					},
					{
						"default": "$uv.y",
						"label": "SDF2D B",
						"name": "in2",
						"shortdesc": "SDF2D B",
						"type": "sdf2d"
					},
					{
						"default": "min($uv.x,$uv.y)",
						"label": "SDF2D Custom Union",
						"longdesc": "The union between A and B is defined by this SDF2D\nX is the distance to A\nY is the distance to B",
						"name": "joinSDF2D",
						"shortdesc": "SDF2D Custom Union",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "A custom boolean operation between SDF2D A and SDF2D B is defined by a custom SDF2D\n\nCode - PauloFalcao",
				"name": "SDF2D Boolean Union",
				"outputs": [
					{
						"sdf2d": "$joinSDF2D(vec2($in1($uv),$in2($uv)))/(1.0+$Correction)",
						"shortdesc": "SDF2D output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Correction",
						"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
						"max": 10.0,
						"min": 0.0,
						"name": "Correction",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF2D Custom Union"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Custom Boolean",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sdbox",
					"from_node": "node_sdbox",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "paulofalcao_sdf2d_operator_custom_union_2",
					"to_node": "node_paulofalcao_sdf2d_operator_custom_union_2",
					"to_port": 0.0
				},
				{
					"from": "sdbox_2",
					"from_node": "node_sdbox_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "paulofalcao_sdf2d_operator_custom_union_2",
					"to_node": "node_paulofalcao_sdf2d_operator_custom_union_2",
					"to_port": 1.0
				},
				{
					"from": "paulofalcao_sdf2d_input_3",
					"from_node": "node_paulofalcao_sdf2d_input_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdboolean",
					"to_node": "node_sdboolean",
					"to_port": 0.0
				},
				{
					"from": "paulofalcao_sdf2d_input_4",
					"from_node": "node_paulofalcao_sdf2d_input_4",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdboolean",
					"to_node": "node_sdboolean",
					"to_port": 1.0
				},
				{
					"from": "sdcircle_2",
					"from_node": "node_sdcircle_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdboolean",
					"to_node": "node_sdboolean",
					"to_port": 2.0
				},
				{
					"from": "sdboolean",
					"from_node": "node_sdboolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "paulofalcao_sdf2d_operator_custom_union_2",
					"to_node": "node_paulofalcao_sdf2d_operator_custom_union_2",
					"to_port": 2.0
				}
			],
			"display_name": "Custom Boolean Example",
			"icon_data": "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",
			"nodes": [
				{
					"name": "sdbox_2",
					"node_position": {
						"x": -163.157135009766,
						"y": -139.802551269531
					},
					"parameters": {
						"cx": 0.0,
						"cy": 0.0,
						"h": 0.5,
						"w": 0.1
					},
					"seed": 56656.0,
					"type": "sdbox"
				},
				{
					"name": "sdbox",
					"node_position": {
						"x": -165.157135009766,
						"y": -269.802551269531
					},
					"parameters": {
						"cx": 0.0,
						"cy": 0.0,
						"h": 0.1,
						"w": 0.5
					},
					"seed": 7444.0,
					"type": "sdbox"
				},
				{
					"name": "paulofalcao_sdf2d_input_3",
					"node_position": {
						"x": -243.821014404297,
						"y": 4.80462646484375
					},
					"parameters": {
						"mode": 0.0
					},
					"seed": 34667.0,
					"seed_locked": true,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - SDF2D Generator\nCode - PauloFalcao\n\nSDF2D Distance to Axis\nUsed in more complex operations like Custom Union",
						"name": "Axis",
						"outputs": [
							{
								"sdf2d": "$mode",
								"shortdesc": "SDF2D output",
								"type": "sdf2d"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "Mode",
								"longdesc": "SDF2D made using the distance to axis X / Y at 0",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "X",
										"value": "$uv.x"
									},
									{
										"name": "Y",
										"value": "$uv.y"
									}
								]
							}
						],
						"shortdesc": "Distance to Axis"
					},
					"type": "shader"
				},
				{
					"name": "sdcircle_2",
					"node_position": {
						"x": -233.821014404297,
						"y": 144.804626464844
					},
					"parameters": {
						"cx": -0.35,
						"cy": -0.35,
						"r": 0.06
					},
					"seed": -64610.0,
					"type": "sdcircle"
				},
				{
					"name": "paulofalcao_sdf2d_input_4",
					"node_position": {
						"x": -233.821014404297,
						"y": 74.8046264648438
					},
					"parameters": {
						"mode": 1.0
					},
					"seed": -56712.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - SDF2D Generator\nCode - PauloFalcao\n\nSDF2D Distance to Axis\nUsed in more complex operations like Custom Union",
						"name": "Axis",
						"outputs": [
							{
								"sdf2d": "$mode",
								"shortdesc": "SDF2D output",
								"type": "sdf2d"
							}
						],
						"parameters": [
							{
								"default": 0.0,
								"label": "Mode",
								"longdesc": "SDF2D made using the distance to axis X / Y at 0",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "X",
										"value": "$uv.x"
									},
									{
										"name": "Y",
										"value": "$uv.y"
									}
								]
							}
						],
						"shortdesc": "Distance to Axis"
					},
					"type": "shader"
				},
				{
					"generic_size": 2.0,
					"name": "sdboolean",
					"node_position": {
						"x": 33.098388671875,
						"y": -8.11334228515625
					},
					"parameters": {
						"op1": 0.0,
						"op2": 0.0
					},
					"seed_int": 0.0,
					"type": "sdboolean_v"
				},
				{
					"name": "paulofalcao_sdf2d_operator_custom_union_2",
					"node_position": {
						"x": 286.178985595703,
						"y": -145.195373535156
					},
					"parameters": {
						"Correction": 0.0
					},
					"seed": -38336.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [
							{
								"default": "$uv.x",
								"label": "SDF2D A",
								"name": "in1",
								"shortdesc": "SDF2D A",
								"type": "sdf2d"
							},
							{
								"default": "$uv.y",
								"label": "SDF2D B",
								"name": "in2",
								"shortdesc": "SDF2D B",
								"type": "sdf2d"
							},
							{
								"default": "min($uv.x,$uv.y)",
								"label": "SDF2D Custom Union",
								"longdesc": "The union between A and B is defined by this SDF2D\nX is the distance to A\nY is the distance to B",
								"name": "joinSDF2D",
								"shortdesc": "SDF2D Custom Union",
								"type": "sdf2d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF2D Operator\nCode - PauloFalcao\n\nThe union between SDF2D A and SDF2D B is defined by a custom SDF2D",
						"name": "Custom Union",
						"outputs": [
							{
								"sdf2d": "$joinSDF2D(vec2($in1($uv),$in2($uv)))/(1.0+$Correction)",
								"shortdesc": "SDF2D output",
								"type": "sdf2d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "Correction",
								"longdesc": "Keep this value as low as possible!\nIncrease this correction value if the resulting SDF is not perfect.\nA higher value will increase ray marching loop iterations and will result in higher render times.",
								"max": 10.0,
								"min": 0.0,
								"name": "Correction",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "Custom Union"
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/SDF2D/Op/Custom Boolean Example"
		},
		{
			"display_name": "Repeat",
			"icon_data": "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",
			"name": "SDF2D_Repeat",
			"parameters": {
				"RepX": 3.0,
				"RepY": 3.0,
				"X": 0.1,
				"Y": 0.1
			},
			"shader_model": {
				"code": "",
				"global": "//Adapted from https://www.iquilezles.org/www/articles/distfunctions/distfunctions.htm - Finite Repetition\n\nvec2 opRepLim2D(vec2 p,vec2 c,vec2 l){\n    p+=(c*l)/2.0;\n    return p-c*clamp(floor((p+0.0001)/c+0.5),vec2(0.0),l);\n}",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "Repeats its input shape\n\nCode - IQ",
				"name": "SDF2D Repeat",
				"outputs": [
					{
						"sdf2d": "$in(opRepLim2D($uv-vec2(0.5),vec2($X,$Y)*2.0,vec2($RepX-1.0,$RepY-1.0))+vec2(0.5))",
						"shortdesc": "SDF2D Output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Size X",
						"longdesc": "Size of the grid in the X axis",
						"max": 4.0,
						"min": 0.0,
						"name": "X",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Size Y",
						"longdesc": "Size of the grid in the Y axis",
						"max": 4.0,
						"min": 0.0,
						"name": "Y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep X",
						"longdesc": "Repetitions in the X axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepX",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Rep Y",
						"longdesc": "Repetitions in the Y axis",
						"max": 128.0,
						"min": 1.0,
						"name": "RepY",
						"step": 1.0,
						"type": "float"
					}
				],
				"shortdesc": "SDF2D Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Repeat",
			"type": "shader"
		},
		{
			"display_name": "Smooth Boolean XY",
			"icon_data": "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",
			"name": "SDF2D_Boolean_Union_XY",
			"parameters": {
				"k": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "float sdSmoothXYUnion( float d1, float d2, float k ) {\n    float h = clamp( 0.5 + 0.5*(d2-d1)/k, 0.0, 1.0 );\n    return mix( d2, d1, h ) - k*h*(1.0-h); }",
				"inputs": [],
				"instance": "",
				"longdesc": "Returns a 2D SDF of a smooth boolean operation (union, intersection and difference) between the X axis and the Y axis\n\nBased of the original sdSmoothBoolean with X axis and Y axis for input\n\nCode - IQ, RodZilla",
				"name": "SDF2D Boolean Union XY",
				"outputs": [
					{
						"longdesc": "The shape generated by the boolean operation",
						"sdf2d": "sdSmoothXYUnion($uv.x, $uv.y, $k)",
						"shortdesc": "Output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "",
						"longdesc": "The smoothness of the boolean operation",
						"max": 1.0,
						"min": 0.0,
						"name": "k",
						"shortdesc": "Smoothness",
						"step": 0.0001,
						"type": "float"
					}
				],
				"shortdesc": "SDF2D Smooth Union XY"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Smooth Boolean XY",
			"type": "shader"
		},
		{
			"display_name": "Boolean Chamfer",
			"icon_data": "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",
			"name": "SDF2D_Boolean_Chamfer",
			"parameters": {
				"Size": 0.5
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "//based on fOpUnionStairs from https://mercury.sexy/hg_sdf/\n\nfloat fOpUnionChamfer(float a, float b, float r) {\n\treturn min(min(a, b), (a - r + b)*sqrt(0.5));\n}",
				"inputs": [
					{
						"default": "$uv.x",
						"label": "SDF2D A",
						"name": "in1",
						"shortdesc": "SDF2D A",
						"type": "sdf2d"
					},
					{
						"default": "$uv.y",
						"label": "SDF2D B",
						"name": "in2",
						"shortdesc": "SDF2D B",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "Makes SDF2D chamfer with 2 objects using Mercury fOpUnionChamfer from https://mercury.sexy/hg_sdf/\n\nCode - Mercury",
				"name": "SDF2D Boolean Chamfer",
				"outputs": [
					{
						"longdesc": "SDF2D stairs generated by the boolean operation",
						"sdf2d": "fOpUnionChamfer($in1($uv), $in2($uv), $Size)",
						"shortdesc": "SDF2D output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 5.0,
						"label": "Size",
						"longdesc": "The size of the stairs",
						"max": 10.0,
						"min": 0.0,
						"name": "Size",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "SDF2D Union Chamfer"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Boolean Chamfer",
			"type": "shader"
		},
		{
			"display_name": "Boolean Stairs",
			"icon_data": "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",
			"name": "SDF2D_Boolean_Stairs",
			"parameters": {
				"NStairs": 5.0,
				"Size": 0.5
			},
			"shader_model": {
				"code": "",
				"global": "//based on fOpUnionStairs from https://mercury.sexy/hg_sdf/\n\nfloat fOpUnionStairs(float a, float b, float r, float n) {\n\tfloat s = r/n;\n\tfloat u = b-r;\n\treturn min(min(a,b), 0.5 * (u + a + abs ((mod (u - a + s, 2.0 * s)) - s)));\n}",
				"inputs": [
					{
						"default": "$uv.x",
						"label": "SDF2D A",
						"name": "in1",
						"shortdesc": "SDF2D A",
						"type": "sdf2d"
					},
					{
						"default": "$uv.y",
						"label": "SDF2D B",
						"name": "in2",
						"shortdesc": "SDF2D B",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "Makes SDF2D stairs with 2 objects using Mercury fOpUnionStairs from https://mercury.sexy/hg_sdf/\n\nCode - Mercury",
				"name": "SDF2D Boolean Stairs",
				"outputs": [
					{
						"longdesc": "SDF2D stairs generated by the boolean operation",
						"sdf2d": "fOpUnionStairs($in1($uv), $in2($uv), $Size, $NStairs)",
						"shortdesc": "SDF2D output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 5.0,
						"label": "Size",
						"longdesc": "The size of the stairs",
						"max": 10.0,
						"min": 0.0,
						"name": "Size",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 32.0,
						"label": "NStairs",
						"longdesc": "The number of the stairs",
						"max": 10.0,
						"min": 0.0,
						"name": "NStairs",
						"step": 1.0,
						"type": "float"
					}
				],
				"shortdesc": "SDF2D Union Stairs"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Boolean Stairs",
			"type": "shader"
		},
		{
			"display_name": "Distance Coloring",
			"icon_data": 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",
			"name": "SDF2D_Distance_Coloring",
			"parameters": {

			},
			"shader_model": {
				"code": "",
				"global": "//by IQ\n//from https://www.shadertoy.com/view/3ltSW2\nvec3 iq_2dsdf_coloring( in float c )\n{\n    vec3 col = vec3(1.0) - sign(c)*vec3(0.1,0.4,0.7);\n\tcol *= 1.0 - exp(-2.0*abs(c));\n\tcol *= 0.8 + 0.2*cos(128.0*abs(c));\n\tcol = mix( col, vec3(1.0), 1.0-smoothstep(0.0,0.015,abs(c)) );\n\n\treturn col;\n}",
				"inputs": [
					{
						"default": "length($uv)-0.5",
						"label": "SDF2D",
						"name": "c",
						"shortdesc": "SDF2D input",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "IQ SDF 2D distance coloring from https://www.shadertoy.com/view/3ltSW2\n\nCode - IQ",
				"name": "SDF2D Distance Coloring",
				"outputs": [
					{
						"rgb": "iq_2dsdf_coloring($c($uv*2.0-1.0))",
						"shortdesc": "Image output",
						"type": "rgb"
					}
				],
				"parameters": [],
				"shortdesc": "SDF2D Distance Coloring"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Render/Distance Coloring",
			"type": "shader"
		},
		{
			"display_name": "Code",
			"generic_size": 1.0,
			"icon_data": "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",
			"name": "SDF2D_Code",
			"parameters": {
				"code": "$in1($uv)"
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "length($uv)-0.4",
						"label": "",
						"name": "in#",
						"shortdesc": "SDF2D #",
						"type": "sdf2d"
					}
				],
				"instance": "",
				"longdesc": "Executes the code in the parameter\nExamples:\n$in1($uv)\nlength($uv)-0.4\n\nCode - PauloFalcao",
				"name": "SDF2D Code",
				"outputs": [
					{
						"sdf2d": "$code",
						"shortdesc": "SDF2D Output",
						"type": "sdf2d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.5,
						"label": "",
						"longdesc": "Examples:\n$in1($uv)\nlength($uv)-0.4",
						"max": 1.0,
						"min": 0.0,
						"name": "code",
						"step": 0.1,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/SDF2D/Op/Code",
			"type": "shader"
		},
		{
			"display_name": "Box with Edge Distortion",
			"icon_data": 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",
			"name": "SDF_Box_with_Edge_Distortion",
			"parameters": {
				"r": 0.1,
				"sx": 1.0,
				"sy": 1.0,
				"sz": 1.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "float box3d(vec3 uv, vec3 s) {\n\tvec3 q = abs(uv) - s;\n\treturn length(max(q, 0.0))+min(max(q.x, max(q.y, q.z)), 0.0);\n}\n",
				"inputs": [
					{
						"default": "0.0",
						"label": "Distortion",
						"name": "t",
						"type": "tex3d_gs"
					}
				],
				"instance": "",
				"longdesc": "Generates a rounded box with edge distortion\n\nCode - PauloFalcao",
				"name": "SDF Box with Edge Distortion",
				"outputs": [
					{
						"longdesc": "Shows the rounded box",
						"sdf3d": "(box3d($uv, vec3($sx, $sy, $sz)-$r/2.0)-$r/2.0)+$t($uv)*((box3d($uv, vec3($sx, $sy, $sz)-$r)-$r)-(box3d($uv, vec3($sx, $sy, $sz)-$r/2.0)-$r/2.0))",
						"shortdesc": "Output",
						"type": "sdf3d"
					}
				],
				"parameters": [
					{
						"control": "Rect1.x",
						"default": 0.5,
						"label": "Size X",
						"longdesc": "The size of the box along the X axis",
						"max": 1.0,
						"min": 0.0,
						"name": "sx",
						"shortdesc": "Size.x",
						"step": 0.01,
						"type": "float"
					},
					{
						"control": "Rect1.y",
						"default": 0.5,
						"label": "Size Y",
						"longdesc": "The size of the box along the Y axis",
						"max": 1.0,
						"min": 0.0,
						"name": "sy",
						"shortdesc": "Size.y",
						"step": 0.01,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Size Z",
						"longdesc": "The size of the box along the Z axis",
						"max": 1.0,
						"min": 0.0,
						"name": "sz",
						"shortdesc": "Size.z",
						"step": 0.01,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Radius",
						"longdesc": "The radius of the rounded box",
						"max": 1.0,
						"min": 0.0,
						"name": "r",
						"shortdesc": "Radius",
						"step": 0.01,
						"type": "float"
					}
				],
				"shortdesc": "SDF Box with Distortion"
			},
			"shortdesc": "",
			"tree_item": "PF/SDF3D/Gen/Box with Edge Distortion",
			"type": "shader"
		},
		{
			"display_name": "Axis",
			"icon_data": "iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAAAXNSR0IArs4c6QAACBlJREFUeJztmk2PHLUWhp/jKiaZ5C6uxALpsoYVC3Zs+OdhQZZILCLEAoHuAgmQ0FVQRJjO9FTZh4Xt8rGrqr+mW30l4shxfU2X3+e8PnZVtwDKP7i4a3fg2uU9gGt34NrlPYBrd+Da5SoA5LmmW8cqOHh+nclIuPA02D1T/KYnipVUMa09o1XdPhtgI7PPPGe5IICOEmVhTbwgRnwNwqEIAQhsGC/SywsAyNFuhe8DUDshbgcEBULaDrxlOGtvzwigo0S9ljMXX2r+v/4rNa1O4qMbPDDy5kyOOBOAnnXL29rCyQ4QkxLzFTpVCyBCGIGR1zw8uuePBCCsi2+3l51Rom8hqGkVl4ZCbD2CJzthZMtrwqMUnAjAUY/3JZH7zmXhMruyBVBABNwEYUQZ8Gz5HX+SihMBZPFt5Fvh9vyyC0rkpfkLTfs1AOsCSUMBBka2/HZCXuiPF79k+zXh+wHUybDcYb4uCAaAw+GqAdQBHxP49cjhcAKAJdtnQXYmsOLb2WF9hihbWThJfEmGDm8QlMVs3Lo7Ws2Rl69FtWvqmgPmALLs0tqF0dwBUbyfPJA/SVE+4ZafeHcJAFZYG8FW/D4IS8OgIIh7BUA9FeokPteCMOaOT/H8eOAUeSSApUiuiW+B7YJQm7+Irx0gUw6QBoBdPsdrOC+AteXtoQDWEuZyIlxOgm4VQl44xWWzEgh8xlO+5/5cAJaEt9n+lGGw6zlBTVu7IEIo1s/TZnGBx3ED5wFw6Fz/2DxQxC87QCfJtfAWQAB6HD2f84RXbB8LYClaVvA+CIcDsMmMFQD1uK9XjNEdPUJA6bnhBh4D4FmnbPzTFQBLyXDX8aU8ED/LToRFPLDDAXVYCoCYALskrYdOwVusdXGrZ4CN7w8Q3wo71AHtLNElGB1itkn7S9UttLb2dHzhb3dJ3DcE1ux/TN09E8wXwXZLTRuma+veaBIfF0j20Urp6PdI3AOgzdC1decJ8Zg6nwpbDHYYxH2lDkcWn6fJjvikaFNj91gALYz5GD4XAHtPK5pp/IdGfHZGjLozbb5Pt3uUr599Lnkebu2/Jnxpijy8lodimxzLOamOzdeCrmobGLL+xL8K4E47lh2wvIpbj+oh19fbYo7ZWb+dA/J2C6M986V+sArgiGeBpRG6S+i+obI2BOxdhLISDORH33ppXJ4HrXDMMdd89nEApB2fx9YkUlaOV53F3KskvBpJEWZFt/+mz9S0vzIK1gHMgpIOiO1kPrYD0kz4rpoENgErUnW6xiJD11IpiMbvFdbelq0CeK6eO3fLhG7qlIHQOkvablCuNVLidWZ/IdYy2d9+hnn219YD9S1j3lNE4eV2YN7ZPQDuEJAntfjFtnFABaqJycxRbb/sjlKZ2WZyrYdLhXNyg6IKaGhvUpXdOUBMBJZc3t69HSLTuSY+rWhZ6qBxwMJt475dKQJa9lEFDajufkl6AABNWLVFvABE52Bg9zFqZqU0Wcter0r9viC22fbk8xrQcA4AU8K24i2QDIoVEHZfi5p8DpIL8jkjLn92UzOEvCIkJzsNpdVA2PNl6u7H4e3A5vYWJMSOuCU3NI6Yhk0DZglKNRzUQLBgitUne9sok7491kCOerS+R8PIi//dwdxehwHYICA3RbwF4JZAWNHtPlQRbaFMYPJmEi1hEsn0dbmm8Z6j3UbfQ/AEGXeK3wsglvShkqqzrS67owVgj2HAVVFu+7pmf2NximDNrfrYyog/4M3wfgCbEf7VFQCVG0Jpp+rm4jMoiDaXALjUlukyT3WT1SUHwAg3ALSJuqpH1KM6Ehh48fP+b4kOexaQxgG2WldUVRaq1uIlPYvNEuMeAJp/KBFFq+btEQ0DGga87n8jfDiAtwP8uwPpQHxsZwC0ASHgjPjs87KySYLb1gCYhkERn8VCtDqMoCOqsQ0yoGz56se/zggA4o1wMWrOJ6unbZePiYHQAKjWDlqGCuX8tIyZjf0knibyjMkBI6oDhAHlgdFf4rvBNyN8mN7tSQLgXBHvjGBnBM8e+pL4CYIRb6KvopR/c/E58uiA6kAIA8IW1Xu+/mFzAQAArx/go/RyU4zYtorMXwXMpsucDI1DSHkiQYiQ6nGv+Gh5YtSDDhAecGwJes/L794cJen43weMW+jymHYlihUAFt6HaMohof67xRxgp8Bi/xz5aP+Y7FQfCCnyQ/jzaDnHA3gd4KMt9GVtNiU1G3GXRWsR77LtQwVAMX8/rQ00CdcY9QQgRj5FnwcIW0Tu8eEt37w6/jeEJ/xCBPjdw3+2TG+c7fh2C3WaIXLiTK21f7NMVhQ19lfMVJfGPC5GPvi3fPvtYdPeeQAA/DbCxyFGWpv1v138TGsHl1yQI2+GgBEfhUOe/2MC9CXbExc5yBYN94ThT159c/qvR08HAPBrAO7gk9sU7bRomcT3Zr1gpk9nxRcAaqbJkvmT9cUTdEDCAPqA6j3fvTwu4S2VxwHI5ad38KmPQkOIQulTBk/fAbb2t+sEqNYISh7/KfrJ+kEH0C1+fMcPXx8+1e0qwur70hPLZ0/h5gb6HrpUXWfWDLUDnAidxImlF6VD6VE6Ap16OjxdGHFhwPl7/vvVYSu8Q8v5AeTy+ZMIouuh7yKEzjjAtQA0eSXQE+gIOB2jeP/ALy+O+/nboeVyAFLpUPwXt8kRBkICICJRvJCiHqsLA3+82P0y4xzl4gCWb6rolx+ASwAIjC/XX11fti9XAPD/VHZ/d/wPKO8BXLsD1y7vAVy7A9cufwNC9/LHLhFCawAAAABJRU5ErkJggg==",
			"name": "TEX3D_Axis",
			"parameters": {
				"mode": 5.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [],
				"instance": "",
				"longdesc": "Generates a TEX3D using direct coordinates\n\nCode - PauloFalcao",
				"name": "TEX3D Axis",
				"outputs": [
					{
						"shortdesc": "V4->V4 output",
						"tex3d": "vec3($mode)",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"default": 1.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XYZ",
								"value": "$uv.xyz"
							},
							{
								"name": "XY",
								"value": "$uv.xy,0.0"
							},
							{
								"name": "XZ",
								"value": "$uv.x,0.0,$uv.z"
							},
							{
								"name": "YZ",
								"value": "0.0,$uv.yz"
							},
							{
								"name": "X",
								"value": "$uv.x"
							},
							{
								"name": "Y",
								"value": "$uv.y"
							},
							{
								"name": "Z",
								"value": "$uv.z"
							}
						]
					}
				],
				"shortdesc": "TEX3D Axis"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Gen/Axis",
			"type": "shader"
		},
		{
			"display_name": "Checkerboard",
			"icon_data": 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",
			"name": "TEX3D_Checkerboard",
			"parameters": {
				"AA": 0.0,
				"Position": -1.0,
				"Size": 10.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "float Simple_AAcheckedboard2D(vec2 p) {\n    p*=2.0;\n\tvec2 w=max(abs(dFdx(p)),abs(dFdy(p)))+1e-5;\n\tif (max(w.x,w.y)>1.0) {\n\t\treturn mod(floor(p.x)+floor(p.y),2.0);\n\t}\n\tvec2 i=((1.-abs(2.*fract((p+.5*w)/2.)-1.))-(1.-abs(2.*fract((p-.5*w)/2.)-1.)))/w;\n\treturn .5-.5*i.x*i.y;\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Generates a Checkerboard pattern\n\nCode - PauloFalcao",
				"name": "TEX3D Checkerboard",
				"outputs": [
					{
						"sdf3d": "max($uv.y-$Position,length(vec3($uv.x,$uv.y+$Position,$uv.z))-$Size)",
						"type": "sdf3d"
					},
					{
						"tex3d": "vec3($AA)*0.9+0.1",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Position",
						"max": 2.0,
						"min": -5.0,
						"name": "Position",
						"step": 0.1,
						"type": "float"
					},
					{
						"control": "None",
						"default": 10.0,
						"label": "Size",
						"max": 30.0,
						"min": 1.0,
						"name": "Size",
						"step": 1.0,
						"type": "float"
					},
					{
						"default": 1.0,
						"label": "AA",
						"longdesc": "Does not work with TAA Render",
						"name": "AA",
						"shortdesc": "Anti-Aliasing",
						"type": "enum",
						"values": [
							{
								"name": "No",
								"value": "mod(floor($uv.x*2.0)+floor($uv.z*2.0),2.0)"
							},
							{
								"name": "Yes",
								"value": "Simple_AAcheckedboard2D($uv.xz)"
							}
						]
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Gen/Checkerboard",
			"type": "shader"
		},
		{
			"display_name": "Color",
			"icon_data": "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",
			"name": "TEX3D_Color",
			"parameters": {
				"color": {
					"a": 1.0,
					"b": 0.0,
					"g": 0.0,
					"r": 1.0,
					"type": "Color"
				}
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [],
				"instance": "",
				"longdesc": "A 3D Texture with a single color\n\nCode - PauloFalcao",
				"name": "TEX3D Color",
				"outputs": [
					{
						"shortdesc": "TEX3D Output",
						"tex3d": "$color.xyz",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"default": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0
						},
						"label": "Color",
						"name": "color",
						"type": "color"
					}
				],
				"shortdesc": "TEX3D Color"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Gen/Color",
			"type": "shader"
		},
		{
			"display_name": "Simplex Noise",
			"icon_data": "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",
			"name": "TEX3D_Simplex_Noise",
			"parameters": {
				"scale": 16.0,
				"scale_x": 1.0,
				"scale_y": 1.0,
				"scale_z": 1.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "// https://www.shadertoy.com/view/XsX3zB\n//\n// The MIT License\n// Copyright © 2013 Nikita Miropolskiy\n// \n// ( license has been changed from CCA-NC-SA 3.0 to MIT\n//\n//   but thanks for attributing your source code when deriving from this sample \n//   with a following link: https://www.shadertoy.com/view/XsX3zB )\n//\n//\n// if you're looking for procedural noise implementation examples you might \n// also want to look at the following shaders:\n// \n// Noise Lab shader by candycat: https://www.shadertoy.com/view/4sc3z2\n//\n// Noise shaders by iq:\n//     Value    Noise 2D, Derivatives: https://www.shadertoy.com/view/4dXBRH\n//     Gradient Noise 2D, Derivatives: https://www.shadertoy.com/view/XdXBRH\n//     Value    Noise 3D, Derivatives: https://www.shadertoy.com/view/XsXfRH\n//     Gradient Noise 3D, Derivatives: https://www.shadertoy.com/view/4dffRH\n//     Value    Noise 2D             : https://www.shadertoy.com/view/lsf3WH\n//     Value    Noise 3D             : https://www.shadertoy.com/view/4sfGzS\n//     Gradient Noise 2D             : https://www.shadertoy.com/view/XdXGW8\n//     Gradient Noise 3D             : https://www.shadertoy.com/view/Xsl3Dl\n//     Simplex  Noise 2D             : https://www.shadertoy.com/view/Msf3WH\n//     Voronoise: https://www.shadertoy.com/view/Xd23Dh\n//\n//\n//\n\n// using https://www.shadertoy.com/view/4djSRW Hash without Sine by Dave_Hoskins\n// discontinuous pseudorandom uniformly distributed in [-0.5, +0.5]^3 */\nvec3 XsX3zB_random3(vec3 c) {\n\tc = fract(c * vec3(.1031, .1030, .0973));\n    c += dot(c, c.yxz+0.3333333);\n    return fract((c.xxy + c.yxx)*c.zyx)-0.5;\n}\n\n// skew constants for 3d simplex functions\nconst float XsX3zB_F3 =  0.3333333;\nconst float XsX3zB_G3 =  0.1666667;\n\n// 3d simplex noise\nfloat XsX3zB_simplex3d(vec3 p) {\n\t // 1. find current tetrahedron T and it's four vertices\n\t // s, s+i1, s+i2, s+1.0 - absolute skewed (integer) coordinates of T vertices\n\t // x, x1, x2, x3 - unskewed coordinates of p relative to each of T vertices\n\t \n\t // calculate s and x\n\t vec3 s = floor(p + dot(p, vec3(XsX3zB_F3)));\n\t vec3 x = p - s + dot(s, vec3(XsX3zB_G3));\n\t \n\t // calculate i1 and i2\n\t vec3 e = step(vec3(0.0), x - x.yzx);\n\t vec3 i1 = e*(1.0 - e.zxy);\n\t vec3 i2 = 1.0 - e.zxy*(1.0 - e);\n\t \t\n\t // x1, x2, x3\n\t vec3 x1 = x - i1 + XsX3zB_G3;\n\t vec3 x2 = x - i2 + 2.0*XsX3zB_G3;\n\t vec3 x3 = x - 1.0 + 3.0*XsX3zB_G3;\n\t \n\t // 2. find four surflets and store them in d\n\t vec4 w, d;\n\t \n\t // calculate surflet weights\n\t w.x = dot(x, x);\n\t w.y = dot(x1, x1);\n\t w.z = dot(x2, x2);\n\t w.w = dot(x3, x3);\n\t \n\t // w fades from 0.6 at the center of the surflet to 0.0 at the margin\n\t w = max(0.6 - w, 0.0);\n\t \n\t // calculate surflet components\n\t d.x = dot(XsX3zB_random3(s), x);\n\t d.y = dot(XsX3zB_random3(s + i1), x1);\n\t d.z = dot(XsX3zB_random3(s + i2), x2);\n\t d.w = dot(XsX3zB_random3(s + 1.0), x3);\n\t \n\t // multiply d by w^4\n\t w *= w;\n\t w *= w;\n\t d *= w;\n\t \n\t // 3. return the sum of the four surflets\n\t return dot(d, vec4(52.0));\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Makes a non periodic noise using nikat code from https://www.shadertoy.com/view/XsX3zB\n\nCode - Nikat",
				"name": "TEX3D Simplex Noise",
				"outputs": [
					{
						"shortdesc": "TEX3D Output",
						"tex3d": "vec3(XsX3zB_simplex3d($uv.xyz*vec3($scale_x,$scale_y,$scale_z)*0.5*$scale))*0.5+0.5",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 8.0,
						"label": "Scale",
						"longdesc": "Noise scale",
						"max": 32.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale X",
						"longdesc": "Noise X scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale Y",
						"longdesc": "Noise Y scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale Z",
						"longdesc": "Noise Z scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_z",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "TEX3D Simplex Noise"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Gen/Simplex Noise",
			"type": "shader"
		},
		{
			"display_name": "Simplex Noise Octaves",
			"icon_data": "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",
			"name": "TEX3D_Simplex_Noise_Octaves",
			"parameters": {
				"brightness": 0.0,
				"clamp": 1.0,
				"contrast": 2.0,
				"iterations": 5.0,
				"persistence": 0.5,
				"scale": 4.0,
				"scale_x": 1.0,
				"scale_y": 1.0,
				"scale_z": 1.0,
				"transx": 0.0,
				"transy": 0.0,
				"transz": 0.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "vec3 $(name_uv)_out = vec3($(name)_bc($(name)_fbm($uv.xyz*vec3($scale_x,$scale_y,$scale_z)*0.5*$scale+vec3($transx,$transy,$transz),$persistence)*0.5+0.5,$contrast,$brightness));",
				"global": "// https://www.shadertoy.com/view/XsX3zB\n//\n// The MIT License\n// Copyright © 2013 Nikita Miropolskiy\n// \n// ( license has been changed from CCA-NC-SA 3.0 to MIT\n//\n//   but thanks for attributing your source code when deriving from this sample \n//   with a following link: https://www.shadertoy.com/view/XsX3zB )\n//\n//\n// if you're looking for procedural noise implementation examples you might \n// also want to look at the following shaders:\n// \n// Noise Lab shader by candycat: https://www.shadertoy.com/view/4sc3z2\n//\n// Noise shaders by iq:\n//     Value    Noise 2D, Derivatives: https://www.shadertoy.com/view/4dXBRH\n//     Gradient Noise 2D, Derivatives: https://www.shadertoy.com/view/XdXBRH\n//     Value    Noise 3D, Derivatives: https://www.shadertoy.com/view/XsXfRH\n//     Gradient Noise 3D, Derivatives: https://www.shadertoy.com/view/4dffRH\n//     Value    Noise 2D             : https://www.shadertoy.com/view/lsf3WH\n//     Value    Noise 3D             : https://www.shadertoy.com/view/4sfGzS\n//     Gradient Noise 2D             : https://www.shadertoy.com/view/XdXGW8\n//     Gradient Noise 3D             : https://www.shadertoy.com/view/Xsl3Dl\n//     Simplex  Noise 2D             : https://www.shadertoy.com/view/Msf3WH\n//     Voronoise: https://www.shadertoy.com/view/Xd23Dh\n//\n//\n//\n\n// using https://www.shadertoy.com/view/4djSRW Hash without Sine by Dave_Hoskins\n// discontinuous pseudorandom uniformly distributed in [-0.5, +0.5]^3 */\nvec3 XsX3zB_oct_random3(vec3 c) {\n\tc = fract(c * vec3(.1031, .1030, .0973));\n    c += dot(c, c.yxz+0.3333333);\n    return fract((c.xxy + c.yxx)*c.zyx)-0.5;\n}\n\n// skew constants for 3d simplex functions\nconst float XsX3zB_oct_F3 =  0.3333333;\nconst float XsX3zB_oct_G3 =  0.1666667;\n\n// 3d simplex noise\nfloat XsX3zB_oct_simplex3d(vec3 p) {\n\t // 1. find current tetrahedron T and it's four vertices\n\t // s, s+i1, s+i2, s+1.0 - absolute skewed (integer) coordinates of T vertices\n\t // x, x1, x2, x3 - unskewed coordinates of p relative to each of T vertices\n\t \n\t // calculate s and x\n\t vec3 s = floor(p + dot(p, vec3(XsX3zB_oct_F3)));\n\t vec3 x = p - s + dot(s, vec3(XsX3zB_oct_G3));\n\t \n\t // calculate i1 and i2\n\t vec3 e = step(vec3(0.0), x - x.yzx);\n\t vec3 i1 = e*(1.0 - e.zxy);\n\t vec3 i2 = 1.0 - e.zxy*(1.0 - e);\n\t \t\n\t // x1, x2, x3\n\t vec3 x1 = x - i1 + XsX3zB_oct_G3;\n\t vec3 x2 = x - i2 + 2.0*XsX3zB_oct_G3;\n\t vec3 x3 = x - 1.0 + 3.0*XsX3zB_oct_G3;\n\t \n\t // 2. find four surflets and store them in d\n\t vec4 w, d;\n\t \n\t // calculate surflet weights\n\t w.x = dot(x, x);\n\t w.y = dot(x1, x1);\n\t w.z = dot(x2, x2);\n\t w.w = dot(x3, x3);\n\t \n\t // w fades from 0.6 at the center of the surflet to 0.0 at the margin\n\t w = max(0.6 - w, 0.0);\n\t \n\t // calculate surflet components\n\t d.x = dot(XsX3zB_oct_random3(s), x);\n\t d.y = dot(XsX3zB_oct_random3(s + i1), x1);\n\t d.z = dot(XsX3zB_oct_random3(s + i2), x2);\n\t d.w = dot(XsX3zB_oct_random3(s + 1.0), x3);\n\t \n\t // multiply d by w^4\n\t w *= w;\n\t w *= w;\n\t d *= w;\n\t \n\t // 3. return the sum of the four surflets\n\t return dot(d, vec4(52.0));\n}",
				"inputs": [],
				"instance": "float $(name)_fbm(vec3 coord, float persistence) {\n\tfloat normalize_factor = 0.0;\n\tfloat value = 0.0;\n\tfloat scale = 1.0;\n\tfloat size = 1.0;\n\tfor (int i = 0; i < $iterations; i++) {\n\t\tvalue += XsX3zB_oct_simplex3d(coord*size) * scale;\n\t\tnormalize_factor += scale;\n\t\tsize *= 2.0;\n\t\tscale *= persistence;\n\t}\n\treturn value / normalize_factor;\n}\n\nfloat $(name)_bc(float f,float contrast, float brightness) {\n\treturn f*contrast+brightness+0.5-contrast*0.5;\n}\n",
				"longdesc": "Makes a non periodic noise with octaves using nikat code from https://www.shadertoy.com/view/XsX3zB\n\nCode - Nikat",
				"name": "TEX3D Simplex Noise Octaves",
				"outputs": [
					{
						"shortdesc": "TEX3D output",
						"tex3d": "$clamp",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 8.0,
						"label": "Scale",
						"longdesc": "Noise scale",
						"max": 32.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale X",
						"longdesc": "Noise X scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale Y",
						"longdesc": "Noise Y scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale Z",
						"longdesc": "Noise Z scale",
						"max": 16.0,
						"min": 0.0,
						"name": "scale_z",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Translate X",
						"longdesc": "Noise X translate",
						"max": 100.0,
						"min": 0.0,
						"name": "transx",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Translate Y",
						"longdesc": "Noise Y translate",
						"max": 100.0,
						"min": 0.0,
						"name": "transy",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Translate Z",
						"longdesc": "Noise Z translate",
						"max": 100.0,
						"min": 0.0,
						"name": "transz",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 12.0,
						"label": "Iterations",
						"longdesc": "Noise iterations / octaves",
						"name": "iterations",
						"type": "enum",
						"values": [
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "6",
								"value": "6"
							},
							{
								"name": "7",
								"value": "7"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "9",
								"value": "9"
							},
							{
								"name": "10",
								"value": "10"
							},
							{
								"name": "11",
								"value": "11"
							},
							{
								"name": "12",
								"value": "12"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "14",
								"value": "14"
							},
							{
								"name": "15",
								"value": "15"
							},
							{
								"name": "16",
								"value": "16"
							}
						]
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Persistence",
						"longdesc": "How higher octaves affect the output",
						"max": 1.0,
						"min": 0.0,
						"name": "persistence",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Brightness",
						"longdesc": "Overall brightness",
						"max": 1.0,
						"min": 0.0,
						"name": "brightness",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Contrast",
						"longdesc": "Overall Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "contrast",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 1.0,
						"label": "Clamp",
						"longdesc": "Makes the output restricted between 0 and 1",
						"name": "clamp",
						"type": "enum",
						"values": [
							{
								"name": "false",
								"value": "$(name_uv)_out"
							},
							{
								"name": "true",
								"value": "clamp($(name_uv)_out,vec3(0),vec3(1))"
							}
						]
					}
				],
				"shortdesc": "TEX3D Simplex Noise Octaves"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Gen/Simplex Noise Octaves",
			"type": "shader"
		},
		{
			"display_name": "Scale",
			"icon_data": "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",
			"name": "TEX3D_Scale",
			"parameters": {
				"Scale": 1.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec3(0)",
						"label": "",
						"name": "in",
						"shortdesc": "TEX3D Input",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Scales the TEX3D texture\n\nCode - PauloFalcao",
				"name": "TEX3D Scale",
				"outputs": [
					{
						"shortdesc": "TEX3D Output",
						"tex3d": "$in($uv*$Scale)",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Scale",
						"longdesc": "Scale factor",
						"max": 10.0,
						"min": 0.0,
						"name": "Scale",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "TEX3D Scale"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Op/Scale",
			"type": "shader"
		},
		{
			"display_name": "Translate",
			"icon_data": "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",
			"name": "TEX3D_Translate",
			"parameters": {
				"x": 0.0,
				"y": 0.0,
				"z": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec4(0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "TEX3D Input",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Translates the input TEX3D\n\nCode - PauloFalcao",
				"name": "TEX3D Translate",
				"outputs": [
					{
						"shortdesc": "TEX3D Output",
						"tex3d": "$in($uv-vec4($x, $y, $z,0.0))",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "P1.x",
						"default": 0.0,
						"label": "X",
						"max": 1.0,
						"min": -1.0,
						"name": "x",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "P1.y",
						"default": 0.0,
						"label": "Y",
						"max": 1.0,
						"min": -1.0,
						"name": "y",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Z",
						"max": 1.0,
						"min": -1.0,
						"name": "z",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "TEX3D Translate"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Op/Translate",
			"type": "shader"
		},
		{
			"display_name": "Brightness and Contrast",
			"icon_data": "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",
			"name": "TEX3D_Brightness_and_Contrast",
			"parameters": {
				"brightness": 0.0,
				"clamp": 0.0,
				"contrast": 1.0
			},
			"shader_model": {
				"code": "vec3 $(name_uv)_bc = vec3($in($uv)*$contrast+vec3($brightness)+0.5-$contrast*0.5);",
				"global": "",
				"inputs": [
					{
						"default": "vec3(0)",
						"label": "",
						"name": "in",
						"shortdesc": "TEX3D Input",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Changes TEX3D brightness and contrast\n\nCode - PauloFalcao",
				"name": "TEX3D Brightness and Contrast",
				"outputs": [
					{
						"shortdesc": "TEX3D Output",
						"tex3d": "$clamp",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Brightness",
						"longdesc": "Brightness amount",
						"max": 1.0,
						"min": -1.0,
						"name": "brightness",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Contrast",
						"longdesc": "Contrast amount",
						"max": 2.0,
						"min": 0.0,
						"name": "contrast",
						"step": 0.001,
						"type": "float"
					},
					{
						"default": 1.0,
						"label": "Clamp",
						"longdesc": "Clamp values between 0 and 1",
						"name": "clamp",
						"type": "enum",
						"values": [
							{
								"name": "true",
								"value": "clamp($(name_uv)_bc,vec3(0),vec3(1))"
							},
							{
								"name": "false",
								"value": "$(name_uv)_bc"
							}
						]
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Op/Brightness and Contrast",
			"type": "shader"
		},
		{
			"display_name": "Axis Symmetry",
			"icon_data": "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",
			"name": "TEX3D_Axis_Symmetry",
			"parameters": {
				"mode": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "TEX3D",
						"name": "in",
						"shortdesc": "SDF3D",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Transforms a TEX3D making a mirror symmetry using the chosen axis\n\nCode - PauloFalcao",
				"name": "TEX3D Axis Symmetry",
				"outputs": [
					{
						"shortdesc": "SDF3D output",
						"tex3d": "$in(vec3($mode))",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"default": 6.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XYZ",
								"value": "abs($uv.xyz)"
							},
							{
								"name": "XY",
								"value": "abs($uv.xy),$uv.z"
							},
							{
								"name": "XZ",
								"value": "abs($uv.x),$uv.y,abs($uv.z)"
							},
							{
								"name": "YZ",
								"value": "$uv.x,abs($uv.yz)"
							},
							{
								"name": "X",
								"value": "abs($uv.x),$uv.yz"
							},
							{
								"name": "Y",
								"value": "$uv.x,abs($uv.y),$uv.z"
							},
							{
								"name": "Z",
								"value": "$uv.x,$uv.y,abs($uv.z)"
							}
						]
					}
				],
				"shortdesc": "TEX3D Axis Symmetry"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Op/Axis Symmetry",
			"type": "shader"
		},
		{
			"display_name": "Paint Edges",
			"icon_data": 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",
			"name": "Tex3D_Paint_Edges",
			"parameters": {
				"edges": 0.04,
				"f": 2.0,
				"h": 0.0,
				"iterations": 4.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=$sdfa($uv.xyz);\nfloat $(name_uv)_sdfb=blursdf3d_$name($uv.xyz,$edges,1.01);\nvec3 $(name_uv)_b=$texb(vec4($uv.xyz,1.0));\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nvec3 $(name_uv)_tex=($(name_uv)_sdfdiff>0.0)?\nmix($(name_uv)_b,$texa(vec4($uv.xyz,1.0)),clamp($(name_uv)_sdfdiff*$f*100.0,0.0,1.0)):\nmix($(name_uv)_b,$texc(vec4($uv.xyz,1.0)),clamp(-$(name_uv)_sdfdiff*$f*100.,0.0,1.0));\n",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base SDF",
						"longdesc": "Main SDF goes here, adding a small SDF blur can help to avoid hard edges",
						"name": "sdfa",
						"shortdesc": "Main SDF",
						"type": "sdf3d"
					},
					{
						"default": "vec3(0.8,0.6,0.6)",
						"function": true,
						"label": "Tex Bump ",
						"longdesc": "Bump Texture, where the SDF difference is negative",
						"name": "texa",
						"shortdesc": "Bump Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(1.0,0.0,0.0)",
						"function": true,
						"label": "Tex Surface",
						"longdesc": "Surface Texture, where the SDF difference is close to zero",
						"name": "texb",
						"shortdesc": "Surface Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(0.3,0.1,0.1)",
						"function": true,
						"label": "Tex Hole",
						"longdesc": "Hole Texture, where the SDF difference is positive",
						"name": "texc",
						"shortdesc": "Hole Texture",
						"type": "tex3d"
					}
				],
				"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$sdfa(p);\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$sdfa(p+vec3(cos(t)*r,y,sin(t)*r)*b);\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
				"longdesc": "Modifies an SDF by comparing the base SDF and a modified blured version of the base SDF.\nObject colors are modified based on the difference of the two SDFs, with a texture for surface where the two SDFs are equal, a texture for holes where the difference is negative, and a texture for bumps where the difference is positive.\n\nCode - PauloFalcao\n\n",
				"name": "Tex3D Paint Edges",
				"outputs": [
					{
						"tex3d": "$(name_uv)_tex",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.04,
						"label": "Edge Size",
						"longdesc": "Blur amount applied to the original SDF generating a new SDF",
						"max": 0.1,
						"min": 0.0,
						"name": "edges",
						"shortdesc": "Edge Size",
						"step": 0.0001,
						"type": "float"
					},
					{
						"default": 6.0,
						"label": "Edge Precision",
						"longdesc": "Blur precision. Is the number of SDF sample point points used to make a SDF Blur. Increasing this value will result in much greater rendering times. Keep this value as low as possible.",
						"name": "iterations",
						"shortdesc": "Edge Blur precision",
						"type": "enum",
						"values": [
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "34",
								"value": "34"
							},
							{
								"name": "55",
								"value": "55"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift  difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "Tex3D Paint Edges"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Op/Paint Edges",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "pxflib",
					"from_node": "node_pxflib",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_3",
					"to_node": "node_shader_3",
					"to_port": 1.0
				},
				{
					"from": "pxflib_2",
					"from_node": "node_pxflib_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_3",
					"to_node": "node_shader_3",
					"to_port": 2.0
				},
				{
					"from": "pxflib_3",
					"from_node": "node_pxflib_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_3",
					"to_node": "node_shader_3",
					"to_port": 3.0
				},
				{
					"from": "sdf3d_boolean",
					"from_node": "node_sdf3d_boolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "shader_3",
					"to_node": "node_shader_3",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_box_2",
					"from_node": "node_sdf3d_box_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_5",
					"to_node": "node_pxflib_5",
					"to_port": 0.0
				},
				{
					"from": "pxflib_5",
					"from_node": "node_pxflib_5",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean",
					"to_node": "node_sdf3d_boolean",
					"to_port": 0.0
				},
				{
					"from": "sdf3d_box",
					"from_node": "node_sdf3d_box",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "sdf3d_boolean",
					"to_node": "node_sdf3d_boolean",
					"to_port": 1.0
				},
				{
					"from": "sdf3d_boolean",
					"from_node": "node_sdf3d_boolean",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "Multi_Transform",
					"to_node": "node_Multi_Transform",
					"to_port": 0.0
				},
				{
					"from": "shader_3",
					"from_node": "node_shader_3",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "Multi_Transform",
					"to_node": "node_Multi_Transform",
					"to_port": 1.0
				},
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 0.0
				},
				{
					"from": "SDF_Checkerboard",
					"from_node": "node_SDF_Checkerboard",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 1.0
				},
				{
					"from": "Multi_Transform",
					"from_node": "node_Multi_Transform",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 2.0
				},
				{
					"from": "Multi_Transform",
					"from_node": "node_Multi_Transform",
					"from_port": 1.0,
					"keep_alive": false,
					"to": "pxflib_4",
					"to_node": "node_pxflib_4",
					"to_port": 3.0
				}
			],
			"display_name": "Paint Edges Example",
			"icon_data": 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",
			"nodes": [
				{
					"name": "pxflib_5",
					"node_position": {
						"x": -209.581970214844,
						"y": -102.948303222656
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.2,
						"TranslateZ": 0.2,
						"scale": 0.5
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float o_$name_uv=$in(SDFTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale);\n\n",
						"global": "vec3 SDFTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "V4->V4 Input",
								"type": "sdf3d"
							}
						],
						"instance": "",
						"longdesc": "Type - SDF3D Operator\nCode - RodZilla, PauloFalcao\n\nTranslates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate",
						"name": "SDF Transform",
						"outputs": [
							{
								"sdf3d": "o_$name_uv*$scale",
								"shortdesc": "V4->V4 Ouput",
								"type": "sdf3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"name": "pxflib",
					"node_position": {
						"x": -412.582000732422,
						"y": 79.0516967773438
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 1.0,
							"g": 1.0,
							"r": 1.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - TEX3D Generator\nCode - PauloFalcao\n\nA 3D Texture with a single color",
						"name": "TEX3D Color",
						"outputs": [
							{
								"shortdesc": "TEX3D Output",
								"tex3d": "$color.xyz",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "Color",
								"name": "color",
								"type": "color"
							}
						],
						"shortdesc": "TEX3D Color"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_2",
					"node_position": {
						"x": -413.582000732422,
						"y": 143.051696777344
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 1.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - TEX3D Generator\nCode - PauloFalcao\n\nA 3D Texture with a single color",
						"name": "TEX3D Color",
						"outputs": [
							{
								"shortdesc": "TEX3D Output",
								"tex3d": "$color.xyz",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "Color",
								"name": "color",
								"type": "color"
							}
						],
						"shortdesc": "TEX3D Color"
					},
					"type": "shader"
				},
				{
					"name": "pxflib_3",
					"node_position": {
						"x": -413.582000732422,
						"y": 225.051696777344
					},
					"parameters": {
						"color": {
							"a": 1.0,
							"b": 0.0,
							"g": 0.0,
							"r": 0.0,
							"type": "Color"
						}
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - TEX3D Generator\nCode - PauloFalcao\n\nA 3D Texture with a single color",
						"name": "TEX3D Color",
						"outputs": [
							{
								"shortdesc": "TEX3D Output",
								"tex3d": "$color.xyz",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"default": {
									"a": 1.0,
									"b": 1.0,
									"g": 1.0,
									"r": 1.0
								},
								"label": "Color",
								"name": "color",
								"type": "color"
							}
						],
						"shortdesc": "TEX3D Color"
					},
					"type": "shader"
				},
				{
					"name": "sdf3d_box_2",
					"node_position": {
						"x": -456.582000732422,
						"y": -97.9483032226562
					},
					"parameters": {
						"r": 0.03,
						"sx": 0.3,
						"sy": 0.25,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "sdf3d_box",
					"node_position": {
						"x": -448.582000732422,
						"y": -246.948303222656
					},
					"parameters": {
						"r": 0.03,
						"sx": 0.3,
						"sy": 0.25,
						"sz": 0.25
					},
					"seed_int": 0.0,
					"type": "sdf3d_box"
				},
				{
					"name": "sdf3d_boolean",
					"node_position": {
						"x": 19.4180297851562,
						"y": -171.948303222656
					},
					"parameters": {
						"op": 1.0
					},
					"seed_int": 0.0,
					"type": "sdf3d_boolean"
				},
				{
					"name": "shader_3",
					"node_position": {
						"x": -158.901428222656,
						"y": 149.815612792969
					},
					"parameters": {
						"edges": 0.0377,
						"f": 2.0,
						"h": 0.0,
						"iterations": 4.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "float $(name_uv)_sdfa=$sdfa($uv.xyz);\nfloat $(name_uv)_sdfb=blursdf3d_$name($uv.xyz,$edges,1.01);\nvec3 $(name_uv)_b=$texb(vec4($uv.xyz,1.0));\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nvec3 $(name_uv)_tex=($(name_uv)_sdfdiff>0.0)?\nmix($(name_uv)_b,$texa(vec4($uv.xyz,1.0)),clamp($(name_uv)_sdfdiff*$f*100.0,0.0,1.0)):\nmix($(name_uv)_b,$texc(vec4($uv.xyz,1.0)),clamp(-$(name_uv)_sdfdiff*$f*100.,0.0,1.0));\n",
						"global": "",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "Base SDF",
								"longdesc": "Main SDF goes here, adding a small SDF blur can help to avoid hard edges",
								"name": "sdfa",
								"shortdesc": "Main SDF",
								"type": "sdf3d"
							},
							{
								"default": "vec3(0.8,0.6,0.6)",
								"function": true,
								"label": "Tex Bump ",
								"longdesc": "Bump Texture, where the SDF difference is negative",
								"name": "texa",
								"shortdesc": "Bump Texture",
								"type": "tex3d"
							},
							{
								"default": "vec3(1.0,0.0,0.0)",
								"function": true,
								"label": "Tex Surface",
								"longdesc": "Surface Texture, where the SDF difference is close to zero",
								"name": "texb",
								"shortdesc": "Surface Texture",
								"type": "tex3d"
							},
							{
								"default": "vec3(0.3,0.1,0.1)",
								"function": true,
								"label": "Tex Hole",
								"longdesc": "Hole Texture, where the SDF difference is positive",
								"name": "texc",
								"shortdesc": "Hole Texture",
								"type": "tex3d"
							}
						],
						"instance": "float blursdf3d_$name(in vec3 p,in float b,float f){\n\tfloat a=0.0;\n\tfloat d=$sdfa(p);\n\tif (d<b*f){\n\t\tfor(int i=0;i<$iterations;i++){\n\t        float y=1.0-2.0*(float(i)/float($iterations));\n\t        float r=sqrt(1.0-y*y);\n\t        float t=2.39996322973*float(i);\n\t\t\ta+=$sdfa(p+vec3(cos(t)*r,y,sin(t)*r)*b);\n\t\t}\n\t} else{\n\t\treturn d;\n\t}\n\treturn a/$iterations.0;\n}",
						"longdesc": "Type - Tex3D Operator\nCode - PauloFalcao\n\nModifies an SDF by comparing the base SDF and a modified blured version of the base SDF.\nObject colors are modified based on the difference of the two SDFs, with a texture for surface where the two SDFs are equal, a texture for holes where the difference is negative, and a texture for bumps where the difference is positive.\n\n",
						"name": "Tex3D Paint Edges",
						"outputs": [
							{
								"tex3d": "$(name_uv)_tex",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.04,
								"label": "Edge Size",
								"longdesc": "Blur amount applied to the original SDF generating a new SDF",
								"max": 0.1,
								"min": 0.0,
								"name": "edges",
								"shortdesc": "Edge Size",
								"step": 0.0001,
								"type": "float"
							},
							{
								"default": 6.0,
								"label": "Edge Precision",
								"longdesc": "Blur precision. Is the number of SDF sample point points used to make a SDF Blur. Increasing this value will result in much greater rendering times. Keep this value as low as possible.",
								"name": "iterations",
								"shortdesc": "Edge Blur precision",
								"type": "enum",
								"values": [
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "21",
										"value": "21"
									},
									{
										"name": "34",
										"value": "34"
									},
									{
										"name": "55",
										"value": "55"
									}
								]
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Contrast",
								"max": 1.0,
								"min": 0.0,
								"name": "f",
								"shortdesc": "Increases the difference between Textures",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Color Shift",
								"max": 1.0,
								"min": -1.0,
								"name": "h",
								"shortdesc": "Shift  difference between Textures",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "Tex3D Paint Edges"
					},
					"type": "shader"
				},
				{
					"name": "Multi_Transform",
					"node_position": {
						"x": 361.838165283203,
						"y": -168.659484863281
					},
					"parameters": {
						"RotateX": 0.0,
						"RotateY": 0.0,
						"RotateZ": 0.0,
						"TranslateX": 0.0,
						"TranslateY": 0.0,
						"TranslateZ": 0.0,
						"scale": 2.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "vec3 MultiTrans_Obj_Transform_Rot(vec3 p, vec3 a) {\n\tvec3 rv;\n\tfloat c;\n\tfloat s;\n\tc = cos(a.x);\n\ts = sin(a.x);\n\trv.x = p.x;\n\trv.y = p.y*c+p.z*s;\n\trv.z = -p.y*s+p.z*c;\n\tc = cos(a.y);\n\ts = sin(a.y);\n\tp.x = rv.x*c+rv.z*s;\n\tp.y = rv.y;\n\tp.z = -rv.x*s+rv.z*c;\n\tc = cos(a.z);\n\ts = sin(a.z);\n\trv.x = p.x*c+p.y*s;\n\trv.y = -p.x*s+p.y*c;\n\trv.z = p.z;\n\treturn rv;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"label": "",
								"name": "in",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"default": "0.0",
								"label": "",
								"name": "tex",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							}
						],
						"instance": "",
						"longdesc": "Translates, Rotates, Scale a SDF3D\nAdapted from RodZilla Rotate\n\nCode - RodZilla, PauloFalcao",
						"name": "Multi Transform",
						"outputs": [
							{
								"sdf3d": "$in(MultiTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale)*$scale",
								"shortdesc": "SDF3D",
								"type": "sdf3d"
							},
							{
								"shortdesc": "TEX3D",
								"tex3d": "$tex(MultiTrans_Obj_Transform_Rot($uv.xyz-vec3($TranslateX,$TranslateY,$TranslateZ),vec3($RotateX,$RotateY,$RotateZ)*0.01745329251)/$scale)",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "S",
								"max": 4.0,
								"min": 0.0,
								"name": "scale",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "X",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Y",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Z",
								"max": 10.0,
								"min": -10.0,
								"name": "TranslateZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rx",
								"longdesc": "The rotation around the X axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateX",
								"shortdesc": "Rotate.x",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Ry",
								"longdesc": "The rotation around the Y axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateY",
								"shortdesc": "Rotate.y",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Rz",
								"longdesc": "The rotation around the Z axis",
								"max": 180.0,
								"min": -180.0,
								"name": "RotateZ",
								"shortdesc": "Rotate.z",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "SDF Transform"
					},
					"type": "shader"
				},
				{
					"name": "SDF_Checkerboard",
					"node_position": {
						"x": 346.818756103516,
						"y": -315.759582519531
					},
					"parameters": {
						"AA": 0.0,
						"Position": -1.0,
						"Size": 10.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "float Simple_AAcheckedboard2D(vec2 p) {\n    p*=2.0;\n\tvec2 w=max(abs(dFdx(p)),abs(dFdy(p)))+1e-5;\n\tif (max(w.x,w.y)>1.0) {\n\t\treturn mod(floor(p.x)+floor(p.y),2.0);\n\t}\n\tvec2 i=((1.-abs(2.*fract((p+.5*w)/2.)-1.))-(1.-abs(2.*fract((p-.5*w)/2.)-1.)))/w;\n\treturn .5-.5*i.x*i.y;\n}",
						"inputs": [],
						"instance": "",
						"longdesc": "",
						"name": "SDF Checkerboard",
						"outputs": [
							{
								"sdf3d": "max($uv.y-$Position,length(vec3($uv.x,$uv.y+$Position,$uv.z))-$Size)",
								"type": "sdf3d"
							},
							{
								"tex3d": "vec3($AA)*0.9+0.1",
								"type": "tex3d"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 1.0,
								"label": "Position",
								"max": 2.0,
								"min": -5.0,
								"name": "Position",
								"step": 0.1,
								"type": "float"
							},
							{
								"control": "None",
								"default": 10.0,
								"label": "Size",
								"max": 30.0,
								"min": 1.0,
								"name": "Size",
								"step": 1.0,
								"type": "float"
							},
							{
								"default": 1.0,
								"label": "AA",
								"name": "AA",
								"shortdesc": "Anti-Aliasing",
								"type": "enum",
								"values": [
									{
										"name": "No",
										"value": "mod(floor($uv.x*2.0)+floor($uv.z*2.0),2.0)"
									},
									{
										"name": "Yes",
										"value": "Simple_AAcheckedboard2D($uv.xz)"
									}
								]
							}
						]
					},
					"type": "shader"
				},
				{
					"generic_size": 2.0,
					"name": "pxflib_4",
					"node_position": {
						"x": 656.818725585938,
						"y": -235.759582519531
					},
					"parameters": {
						"AmbLight": 0.25,
						"AmbOcclusion": 1.0,
						"CamD": 1.5,
						"CamX": 2.5,
						"CamY": 2.0,
						"CamZ": 3.0,
						"CamZoom": 1.0,
						"LookAtX": 0.0,
						"LookAtY": 0.0,
						"LookAtZ": 0.0,
						"Pow": 64.0,
						"Reflection": 0.2,
						"Shadow": 1.0,
						"Specular": 0.0,
						"SunX": 2.5,
						"SunY": 2.5,
						"SunZ": 1.0
					},
					"seed_int": 0.0,
					"shader_model": {
						"code": "",
						"global": "\n\nvec2 equirectangularMap(vec3 dir) {\n\tvec2 longlat = vec2(atan(dir.y,dir.x),acos(dir.z));\n \treturn longlat/vec2(2.0*3.14159265359,3.14159265359);\n}\n\n\n//Simple HDRI START\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat Simple360HDR_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat Simple360HDR_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=Simple360HDR_hash12(v1);\n  float n01=Simple360HDR_hash12(v1+vec2(0,1));\n  float n10=Simple360HDR_hash12(v1+vec2(1,0));\n  float n11=Simple360HDR_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat Simple360HDR_noiseOct(vec2 p){\n  return\n    Simple360HDR_noise(p)*0.5+\n    Simple360HDR_noise(p*2.0+13.0)*0.25+\n    Simple360HDR_noise(p*4.0+23.0)*0.15+\n    Simple360HDR_noise(p*8.0+33.0)*0.10+\n    Simple360HDR_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 Simple360HDR_skyColor(vec3 p){\n\tvec3 s1=vec3(0.2,0.5,1.0);\n\tvec3 s2=vec3(0.1,0.2,0.4)*1.5;\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)-0.5)*vec3(1.0);\n\tfloat d=length(p);\n    return mix(s2+v,s1+v*(12.0/max(d,20.0)),clamp(d*0.1,0.0,1.0));\n}\n\nvec3 Simple360HDR_floorColor(vec3 p){\n    vec3 v=(Simple360HDR_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\nvec3 Simple360HDR_renderHDR360(vec3 rd, vec3 sun){\n    vec3 col;\n\tvec3 p;\n\tvec3 c;\n\tif (rd.y>0.0) {\n        p=rd*(5.0/rd.y);\n        c=Simple360HDR_skyColor(p);\n    } else {\n        p=rd*(-10.0/rd.y);\n        c=Simple360HDR_floorColor(p);\n\t\tc=mix(c,vec3(0.5,0.7,1.0),clamp(1.0-sqrt(-rd.y)*3.0,0.0,1.0));\n\t}\n\tvec3 skycolor=vec3(0.1,0.45,0.68);\n\tfloat d=length(p);\n\t\n\tfloat ds=clamp(dot(sun,rd),0.0,1.0);\n\tvec3 sunc=(ds>0.9997?vec3(2.0):vec3(0.0))+pow(ds,512.0)*4.0+pow(ds,128.0)*vec3(0.5)+pow(ds,4.0)*vec3(0.5);\n    if (rd.y>0.0){\n\t\tc+=vec3(0.3)*pow(1.0-abs(rd.y),3.0)*0.7;\n\t} \n    return c+sunc;\n}\n\nvec3 Simple360HDR_make360hdri(vec2 p, vec3 sun){\n    float xPI=3.14159265359;\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(xPI,xPI/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n    return Simple360HDR_renderHDR360(rayDirection,sun);\n}\n//Simple HDRI END\n\n",
						"inputs": [
							{
								"default": "length($uv.xyz)-0.4",
								"function": true,
								"label": "SDF3D #",
								"name": "sdf#",
								"shortdesc": "SDF3D #",
								"type": "sdf3d"
							},
							{
								"default": "vec3(1.0,0.0,0.0)",
								"function": true,
								"label": "TEX3D #",
								"name": "tex#",
								"shortdesc": "TEX3D",
								"type": "tex3d"
							},
							{
								"default": "Simple360HDR_make360hdri(vec2($uv.x,-$uv.y+1.0),normalize(vec3(-$SunX,$SunY,-$SunZ)))",
								"function": true,
								"label": "360 HDRI Image",
								"longdesc": "By default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/",
								"name": "hdri",
								"shortdesc": "Image 360 HDRI",
								"type": "rgb"
							}
						],
						"instance": "\nvec2 input_$name(vec3 p) {\n    vec2 sdf=vec2(999999.0,0.0);\n\tfloat m;\n#for\n    m=$sdf#(p);\n    if (m<sdf.x){\n\t  sdf=vec2(m,#.0);\n\t}\n#end\n    return sdf;\n}\n\n\nvec3 tex_$name(vec3 p,float id) {\n    vec3 t=vec3(0.0);\n#for\n    if (id>(#.0-0.5)&&id<(#.0+0.5)) {\n\t  t=$tex#(vec4(p,id));\n\t}\n#end\n\n    return t;\n}\n\n\n//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=input_$name(p+e.xyy).x;\n  float v2=input_$name(p+e.yyx).x;\n  float v3=input_$name(p+e.yxy).x;\n  float v4=input_$name(p+e.xxx).x;\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}\n\nvoid march_$name(inout float d,inout vec3 p,inout vec2 dS, vec3 ro, vec3 rd){\n    for (int i=0; i < 500; i++) {\n    \tp = ro + rd*d;\n        dS = input_$name(p);\n        d += dS.x;\n        if (d > 50.0 || abs(dS.x) < 0.0001) break;\n    }\n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcAO_$name( in vec3 pos, in vec3 nor ){\n\tfloat occ = 0.0;\n    float sca = 1.0;\n    for( int i=0; i<5; i++ ){\n        float h = 0.001 + 0.25*float(i)/4.0;\n        float d = input_$name( pos + h*nor ).x;\n        occ += (h-d)*sca;\n        sca *= 0.98;\n    }\n    return clamp( 1.0 - 1.6*occ, 0.0, 1.0 );    \n}\n\n//from https://www.shadertoy.com/view/lsKcDD\nfloat calcSoftshadow_$name( in vec3 ro, in vec3 rd, in float mint, in float tmax){\n\tfloat res = 1.0;\n    float t = mint;\n    float ph = 1e10; // big, such that y = 0 on the first iteration\n    for( int i=0; i<32; i++ ){\n\t\tfloat h = input_$name( ro + rd*t ).x;\n        res = min( res, 10.0*h/t );\n        t += h;\n        if( res<0.0001 || t>tmax ) break;  \n    }\n    return clamp( res, 0.0, 1.0 );\n}\n\nvec3 raymarch_$name(vec2 uv) {\n    uv-=0.5;\n\tvec3 cam=vec3($CamX,$CamY,$CamZ)*$CamZoom;\n\tvec3 lookat=vec3($LookAtX,$LookAtY,$LookAtZ);\n\tvec3 ray=normalize(lookat-cam);\n\tvec3 cX=normalize(cross(vec3(0.0,1.0,0.0),ray));\n\tvec3 cY=normalize(cross(cX,ray));\n\tvec3 rd = normalize(ray*$CamD+cX*uv.x+cY*uv.y);\n\tvec3 ro = cam;\n\t\n\tfloat d=0.;\n\tvec3 p=vec3(0);\n\tvec2 dS=vec2(0);\n\tmarch_$name(d,p,dS,ro,rd);\n\t\n    vec3 color=vec3(0.0);\n\t\n\tvec3 objColor=tex_$name(p,dS.y);\n\t\n\tvec3 light=normalize(vec3($SunX,$SunY,$SunZ));\n\tif (d<50.0) {\n\t    vec3 n=normal_$name(p);\n\t\tfloat l=clamp(dot(-light,-n),0.0,1.0);\n\t\tvec3 ref=normalize(reflect(rd,-n));\n\t\tfloat r=clamp(dot(ref,light),0.0,1.0);\n\t\tfloat cAO=mix(1.0,calcAO_$name(p,n),$AmbOcclusion);\n\t\tfloat shadow=mix(1.0,calcSoftshadow_$name(p,light,0.05,5.0),$Shadow);\n\t\tcolor=min(vec3(max(shadow,$AmbLight)),max(l,$AmbLight))*max(cAO,$AmbLight)*objColor+pow(r,$Pow)*$Specular;\n\t\t//reflection\n\t\td=0.01;\n\t\tmarch_$name(d,p,dS,p,ref);\n\t\tvec3 objColorRef=vec3(0);\n\t\tif (d<50.0) {\n\t\t\tobjColorRef=tex_$name(p,dS.y);\n\t\t\tn=normal_$name(p);\n\t\t\tl=clamp(dot(-light,-n),0.0,1.0);\n\t\t\tobjColorRef=max(l,$AmbLight)*objColorRef;\n\t\t} else {\n\t\t\tobjColorRef=$hdri(equirectangularMap(ref.xzy)).xyz;\n\t\t}\n\t\tcolor=mix(color,objColorRef,$Reflection);\n\t} else {\n\t\tcolor=$hdri(equirectangularMap(rd.xzy)).xyz;\n\t}\n\treturn color;\n}",
						"longdesc": "Type - SDF3D Render\nCode - PauloFalcao, IQ\n\nRay marching node for 2 objects using a environment 360 HDRI image\nBy default uses a very simple procedural hdri 360 image\nUse other procedural HDRI images from /PauloFalcao/Image/Generator\nOr download real ones from https://hdrihaven.com/\n\n",
						"name": "SDF Render",
						"outputs": [
							{
								"rgb": "raymarch_$name($uv)",
								"shortdesc": "Image output",
								"type": "rgb"
							}
						],
						"parameters": [
							{
								"control": "None",
								"default": 0.0,
								"label": "CamX",
								"longdesc": "Camera position X",
								"max": 5.0,
								"min": -5.0,
								"name": "CamX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamY",
								"longdesc": "Camera position Y",
								"max": 5.0,
								"min": -5.0,
								"name": "CamY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 2.0,
								"label": "CamZ",
								"longdesc": "Camera position Z",
								"max": 5.0,
								"min": -5.0,
								"name": "CamZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtX",
								"longdesc": "Look at position with coordinate X",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtY",
								"longdesc": "Look at position with coordinate Y",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "LookAtZ",
								"longdesc": "Look at position with coordinate Z",
								"max": 5.0,
								"min": -5.0,
								"name": "LookAtZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 5.0,
								"label": "CamDistance",
								"longdesc": "Camera distance to the view plane, used to define the Field Of View",
								"max": 5.0,
								"min": 0.0,
								"name": "CamD",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "CamZoom",
								"longdesc": "Camera zoom",
								"max": 5.0,
								"min": 0.0,
								"name": "CamZoom",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.0,
								"label": "Reflection",
								"longdesc": "Reflection strength, reflects other objects or the environment HDRI 360 image ",
								"max": 1.0,
								"min": 0.0,
								"name": "Reflection",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.4,
								"label": "Specular",
								"longdesc": "Objects shading specular component strength, it's the strength  of the highlight.",
								"max": 1.0,
								"min": 0.0,
								"name": "Specular",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 32.0,
								"label": "Pow",
								"longdesc": "Shininess of the specular component, it's the size of the specular component, it tries to simulate more shininess surfaces or more rough surfaces.",
								"max": 1024.0,
								"min": 0.0,
								"name": "Pow",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunX",
								"longdesc": "Sun position coordinate X",
								"max": 10.0,
								"min": -10.0,
								"name": "SunX",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunY",
								"longdesc": "Sun position coordinate Y",
								"max": 10.0,
								"min": -10.0,
								"name": "SunY",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "SunZ",
								"longdesc": "Sun position coordinate Z",
								"max": 10.0,
								"min": -10.0,
								"name": "SunZ",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 0.2,
								"label": "AmbLight",
								"longdesc": "Strength of ambient light",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbLight",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "AmbOcclusion",
								"longdesc": "Strength of ambient occlusion",
								"max": 1.0,
								"min": 0.0,
								"name": "AmbOcclusion",
								"step": 0.001,
								"type": "float"
							},
							{
								"control": "None",
								"default": 1.0,
								"label": "Shadow",
								"longdesc": "Shadow strength",
								"max": 1.0,
								"min": 0.0,
								"name": "Shadow",
								"step": 0.001,
								"type": "float"
							}
						]
					},
					"type": "shader"
				}
			],
			"tree_item": "PF/TEX3D/Op/Paint Edges Example"
		},
		{
			"display_name": "Paint Edges Generic",
			"icon_data": 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",
			"name": "TEX3D_Paint_Edges_Generic",
			"parameters": {
				"f": 0.5,
				"h": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "float $(name_uv)_sdfa=$sdfa($uv.xyz);\nfloat $(name_uv)_sdfb=$sdfb($uv.xyz);\nvec3 $(name_uv)_b=$texb(vec4($uv.xyz,1.0));\nfloat $(name_uv)_sdfdiff=$(name_uv)_sdfb-$(name_uv)_sdfa+$h*0.1;\nvec3 $(name_uv)_tex=($(name_uv)_sdfdiff>0.0)?\nmix($(name_uv)_b,$texa(vec4($uv.xyz,1.0)),clamp($(name_uv)_sdfdiff*$f*100.0,0.0,1.0)):\nmix($(name_uv)_b,$texc(vec4($uv.xyz,1.0)),clamp(-$(name_uv)_sdfdiff*$f*100.,0.0,1.0));",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Base SDF",
						"longdesc": "Main SDF goes here, adding a small SDF blur can help to avoid hard edges",
						"name": "sdfa",
						"shortdesc": "Main SDF",
						"type": "sdf3d"
					},
					{
						"default": "0.0",
						"function": true,
						"label": "Modified SDF",
						"longdesc": "Modified SDF goes here, typically is the Base SDF with Blur, using the SDF Blur node.",
						"name": "sdfb",
						"shortdesc": "Modified SDF",
						"type": "sdf3d"
					},
					{
						"default": "vec3(0.7)",
						"function": true,
						"label": "Tex Bump ",
						"longdesc": "Bump Texture, where the SDF difference is negative",
						"name": "texa",
						"shortdesc": "Bump Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(1.0,0.0,0.0)",
						"function": true,
						"label": "Tex Surface",
						"longdesc": "Surface Texture, where the SDF difference is close to zero",
						"name": "texb",
						"shortdesc": "Surface Texture",
						"type": "tex3d"
					},
					{
						"default": "vec3(0.2)",
						"function": true,
						"label": "Tex Hole",
						"longdesc": "Hole Texture, where the SDF difference is positive",
						"name": "texc",
						"shortdesc": "Hole Texture",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Creates a TEX3D by comparing the base SDF and a modified version of the base SDF.\nTypically the modified version is a soft version of the base version, which can be done using the Node SDF Blur\nObject colors are modified based on the difference of the two SDFs, with a texture for surface where the two SDFs are equal, a texture for holes where the difference is negative, and a texture for bumps where the difference is positive.\n\nCode - PauloFalcao",
				"name": "TEX3D Paint Edges Generic",
				"outputs": [
					{
						"tex3d": "$(name_uv)_tex",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Contrast",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "Increases the difference between Textures",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Color Shift",
						"max": 1.0,
						"min": -1.0,
						"name": "h",
						"shortdesc": "Shift  difference between Textures",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "TEX3D Paint Edges Generic"
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Op/Paint Edges Generic",
			"type": "shader"
		},
		{
			"display_name": "SDF3D to TEX3D",
			"icon_data": 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9H/r09Az27N6BrusGLU5EOHLkyKB/xfDwJIjcIx0TwQvi39kQxawwog8S4JKEMjOUFl3VC1ImKH+bm5vD00/+pge8FL5Dhw5VgTdNE/Esxj+isqBfPf67bGIeLjdF59C2bXSbu+66C1NTU5idncVXr70BS3t+n+J/qPIr1X+wCgytrAbdd6OpKWzd/KsodnNzc1nsh3bw4MFosBJ8dhciGOHS5H8Bagj+d19m1MAAAAAASUVORK5CYII=",
			"name": "SDF3D_to_TEX3D",
			"parameters": {

			},
			"shader_model": {
				"code": "float o_$name_uv=$in($uv.xyz);",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "SDF3D Input",
						"type": "sdf3d"
					}
				],
				"instance": "",
				"longdesc": "Converts a SDF3D to a grayscale TEX3D\n\nCode - PauloFalcao",
				"name": "SDF3D to TEX3D",
				"outputs": [
					{
						"shortdesc": "TEX3D Output",
						"tex3d": "vec3(o_$name_uv,o_$name_uv,o_$name_uv)",
						"type": "tex3d"
					}
				],
				"parameters": []
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Util/SDF3D to TEX3D",
			"type": "shader"
		},
		{
			"display_name": "Triplanar to TEX3D by SDF",
			"icon_data": 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",
			"name": "Triplanar_to_TEX3D_by_SDF",
			"parameters": {

			},
			"shader_model": {
				"code": "vec3 texx_$name_uv=$texx($uv.yz+0.5);\nvec3 texy_$name_uv=$texy($uv.xz+0.5);\nvec3 texz_$name_uv=$texz($uv.xy+0.5);",
				"global": "",
				"inputs": [
					{
						"default": "vec3(1.0,0.0,0.0)",
						"function": true,
						"label": "TexX",
						"name": "texx",
						"type": "rgb"
					},
					{
						"default": "vec3(0.0,1.0,0.0)",
						"function": true,
						"label": "TexY",
						"name": "texy",
						"type": "rgb"
					},
					{
						"default": "vec3(0.0,0.0,1.0)",
						"function": true,
						"label": "TexZ",
						"name": "texz",
						"type": "rgb"
					},
					{
						"default": "length($uv)-0.4",
						"function": true,
						"label": "SDF3D",
						"name": "sdf",
						"type": "sdf3d"
					}
				],
				"instance": "//tetrahedron normal by PauloFalcao\n//https://www.shadertoy.com/view/XstGDS\nvec3 normal_$name(vec3 p){  \n  const vec3 e=vec3(0.001,-0.001,0.0);\n  float v1=$sdf(p+e.xyy);\n  float v2=$sdf(p+e.yyx);\n  float v3=$sdf(p+e.yxy);\n  float v4=$sdf(p+e.xxx);\n  return normalize(vec3(v4+v1-v3-v2,v3+v4-v1-v2,v2+v4-v3-v1));\n}",
				"longdesc": "Chooses a TEX3D based on normal\n\nCode - PauloFalcao",
				"name": "Triplanar to TEX3D by SDF",
				"outputs": [
					{
						"tex3d": "abs(normal_$name($uv.xyz))*mat3(vec3(texx_$name_uv.x,texy_$name_uv.x,texz_$name_uv.x),vec3(texx_$name_uv.y,texy_$name_uv.y,texz_$name_uv.y),vec3(texx_$name_uv.z,texy_$name_uv.z,texz_$name_uv.z))",
						"type": "tex3d"
					}
				],
				"parameters": []
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Util/Triplanar to TEX3D by SDF",
			"type": "shader"
		},
		{
			"display_name": "Code",
			"generic_size": 1.0,
			"icon_data": "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",
			"name": "TEX3D_Code",
			"parameters": {
				"code": "$in1($uv)"
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec3(1.0)",
						"label": "",
						"name": "in#",
						"shortdesc": "TEX3D #",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Executes the code in the parameter\nExamples:\n$in1($uv)\nvec3(uv.x,uv.y,uv.z)\n\nCode - PauloFalcao",
				"name": "TEX3D Code",
				"outputs": [
					{
						"shortdesc": "TEX3D Output",
						"tex3d": "$code",
						"type": "tex3d"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.5,
						"label": "",
						"longdesc": "Examples:\n$in1($uv)\nlength($uv)-0.4",
						"max": 1.0,
						"min": 0.0,
						"name": "code",
						"step": 0.1,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/TEX3D/Op/Code",
			"type": "shader"
		},
		{
			"display_name": "360 HDRI Nimitz Sky",
			"icon_data": 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",
			"name": "4690",
			"parameters": {
				"cloudtime": 618.0,
				"sunPosX": 2.5,
				"sunPosY": 2.5,
				"sunPosZ": 2.5
			},
			"seed": -2939.0,
			"shader_model": {
				"code": "",
				"global": "// Day at the Lake by nimitz, 2020 (twitter: @stormoid)\n// https://www.shadertoy.com/view/wl3czN\n// License Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License\n// Contact the author for other licensing options\n//\n// Simple floor by PauloFalcao\n//\n// Modified for Material Maker by (twitter: @PauloFalcao)\n//\n\nmat3 nz_cloudrot_y(float a){\n\tfloat sa = sin(a);\n\tfloat ca = cos(a);\n\treturn mat3(vec3(ca,.0,sa),vec3(.0,1.,.0),vec3(-sa,.0,ca));\n}\n\nvec3 nz_cloudsIntcPlane(vec3 ro, vec3 rd, float plH){\n    ro.y += plH;\n    float t = -ro.y/rd.y;\n    if (t < 0.)\n        return vec3(1e6);\n    float u =  ro.x + rd.x*t;\n    float v =  ro.z + rd.z*t;\n    return vec3(t,u,v);\n}\n\nvec4 nz_cloudMap(vec3 p, float time){\n    p.xz += vec2(-time*1.0, time*0.25);\n    time *= 0.25;\n    p.y -= 9.0;\n    p *= vec3(0.19,0.3,0.19)*0.45;\n    vec3 bp = p;\n    float rz = 0.;\n    vec3 drv = vec3(0);\n    \n    float z = 0.5;\n    float trk= 0.9;\n    float dspAmp = 0.2;\n    \n    float att = clamp(1.31-abs(p.y - 5.5)*0.095,0.,1.);\n    float off = dot(sin(p*.52)*0.7+0.3, cos(p.yzx*0.6)*0.7+0.3)*0.75 - 0.2; //large structures\n    float ofst = 12.1 - time*0.1;\n    \n    for (int i = 0; i<6; i++){\n        p += sin(p.yzx*trk - trk*2.0)*dspAmp;\n        \n        vec3 c = cos(p);\n        vec3 s = sin(p);\n        vec3 cs = cos(p.yzx + s.xyz + ofst);\n        vec3 ss = sin(p.yzx + s.xyz + ofst);\n        vec3 s2 = sin(p + s.zxy + ofst);\n        vec3 cdrv = (c*(cs - s*ss) - s*ss.yzx - s.zxy*s2)*z;\n        \n        rz += (dot(s, cs) + off - 0.1)*z; //cloud density\n        rz *= att;\n        drv += cdrv;\n        \n        p += cdrv*0.09;\n        p.xz += time*0.1;\n        \n        dspAmp *= 0.7;\n        z *= 0.57;\n        trk *= 2.1;\n        p *= mat3(\n\t\t  vec3(0.33338, 0.56034, -0.71817),\n\t\t  vec3(-0.87887, 0.32651, -0.15323),\n\t\t  vec3(0.15162, 0.69596, 0.61339)\n\t\t)*2.01;\n    }\n    \n    return vec4(rz, drv);\n}\n\n//-----------------------------Sky rendering---------------------------\n// modified from an prototype public domain implementation by shadertoy user Jodie: https://www.shadertoy.com/view/ttSGzh\n// That version has some serious accuracy issues, I modified it to somewhat match the Hosek-Wilkie sky model visuals.\n\n\nvec3 nz_getThickness(vec3 rd){\n\n\tconst float earthRadius=6371000.;\n\tconst float atmoDepth=8228.;\n\tconst float mieDepth=1800.0;\n\tconst float ozoneHeight=30000.;\n\t\n    const vec4 cns = earthRadius + \n        \t\t\tvec4(atmoDepth, mieDepth, ozoneHeight, ozoneHeight + atmoDepth);\n    const float r2 = earthRadius * earthRadius;\n    float b = -rd.y*earthRadius;\n    vec4 z = sqrt( cns*cns + (b*b - r2) );\n    return vec3(b + z.xy, z.w - z.z);\n}\n\n\nvec3 nz_getSky(vec3 rd, vec3 lgt, float addDepth){\n\n\tconst vec3 rayleighCoefficient=vec3(5.6e-6  , 1.25e-5 , 2.9e-5 );\n\tconst float mieCoefficient=16e-6;// adjust for foggier look\n\tconst vec3 ozoneCoefficient=(vec3(3.426, 8.298,.356) * 6e-5 / 100.);\n\tconst vec3 sunColor=vec3(.95,.96,1.2 );\n\t\n    const vec3 addCol = vec3(1.,1.,1.);\n    const mat3 coeffs = mat3(rayleighCoefficient, vec3(mieCoefficient), ozoneCoefficient)/0.693147;\n    vec3 thickness = nz_getThickness(rd) + addDepth*addCol;\n    float rdl = max(dot(rd, lgt), 0.0);\n\n    vec3 rayleighScatter =(thickness.x * (0.4*rdl*rdl + 1.12))* rayleighCoefficient;\n    float g = 0.8 - lgt.y*0.15 - mieCoefficient*1500.;\n    float g2 = g*g;\n    float a = inversesqrt(g2 - (2.0*g*rdl - 1.0));\n    float phaseMie = (0.4 + lgt.y*0.1 + mieCoefficient*7000.)*(1.0 - g2)*a*a*a;\n    float mieScatter = thickness.y * phaseMie * mieCoefficient;\n\n    vec3 sunCoeff = coeffs*(nz_getThickness(lgt) + addDepth*addCol);\n    vec3 viewCoeff = coeffs*thickness;\n    vec3 absorption = (exp2(-viewCoeff) - exp2(-sunCoeff))/((sunCoeff - viewCoeff)*0.693147);\n\n    return vec3(clamp(sunColor*(rayleighScatter + mieScatter)*absorption*(0.6 + lgt.y*0.3), 0., 100.5));\n}\n\n\n\n//-------------------------End of sky rendering------------------------\n//---------------------------------------------------------------------\n\nvec3 nz_getSun(vec3 rd, float sunCoeff, vec3 lgt){\n    float rdl = max(dot(rd, lgt), 0.0);\n    float dcy = smoothstep(-0.05,0.2,lgt.y);\n    vec3 sun = 50.0*vec3(1.,1.,.4)*pow(rdl, 10000.)*clamp(1.0 - dcy*.7, 0.,1.);\n    sun += 60.0*vec3(1.,0.7,.5)*pow(rdl, 3500.);\n    sun *= clamp(1.0 - dcy*.6, 0.,1.);\n    sun *= exp2(-sunCoeff*0.45);\n    return sun;\n}\n\n\nvec4 nz_getClouds( in vec3 ro, in vec3 rd, float scnD, vec3 skyCol, float time, vec3 lgt){\n\tvec4 rez = vec4(0.);\n\tfloat t = min(nz_cloudsIntcPlane(ro, rd, -12.).x, 175.);\n    \n    float updl = dot(lgt, vec3(0, 1, 0));\n    float sunUp = max(updl, 0.);\n    float sunUp3 = clamp(sunUp*sunUp*sunUp*6., 0.0, 1.0);\n    float sunDw = 1.0 - sunUp;\n    sunDw = pow(sunDw, 6.0);\n    \n    float bsd = dot(lgt.xz, rd.xz);\n    float sd = max(bsd, 0.0);\n    float sd2 = max(bsd*0.55 + 0.53,0.);\n    \n    vec3 topSky = clamp(nz_getSky(vec3(0, 1, 0), lgt, 0.).xyz, 0.,1.);\n    vec3 baseCol = mix(topSky, vec3(0.05, 0.066, 0.09), clamp(sunUp3,0.0, 0.6))*0.2;\n    \n    float extraDepth = 14e4*((1.0-bsd)*0.2 + 0.9)*pow(1.0 - sunUp, 4.0);\n    vec3 hlitCol = clamp(nz_getSky(normalize((lgt-vec3(0,0.001,0))*nz_cloudrot_y(0.15)), lgt, extraDepth).xyz ,0.0, 1.0);\n    hlitCol = hlitCol*sd2*mix(sunDw, sunDw*sunDw, sd)*16.;\n    \n    vec3 bSkyCol = nz_getSky(rd, lgt, extraDepth*5.0*(sunUp*0.8 + 0.2)).xyz;\n    vec3 sunLCol = mix(vec3(1.0, 0.8, 0.75), vec3(.5), sunUp);\n    vec3 atmoCol = mix(bSkyCol*(sunUp*0.3+0.7), sunLCol*dot(bSkyCol, vec3(0.38)), sunUp3)*0.25;\n    \n\tfor(int i=0; i<85; i++){\n\t\tvec3 pos = ro + t*rd;\n        if(rez.a > 0.99 || t > 300.  || pos.y > 150.)break;\n        vec4 cld = nz_cloudMap(pos, time);\n\t\tfloat den = clamp(cld.x, 0., 1.)*1.02;\n\t\tfloat dn = clamp((cld.x + 1.9),0.0 , 3.0);\n        float fogT = 0.;\n        \n\t\tvec4 col = vec4(0);\n        \n        if (cld.x > 0.6){   \n            col = vec4(baseCol, 0.1);\n            float nl = max(dot(cld.yzw, -lgt), -1.2);\n            float dif = clamp((cld.x - nz_cloudMap(pos + lgt*8., time).x)*0.4 + 0.2, 0.11, 2.0 )*2.5;\n            dif += clamp((cld.x - nz_cloudMap(pos + lgt*15., time).x)*0.2 - 0.03, -0.02, 1. )*4.0;\n            \n            col.rgb += atmoCol*((nl*0.25 + 0.7)*dif*0.65); //atmosphere lighting\n            \n            float den2 = den*den;\n            float den4 = den2*den2;\n            col *= den4*den4;\n            col.rgb += col.a*clamp((nl*0.8 + 0.1)*dif,0.,1.)*hlitCol; //twi-lights\n            //col *= smoothstep(t-0.0, t+.1, scnD); //blend with scene\n        }\n        \n        float fogC = exp2(t*0.012/(rd.y + 0.35) - 11.7);\n        col.rgba += vec4(skyCol, 1.0)*clamp(fogC, 0.0, 1.0);\n\t\trez = rez + col*(1.0 - rez.a);\n        t += clamp(7. - dn*dn*.85, 1.2, 7.);\n\t}    \n\treturn clamp(rez, 0.0, 1.0);\n}\n\n\n\n//Hash without Sine Dave_Hoskins\n//https://www.shadertoy.com/view/4djSRW \nfloat npxf_hash12(vec2 p)\n{\n\tvec3 p3  = fract(vec3(p.xyx) * .1031);\n    p3 += dot(p3, p3.yzx + 33.33);\n    return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat pxf_nz_noise(vec2 v){\n  vec2 v1=floor(v);\n  vec2 v2=smoothstep(0.0,1.0,fract(v));\n  float n00=npxf_hash12(v1);\n  float n01=npxf_hash12(v1+vec2(0,1));\n  float n10=npxf_hash12(v1+vec2(1,0));\n  float n11=npxf_hash12(v1+vec2(1,1));\n  return mix(mix(n00,n01,v2.y),mix(n10,n11,v2.y),v2.x);\n}\n\nfloat pxf_nz_noiseOct(vec2 p){\n  return\n    pxf_nz_noise(p)*0.5+\n    pxf_nz_noise(p*2.0+13.0)*0.25+\n    pxf_nz_noise(p*4.0+23.0)*0.15+\n    pxf_nz_noise(p*8.0+33.0)*0.10+\n    pxf_nz_noise(p*16.0+43.0)*0.05;\n}\n\nvec3 pxf_nz_floorColor(vec3 p){\n    vec3 v=(pxf_nz_noiseOct(p.xz*0.1)*0.5+0.25)*vec3(0.7,0.5,0.4);\n    return v;\n}\n\n\n\nvec3 pxf_nz_renderHDR360( in vec3 rd, float time, vec3 lgt){\n\n    vec3 col;\n    if (rd.y>-0.35) {\n        //Sky\n        //Sky\n        float ldt = clamp(dot(lgt,rd),0.,1.);\n\n        vec3 skyCol = nz_getSky(rd, lgt, 0.);\n        col = skyCol.rgb;\n        vec3 bg= col;\n\n        float powerSun=1.0+pow(ldt,2.0);\n\n        col += (nz_getSun(rd,0.0,lgt)+0.05)*powerSun;\n\n        float powerCloud=1.0+pow(ldt,32.0)*3.5;\n\n        vec4 cld = nz_getClouds(vec3(0,0,0), rd, 10000., bg, time, lgt)*powerCloud;\n        col = col*(clamp(1.0-cld.w,0.0,1.0)) + cld.xyz;\n        //Floor\n        vec3 p=rd*(-10.0/rd.y);\n        if ((rd.y>-0.35)&&(rd.y<-0.0)){\n          col=mix(col,pxf_nz_floorColor(p),clamp(-rd.y*3.0,0.0,1.0));\n        }\n    } else{\n        vec3 p=rd*(-10.0/rd.y);\n        col=pxf_nz_floorColor(p);\n    }\n    return col;\n}\n\n\nvec3 pxf_nz_make360hdri(vec2 p,float t,vec3 sunPos){\n    vec2 thetaphi = ((p * 2.0) - vec2(1.0)) * vec2(3.14159265359,3.14159265359/2.0); \n    vec3 rayDirection = vec3(cos(thetaphi.y) * cos(thetaphi.x), sin(thetaphi.y), cos(thetaphi.y) * sin(thetaphi.x));\n\t\n    return max(pxf_nz_renderHDR360(rayDirection,t,sunPos),vec3(0.0));\n}",
				"inputs": [],
				"instance": "",
				"longdesc": "Nimitz HDRI Sky\n\nType - Image Generator\nCode - Nimitz, Paulo Falcao\n\nBased on a Day at the Lake by nimitz, 2020 (twitter: @stormoid)\nhttps://www.shadertoy.com/view/wl3czN\nLicense Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License\nContact the author for other licensing options\n\nSimple floor by @PauloFalcao\n\nModified for Material Maker by (twitter: @PauloFalcao)\n\nIf you can, use real HDRIs like the ones\nfrom https://hdrihaven.com/hdris/?c=outdoor in reflections it makes a huge difference!",
				"name": "Nimitz HDRI Sky",
				"outputs": [
					{
						"rgb": "pxf_nz_make360hdri(vec2($uv.x,-$uv.y+1.0),$cloudtime,normalize(vec3(-$sunPosX,$sunPosY,-$sunPosZ)))",
						"shortdesc": "Color Output",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 30.0,
						"label": "Cloud Time",
						"max": 200.0,
						"min": 0.0,
						"name": "cloudtime",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Sun Pos X",
						"max": 1.0,
						"min": 0.0,
						"name": "sunPosX",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Sun Pos Y",
						"max": 1.0,
						"min": 0.0,
						"name": "sunPosY",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Sun Pos Z",
						"max": 1.0,
						"min": 0.0,
						"name": "sunPosZ",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"tree_item": "PF/Image/Gen/360 HDRI Nimitz Sky",
			"type": "shader"
		},
		{
			"display_name": "Axis",
			"icon_data": "iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAAAXNSR0IArs4c6QAAAI5JREFUeJzt0rENwCAQBME30H/LduAiNmBW+pjTiGetec/MVLfDt/87c3UAAACoJ7QBAACgntAGAACAekIbAAAA6gltAAAAqCe0AQAAoJ7QBgAAgHpCGwAAu57Q5gcAAFBPaAMAAEA9oQ0AAAD1hDYAAADUE9oAAABQT2gDAABAPaENAAAA9YQ2AAAuB/gAJZ4D97ubRUQAAAAASUVORK5CYII=",
			"name": "Image_Axis",
			"parameters": {

			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [],
				"instance": "",
				"longdesc": "Input Coordinates\n\nCode - PauloFalcao",
				"name": "Image Axis",
				"outputs": [
					{
						"rgba": "vec4($uv,0.0,1.0)",
						"shortdesc": "RGBA Output",
						"type": "rgba"
					}
				],
				"parameters": [],
				"shortdesc": "Axis"
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Gen/Axis",
			"type": "shader"
		},
		{
			"display_name": "Smooth Axis Symmetry",
			"icon_data": "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",
			"name": "Image_Smooth_Axis_Symmetry",
			"parameters": {
				"mode": 0.0,
				"smooth": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec4(0.0,0.0,0.0,1.0)",
						"label": "",
						"name": "in",
						"shortdesc": "RGBA Input",
						"type": "rgba"
					}
				],
				"instance": "",
				"longdesc": "Transforms a RGBA making a mirror smooth symmetry using the chosen axis\n\nCode - PauloFalcao",
				"name": "Image Smooth Axis Symmetry",
				"outputs": [
					{
						"rgba": "$in($mode)",
						"shortdesc": "RGBA output",
						"type": "rgba"
					}
				],
				"parameters": [
					{
						"default": 2.0,
						"label": "Axis",
						"longdesc": "Axis",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "XY",
								"value": "vec2(sqrt(($uv.xy-0.5)*($uv.xy-0.5)+$smooth))+0.5"
							},
							{
								"name": "X",
								"value": "vec2(sqrt($uv.x*$uv.x+$smooth),$uv.y)+0.5"
							},
							{
								"name": "Y",
								"value": "vec2($uv.x,sqrt($uv.y*$uv.y+$smooth))+0.5"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Smooth",
						"max": 0.02,
						"min": 0.0,
						"name": "smooth",
						"step": 0.00001,
						"type": "float"
					}
				],
				"shortdesc": "Image Smooth Axis Symmetry"
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Op/Smooth Axis Symmetry",
			"type": "shader"
		},
		{
			"display_name": "Smooth Polar Repeat",
			"icon_data": "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",
			"name": "Image_Smooth_Polar_Repeat",
			"parameters": {
				"Distance": 0.0,
				"Repetitions": 6.0,
				"Roundness": 0.0,
				"Smooth": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "vec2 smoothRot_XY(vec2 p,float s,float m,float c,float distance){\n  s*=0.5;\n  float d=length(p);\n  float x=asin(sin(atan(p.x,p.y)*s)*(1.0-m))*d;\n  float ds=d*s;\n  float y=mix(ds,2.0*ds-sqrt(x*x+ds*ds),c);\n  return vec2(x/s,y/s-distance);\n}",
				"inputs": [
					{
						"default": "vec4(0.0)",
						"label": "",
						"name": "in",
						"shortdesc": "RGBA Input",
						"type": "rgba"
					}
				],
				"instance": "",
				"longdesc": "This is a Smooth Polar Repeat based in a technique I create based on the Blackle Mori asinsin smooth repetition but for polar repetitions.\n\nA shadertoy with the technique is here https://www.shadertoy.com/view/NdS3Dh\n\nCode - PauloFalcao",
				"name": "Image Smooth Polar Repeat",
				"outputs": [
					{
						"rgba": "$in(smoothRot_XY($uv-0.5,$Repetitions,$Smooth,1.0-$Roundness, $Distance))",
						"shortdesc": "RGBA Output",
						"type": "rgba"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 6.0,
						"label": "Repetitions",
						"longdesc": "The number of repetitions of the input shape around the axis",
						"max": 32.0,
						"min": 1.0,
						"name": "Repetitions",
						"shortdesc": "Count",
						"step": 1.0,
						"type": "float"
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Distance",
						"longdesc": "Object distance from the center",
						"max": 5.0,
						"min": 0.0,
						"name": "Distance",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Smooth",
						"longdesc": "Smoothness between objects",
						"max": 1.0,
						"min": 0.0,
						"name": "Smooth",
						"step": 0.001,
						"type": "float"
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "Roundness",
						"longdesc": "This is a correction to the smoothness.\n\n0 (default) - With correction, this way a flat object will no smoothess will be flat, the correction is not perfect with few repetions it's still possible to notice some distortion. \n\n1 - Without correction, using this setting a flat object will be rounded, even with smoothness at zero.",
						"max": 1.0,
						"min": 0.0,
						"name": "Roundness",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "Image Smooth Polar Repeat"
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Op/Smooth Polar Repeat",
			"type": "shader"
		},
		{
			"display_name": "Fractal",
			"icon_data": 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KZe6kzWAwuHk0CO/GBd1uF5/Ph9/v5+zsjGKxiKqqZvcyGAya8vutYbfbCYfDBINB0uk02WwWVVUpFoucnZ3h9/vx+Xzv3dU6lwADxqKkUUGj0SCbzZJKpUin02iaRjgc/qLGfQjC4TCappFOp0mlUmSzWRqNxlRbVVV9bzkfRECn0yGTyeD3+8lms2QyGd68eUMqlcLtdqNp2hcx6mOgaRput5tUKsWbN2/IZDJks1n8fj+ZTIZOp/P5BHi9XpNRr9eLJElks1kzoUyqwFgL/C2wvLw85X14N0uczWaRJAmv12uqwOv13lrWrQSoqordbieTyZhEZDIZ8369XieVSiEIwm8aBuFwGEEQSKVS1Ot183dDBaqqkslksNvt71XBrQQYkjfW5LPZ7LVX5tHRkfn+VRTlM8z6MCiKgqZppFIpjo6Opu61220zDARBMK9vw1wCjF0Z87w/iVQqRavV+uhcIEnS3Lm6edA0jVarZUp/FrMqUFUVj8czt7y5BKiqSi6Xo1armQTMWwBpNpukUinC4fC1ObebIIoiTqcTt9uN2+02P2Z4H6xWK+FwmFQqRbPZvPGZ0WhkElCr1cjlcreGwbUpMQObm5scHBywuLiI1Wrl1atXtzauXq+zsLBgrt7eBIvFgt1ux+Fw4HQ6cTgc5kZqY/uqMaF5E1ZXVxkOh6TT6fe2xefzmRMf0Wh07sKI5SaPud1uGo2G2Z+eJ/1ZGLlgFoIgYLfbTY+/77Db7QiCcK0cI/Y/BIb8q9UqjUbjxs2fVqsVUVGUp0YcGhLXNI1cLocgCB9FwGAwYDgc4nA4TIkan64YHp89Typg9oBfvvwIBALU6/UPHne0Wi1z9GqsH1arVXM/ssPhwOFwvJsS6/V6U9/ciKJIu90mHA5/sPEG8vk8Ozs75r6c2b3Bs2fA/K5n9mxcd7tdc9HzY2CoIJ/PI4oidrsdm81mlm2z2RC2trbGhuGTJPT7faLR6EevAkmSNNfYm4gwCOh2u+Z58nr2/LETsvfv3+f4+Ng0eNJ4q9X6blZ40nhjy7zx2+T5Nhh7gecZPo+ISQJuM3z2/L7PeQwDJ88WiwWHwzFFguR2u6cMlWXZ/E5wVhHG9eTrcPYzuFnvut3uDyJgUvKTZ2Oj5ezvBhk3tWXWy8b1TfemckAikTD3BM5TwuT1rNdnDTU2WLnd7rlKAOh2uzcSMBwOaTabBIPBW/PDcDicK/FZzx8cHJgbKqcUkEqlzM1He3t73Llz51bjjWR5GwGiKJJOp/n666/nKgG40cO1Wo10Om1ubJpHgNVqNT+vuY2EbDbLzs4OsixTLBbZ3Nz8RQHHx8dkMhnW19cpl8v0ej1mQ+MmEma/ApklYmlpicPDwykSPoSAwWBgdnY0TTND0pD+LAGj0ehW441ny+WyOVwOh8PvNnP2+32y2ay5DPbf//6XYDDIZGjMU8A8AiaJ0DSNZDKJ1+vlz3/+8zUlzBJQrVbNYbau6ywsLJgJcl6eGI1G71WA0Z959OgRe3t75ucAotfrfZpMJvH7/YzHY46Ojrh//745RS6K4tR58trYI3xTB8fo/AwGA87OzqhWqzgcDiKRCIqimM9MdoQ6nY65p0cURXZ2dgiFQnM7SsZhdGyMum9qT7fb5fXr12aPMJ/P4/F4EAVBeHp5ecn6+jqZTAa328329jZ+v/9W4434v40Ah8OBJEmUy2VOT08Zj8c4HA5WVlZQFGWKgHa7bRqfz+dZW1vjwYMHKIryQQTM1jvbFmNccHl5ycrKCvl8HkEQ+D9HWRhq4vC6SQAAAABJRU5ErkJggg==",
			"name": "Image_Fractal",
			"parameters": {
				"blend_type": 0.0,
				"iterations": 8.0,
				"mode": 2.0,
				"opacity": 1.0
			},
			"shader_model": {
				"code": "",
				"global": "vec3 blendf_normal(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*c1 + (1.0-opacity)*c2;\n}\n\nvec3 blendf_multiply(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*c1*c2 + (1.0-opacity)*c2;\n}\n\nvec3 blendf_screen( vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*(1.0-(1.0-c1)*(1.0-c2)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_overlay_f(float c1, float c2) {\n\treturn (c1 < 0.5) ? (2.0*c1*c2) : (1.0-2.0*(1.0-c1)*(1.0-c2));\n}\n\nvec3 blendf_overlay(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_overlay_f(c1.x, c2.x), blendf_overlay_f(c1.y, c2.y), blendf_overlay_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_hard_light(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*0.5*(c1*c2+blendf_overlay(c1, c2, 1.0)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_soft_light_f(float c1, float c2) {\n\treturn (c2 < 0.5) ? (2.0*c1*c2+c1*c1*(1.0-2.0*c2)) : 2.0*c1*(1.0-c2)+sqrt(c1)*(2.0*c2-1.0);\n}\n\nvec3 blendf_soft_light( vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_soft_light_f(c1.x, c2.x), blendf_soft_light_f(c1.y, c2.y), blendf_soft_light_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_burn_f(float c1, float c2) {\n\treturn (c1==0.0)?c1:max((1.0-((1.0-c2)/c1)),0.0);\n}\n\nvec3 blendf_burn(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_burn_f(c1.x, c2.x), blendf_burn_f(c1.y, c2.y), blendf_burn_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_dodge_f(float c1, float c2) {\n\treturn (c1==1.0)?c1:min(c2/(1.0-c1),1.0);\n}\n\nvec3 blendf_dodge(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_dodge_f(c1.x, c2.x), blendf_dodge_f(c1.y, c2.y), blendf_dodge_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_lighten(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*max(c1, c2) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_darken(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*min(c1, c2) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_difference(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*clamp(c2-c1, vec3(0.0), vec3(1.0)) + (1.0-opacity)*c2;\n}\n",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "Image",
						"longdesc": "The image that will be repeated",
						"name": "img",
						"shortdesc": "RGBA Image",
						"type": "rgba"
					},
					{
						"default": "vec4($uv,0.0,0.0)",
						"function": true,
						"label": "2D Transformation",
						"longdesc": "The transformation that will be applied each iteration, only transformations nodes can be used, like translate, scale, etc",
						"name": "trans2d",
						"shortdesc": "Image Transformaton",
						"type": "rgba"
					}
				],
				"instance": "vec4 for_blend_$name(vec2 p) {\n  vec2 t=p;\n  vec4 o=$img(t);\n  for(int i=0;i<$iterations;i++){\n    t=$trans2d(t).xy;\n\tvec4 no=$img(t);\n\to=vec4(blendf_$blend_type(o.xyz,no.xyz,$opacity),mix(o.w,no.w,$opacity));\n  }\n  return o;\n}\n\nvec4 for_avg_$name(vec2 p) {\n  vec2 t=p;\n  vec4 no=$img(t);\n  vec4 o=vec4(no.xyz*$opacity,no.w);\n  for(int i=0;i<$iterations;i++){\n    t=$trans2d(t).xy;\n\tno=$img(t);\n\to+=vec4(no.xyz*$opacity,no.w);\n  }\n  return vec4(o/($iterations.0+1.0));\n}\n\nvec4 for_fold_$name(vec2 p) {\n  vec2 t=p;\n  for(int i=0;i<$iterations;i++){\n    t=$trans2d(t).xy;\n  }\n  vec4 no=$img(t);\n  vec4 o=vec4(no.xyz*$opacity,no.w);\n  return o;\n}\n",
				"longdesc": "Repeats a shape x Iterations times, and for each iteration uses the transformation in 2D Transformation Node.\n\n2D Transformation nodes should start with the Image \"Axis\" node, operations should not use buffer, only coordinates transformations should be used, nodes that transform colors here will transform space.\n\nThere are 3 modes available:\n - Average\n     Transforms space each iteration.\n     The input image is evaluated for each iteration, and at the end the average of all evaluations is returned.\n     Using operators like Mirror is possible to repeat space.\n - Blend\n     Transforms space each iteration.\n     The input image is evaluated for each iteration.\n     Each iteration the previous image is combined with the current only using the specified blending mode.\n     Using operators like Mirror is possible to repeat space.\n - Fold\n     Transforms space each iteration.\n     The input image is evaluated only at the end.\n     Using operators like Mirror is possible to repeat space.\n\nCode - PauloFalcao, RodZilla  (Bending modes)",
				"name": "Image Fractal",
				"outputs": [
					{
						"rgba": "$mode",
						"shortdesc": "SDF3D Output",
						"type": "rgba"
					}
				],
				"parameters": [
					{
						"default": 24.0,
						"label": "Iterations",
						"longdesc": "Number of Iterations",
						"name": "iterations",
						"type": "enum",
						"values": [
							{
								"name": "0",
								"value": "0"
							},
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "3",
								"value": "3"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "5",
								"value": "5"
							},
							{
								"name": "6",
								"value": "6"
							},
							{
								"name": "7",
								"value": "7"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "9",
								"value": "9"
							},
							{
								"name": "10",
								"value": "10"
							},
							{
								"name": "11",
								"value": "11"
							},
							{
								"name": "12",
								"value": "12"
							},
							{
								"name": "13",
								"value": "13"
							},
							{
								"name": "14",
								"value": "14"
							},
							{
								"name": "15",
								"value": "15"
							},
							{
								"name": "16",
								"value": "16"
							},
							{
								"name": "17",
								"value": "17"
							},
							{
								"name": "18",
								"value": "18"
							},
							{
								"name": "19",
								"value": "19"
							},
							{
								"name": "20",
								"value": "20"
							},
							{
								"name": "21",
								"value": "21"
							},
							{
								"name": "22",
								"value": "22"
							},
							{
								"name": "23",
								"value": "23"
							},
							{
								"name": "24",
								"value": "24"
							}
						]
					},
					{
						"default": 2.0,
						"label": "Mode",
						"longdesc": " - Average\n     Transforms space each iteration.\n     The input image is evaluated for each iteration, and at the end the average of all evaluations is returned.\n     Using operators like Mirror is possible to repeat space.\n - Blend\n     Transforms space each iteration.\n     The input image is evaluated for each iteration.\n     Each iteration the previous image is combined with the current only using the specified blending mode.\n     Using operators like Mirror is possible to repeat space.\n - Fold\n     Transforms space each iteration.\n     The input image is evaluated only at the end.\n     Using operators like Mirror is possible to repeat space.",
						"name": "mode",
						"type": "enum",
						"values": [
							{
								"name": "Average",
								"value": "for_avg_$name($uv)"
							},
							{
								"name": "Blend",
								"value": "for_blend_$name($uv)"
							},
							{
								"name": "Fold",
								"value": "for_fold_$name($uv)"
							}
						]
					},
					{
						"default": 0.0,
						"label": "Blend Mode",
						"longdesc": "The algorithm used to blend the result of each iteration",
						"name": "blend_type",
						"shortdesc": "Blend mode",
						"type": "enum",
						"values": [
							{
								"name": "Normal",
								"value": "normal"
							},
							{
								"name": "Multiply",
								"value": "multiply"
							},
							{
								"name": "Screen",
								"value": "screen"
							},
							{
								"name": "Overlay",
								"value": "overlay"
							},
							{
								"name": "Hard Light",
								"value": "hard_light"
							},
							{
								"name": "Soft Light",
								"value": "soft_light"
							},
							{
								"name": "Burn",
								"value": "burn"
							},
							{
								"name": "Dodge",
								"value": "dodge"
							},
							{
								"name": "Lighten",
								"value": "lighten"
							},
							{
								"name": "Darken",
								"value": "darken"
							},
							{
								"name": "Difference",
								"value": "difference"
							}
						]
					},
					{
						"control": "None",
						"default": 0.5,
						"label": "Opacity",
						"longdesc": "The opacity of the blend operation",
						"max": 1.0,
						"min": 0.0,
						"name": "opacity",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "Image Fractal"
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Op/Fractal",
			"type": "shader"
		},
		{
			"connections": [
				{
					"from": "sphere",
					"from_node": "node_sphere",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_2",
					"to_node": "node_pxflib_2",
					"to_port": 0.0
				},
				{
					"from": "pxflib",
					"from_node": "node_pxflib",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "translate",
					"to_node": "node_translate",
					"to_port": 0.0
				},
				{
					"from": "translate",
					"from_node": "node_translate",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "mirror_2",
					"to_node": "node_mirror_2",
					"to_port": 0.0
				},
				{
					"from": "mirror_2",
					"from_node": "node_mirror_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "mirror",
					"to_node": "node_mirror",
					"to_port": 0.0
				},
				{
					"from": "mirror",
					"from_node": "node_mirror",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "rotate",
					"to_node": "node_rotate",
					"to_port": 0.0
				},
				{
					"from": "rotate",
					"from_node": "node_rotate",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "scale_2",
					"to_node": "node_scale_2",
					"to_port": 0.0
				},
				{
					"from": "scale_2",
					"from_node": "node_scale_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "pxflib_2",
					"to_node": "node_pxflib_2",
					"to_port": 1.0
				},
				{
					"from": "pxflib_2",
					"from_node": "node_pxflib_2",
					"from_port": 0.0,
					"keep_alive": false,
					"to": "scale",
					"to_node": "node_scale",
					"to_port": 0.0
				}
			],
			"display_name": "Fractal Example",
			"icon_data": 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",
			"nodes": [
				{
					"color": {
						"a": 1.0,
						"b": 0.0,
						"g": 0.5,
						"r": 1.0,
						"type": "Color"
					},
					"name": "comment",
					"node_position": {
						"x": 77.922607421875,
						"y": 50.331298828125
					},
					"parameters": {

					},
					"seed": 57203.0,
					"size": {
						"x": 396.0,
						"y": 128.0
					},
					"text": "Remake of Basic Fractal Shader\nhttps://www.shadertoy.com/view/tltSWs\nUsing the Fractal node",
					"title": "Comment",
					"type": "comment"
				},
				{
					"name": "pxflib",
					"node_position": {
						"x": -243.698364257812,
						"y": -192.05419921875
					},
					"parameters": {

					},
					"seed": 2605.0,
					"shader_model": {
						"code": "",
						"global": "",
						"inputs": [],
						"instance": "",
						"longdesc": "Type - V4->V4 Generator\nCode - PauloFalcao\n\nInput Coordinates",
						"name": "Axis",
						"outputs": [
							{
								"rgba": "vec4($uv,0.0,1.0)",
								"shortdesc": "RGBA Output",
								"type": "rgba"
							}
						],
						"parameters": [],
						"shortdesc": "Axis"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "translate",
					"node_position": {
						"x": -247.698364257812,
						"y": -122.054321289062
					},
					"parameters": {
						"translate_x": 0.5,
						"translate_y": 0.5
					},
					"seed": 34811.0,
					"type": "translate"
				},
				{
					"generic_size": 1.0,
					"name": "mirror_2",
					"node_position": {
						"x": -248.698364257812,
						"y": -43.05419921875
					},
					"parameters": {
						"direction": 1.0,
						"flip_sides": false,
						"offset": 0.0
					},
					"seed": 42699.0,
					"type": "mirror"
				},
				{
					"generic_size": 1.0,
					"name": "mirror",
					"node_position": {
						"x": -251.698364257812,
						"y": 34.9456787109375
					},
					"parameters": {
						"direction": 0.0,
						"flip_sides": false,
						"offset": 0.0
					},
					"seed": -1005.0,
					"type": "mirror"
				},
				{
					"generic_size": 1.0,
					"name": "scale_2",
					"node_position": {
						"x": -257.698364257812,
						"y": 214.945739746094
					},
					"parameters": {
						"cx": 0.0,
						"cy": 0.0,
						"scale_x": 0.51,
						"scale_y": 0.51
					},
					"seed": -48667.0,
					"type": "scale"
				},
				{
					"generic_size": 1.0,
					"name": "rotate",
					"node_position": {
						"x": -260.698364257812,
						"y": 115.94580078125
					},
					"parameters": {
						"cx": 0.0,
						"cy": 0.0,
						"rotate": "$time*45.0"
					},
					"seed": -7255.0,
					"type": "rotate"
				},
				{
					"name": "sphere",
					"node_position": {
						"x": -242.077392578125,
						"y": -329.668701171875
					},
					"parameters": {
						"cx": 0.5,
						"cy": 0.5,
						"r": 0.49
					},
					"seed": 26916.0,
					"type": "sphere"
				},
				{
					"name": "pxflib_2",
					"node_position": {
						"x": 87.922607421875,
						"y": -139.668701171875
					},
					"parameters": {
						"blend_type": 0.0,
						"iterations": 6.0,
						"mode": 2.0,
						"opacity": 1.0
					},
					"seed": -62335.0,
					"shader_model": {
						"code": "",
						"global": "vec3 blendf_normal(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*c1 + (1.0-opacity)*c2;\n}\n\nvec3 blendf_multiply(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*c1*c2 + (1.0-opacity)*c2;\n}\n\nvec3 blendf_screen( vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*(1.0-(1.0-c1)*(1.0-c2)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_overlay_f(float c1, float c2) {\n\treturn (c1 < 0.5) ? (2.0*c1*c2) : (1.0-2.0*(1.0-c1)*(1.0-c2));\n}\n\nvec3 blendf_overlay(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_overlay_f(c1.x, c2.x), blendf_overlay_f(c1.y, c2.y), blendf_overlay_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_hard_light(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*0.5*(c1*c2+blendf_overlay(c1, c2, 1.0)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_soft_light_f(float c1, float c2) {\n\treturn (c2 < 0.5) ? (2.0*c1*c2+c1*c1*(1.0-2.0*c2)) : 2.0*c1*(1.0-c2)+sqrt(c1)*(2.0*c2-1.0);\n}\n\nvec3 blendf_soft_light( vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_soft_light_f(c1.x, c2.x), blendf_soft_light_f(c1.y, c2.y), blendf_soft_light_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_burn_f(float c1, float c2) {\n\treturn (c1==0.0)?c1:max((1.0-((1.0-c2)/c1)),0.0);\n}\n\nvec3 blendf_burn(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_burn_f(c1.x, c2.x), blendf_burn_f(c1.y, c2.y), blendf_burn_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nfloat blendf_dodge_f(float c1, float c2) {\n\treturn (c1==1.0)?c1:min(c2/(1.0-c1),1.0);\n}\n\nvec3 blendf_dodge(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*vec3(blendf_dodge_f(c1.x, c2.x), blendf_dodge_f(c1.y, c2.y), blendf_dodge_f(c1.z, c2.z)) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_lighten(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*max(c1, c2) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_darken(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*min(c1, c2) + (1.0-opacity)*c2;\n}\n\nvec3 blendf_difference(vec3 c1, vec3 c2, float opacity) {\n\treturn opacity*clamp(c2-c1, vec3(0.0), vec3(1.0)) + (1.0-opacity)*c2;\n}\n",
						"inputs": [
							{
								"default": "0.0",
								"function": true,
								"label": "Image",
								"longdesc": "The image that will be repeated",
								"name": "img",
								"shortdesc": "RGBA Image",
								"type": "rgba"
							},
							{
								"default": "vec4($uv,0.0,0.0)",
								"function": true,
								"label": "2D Transformation",
								"longdesc": "The transformation that will be applied each iteration, only transformations nodes can be used, like translate, scale, etc",
								"name": "trans2d",
								"shortdesc": "Image Transformaton",
								"type": "rgba"
							}
						],
						"instance": "vec4 for_blend_$name(vec2 p) {\n  vec2 t=p;\n  vec4 o=$img(t);\n  for(int i=0;i<$iterations;i++){\n    t=$trans2d(t).xy;\n\tvec4 no=$img(t);\n\to=vec4(blendf_$blend_type(o.xyz,no.xyz,$opacity),mix(o.w,no.w,$opacity));\n  }\n  return o;\n}\n\nvec4 for_avg_$name(vec2 p) {\n  vec2 t=p;\n  vec4 no=$img(t);\n  vec4 o=vec4(no.xyz*$opacity,no.w);\n  for(int i=0;i<$iterations;i++){\n    t=$trans2d(t).xy;\n\tno=$img(t);\n\to+=vec4(no.xyz*$opacity,no.w);\n  }\n  return vec4(o/($iterations.0+1.0));\n}\n\nvec4 for_fold_$name(vec2 p) {\n  vec2 t=p;\n  for(int i=0;i<$iterations;i++){\n    t=$trans2d(t).xy;\n  }\n  vec4 no=$img(t);\n  vec4 o=vec4(no.xyz*$opacity,no.w);\n  return o;\n}\n",
						"longdesc": "Type - RGBA Generator\nCode - PauloFalcao, RodZilla  (Bending modes)\n\nRepeats a shape x Iterations times, and for each iteration uses the transformation in 2D Transformation Node.\n\n2D Transformation nodes should start with the Image \"Axis\" node, operations should not use buffer, only coordinates transformations should be used, nodes that transform colors here will transform space.\n\nThere are 3 modes available:\n - Average\n     Transforms space each iteration.\n     The input image is evaluated for each iteration, and at the end the average of all evaluations is returned.\n     Using operators like Mirror is possible to repeat space.\n - Blend\n     Transforms space each iteration.\n     The input image is evaluated for each iteration.\n     Each iteration the previous image is combined with the current only using the specified blending mode.\n     Using operators like Mirror is possible to repeat space.\n - Fold\n     Transforms space each iteration.\n     The input image is evaluated only at the end.\n     Using operators like Mirror is possible to repeat space.",
						"name": "Fractal",
						"outputs": [
							{
								"rgba": "$mode",
								"shortdesc": "SDF3D Output",
								"type": "rgba"
							}
						],
						"parameters": [
							{
								"default": 24.0,
								"label": "Iterations",
								"longdesc": "Number of Iterations",
								"name": "iterations",
								"type": "enum",
								"values": [
									{
										"name": "0",
										"value": "0"
									},
									{
										"name": "1",
										"value": "1"
									},
									{
										"name": "2",
										"value": "2"
									},
									{
										"name": "3",
										"value": "3"
									},
									{
										"name": "4",
										"value": "4"
									},
									{
										"name": "5",
										"value": "5"
									},
									{
										"name": "6",
										"value": "6"
									},
									{
										"name": "7",
										"value": "7"
									},
									{
										"name": "8",
										"value": "8"
									},
									{
										"name": "9",
										"value": "9"
									},
									{
										"name": "10",
										"value": "10"
									},
									{
										"name": "11",
										"value": "11"
									},
									{
										"name": "12",
										"value": "12"
									},
									{
										"name": "13",
										"value": "13"
									},
									{
										"name": "14",
										"value": "14"
									},
									{
										"name": "15",
										"value": "15"
									},
									{
										"name": "16",
										"value": "16"
									},
									{
										"name": "17",
										"value": "17"
									},
									{
										"name": "18",
										"value": "18"
									},
									{
										"name": "19",
										"value": "19"
									},
									{
										"name": "20",
										"value": "20"
									},
									{
										"name": "21",
										"value": "21"
									},
									{
										"name": "22",
										"value": "22"
									},
									{
										"name": "23",
										"value": "23"
									},
									{
										"name": "24",
										"value": "24"
									}
								]
							},
							{
								"default": 2.0,
								"label": "Mode",
								"longdesc": " - Average\n     Transforms space each iteration.\n     The input image is evaluated for each iteration, and at the end the average of all evaluations is returned.\n     Using operators like Mirror is possible to repeat space.\n - Blend\n     Transforms space each iteration.\n     The input image is evaluated for each iteration.\n     Each iteration the previous image is combined with the current only using the specified blending mode.\n     Using operators like Mirror is possible to repeat space.\n - Fold\n     Transforms space each iteration.\n     The input image is evaluated only at the end.\n     Using operators like Mirror is possible to repeat space.",
								"name": "mode",
								"type": "enum",
								"values": [
									{
										"name": "Average",
										"value": "for_avg_$name($uv)"
									},
									{
										"name": "Blend",
										"value": "for_blend_$name($uv)"
									},
									{
										"name": "Fold",
										"value": "for_fold_$name($uv)"
									}
								]
							},
							{
								"default": 0.0,
								"label": "Blend Mode",
								"longdesc": "The algorithm used to blend the result of each iteration",
								"name": "blend_type",
								"shortdesc": "Blend mode",
								"type": "enum",
								"values": [
									{
										"name": "Normal",
										"value": "normal"
									},
									{
										"name": "Multiply",
										"value": "multiply"
									},
									{
										"name": "Screen",
										"value": "screen"
									},
									{
										"name": "Overlay",
										"value": "overlay"
									},
									{
										"name": "Hard Light",
										"value": "hard_light"
									},
									{
										"name": "Soft Light",
										"value": "soft_light"
									},
									{
										"name": "Burn",
										"value": "burn"
									},
									{
										"name": "Dodge",
										"value": "dodge"
									},
									{
										"name": "Lighten",
										"value": "lighten"
									},
									{
										"name": "Darken",
										"value": "darken"
									},
									{
										"name": "Difference",
										"value": "difference"
									}
								]
							},
							{
								"control": "None",
								"default": 0.5,
								"label": "Opacity",
								"longdesc": "The opacity of the blend operation",
								"max": 1.0,
								"min": 0.0,
								"name": "opacity",
								"step": 0.001,
								"type": "float"
							}
						],
						"shortdesc": "Fractal"
					},
					"type": "shader"
				},
				{
					"generic_size": 1.0,
					"name": "scale",
					"node_position": {
						"x": 517.922607421875,
						"y": -119.668701171875
					},
					"parameters": {
						"cx": 0.0,
						"cy": 0.0,
						"scale_x": "sin($time)*0.5+1.0",
						"scale_y": "sin($time)*0.5+1.0"
					},
					"seed_int": 0.0,
					"type": "scale"
				}
			],
			"tree_item": "PF/Image/Op/Fractal Example"
		},
		{
			"display_name": "Juliaset Fold Z2",
			"icon_data": "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",
			"name": "Image_Juliaset_Fold_Z2",
			"parameters": {

			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "RGBA Input",
						"type": "rgba"
					}
				],
				"instance": "",
				"longdesc": "Transforms a RGBA making  the Juliaset fold Z^2 transformation\n\nCode - PauloFalcao",
				"name": "Image Juliaset Fold Z2",
				"outputs": [
					{
						"rgba": "$in(vec2($uv.x*$uv.x-$uv.y*$uv.y,2.0*$uv.x*$uv.y))",
						"shortdesc": "SDF3D output",
						"type": "rgba"
					}
				],
				"parameters": [],
				"shortdesc": "Image Juliaset Fold Z2"
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Op/Juliaset Fold Z2",
			"type": "shader"
		},
		{
			"display_name": "Simple Scale",
			"icon_data": "iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAAAXNSR0IArs4c6QAAAmlJREFUeJztmcFqo1AUQE8mKvoklhRDBLPpWmg+wh/oJ80n9Qf8iC5cZxUwm0AMPlOVzixKpJnp1ncLeQck4OYdDhe9khnwhzvml7SANDaAtIA0NoC0gDQ2gLSANDaAtIA0NoC0gDQ2gLSANDaAtIA0NoC0gDQ2gLSANDaAtIA0NoC0gDSOxKF5npMkCUopALTWVFVFURTGXWYY/GMkz3OyLCNJEqIowvM8ALquo65rqqqiLEujIYxNwMvLC9vtljRNeXx8JAxDXNcFoO97mqYhjmOWyyWLxYLX11cjXkYC5HnOdrvl6emJ9XrNw8MDSikc5/P4YRjQWhOG4TgV5/PZyCQYCZBlGWmasl6vieOYKIoIguAmQBAE40R0XUeWZUYCzIHfUx6Q5znPz89sNhtWq9U44kopfN/H8zwcx2E+nzObzfj4+GAYBt7f3wHY7XZT6k0/AdcHXhiGKKUIggDf9/F9/2YCrr9KKcIwJIoikiSZWm/6AEopPM/DdV0cx/nvGkW+3HNdF8/zxtfklNhFaOoDtNZ0XUff9wzDcHNd+fd+3/d0XYfWemq96QNUVUVd1zRNg9b65un/9RlwuVxo2xatNU3TjIvR1EweoCgKsiwjjuOb5WcYhpsAbdtS1zWn04nj8WhsNTayB5RlyXK5HJecvu+/XYROpxOHw4H9fk9ZlibUzAQoioLFYgF8LjlN03y7Ch+PR/b7PW9vb8a+B+7+Y8hogCt3+zn8E7n7RcgGkBaQxgaQFpDGBpAWkMYGkBaQxgaQFpDGBpAWkMYGkBaQxgaQFpDGBpAWkMYGkBaQxgaQFpDmL8T/AAT8pgt4AAAAAElFTkSuQmCC",
			"name": "Image_Simple_Scale",
			"parameters": {
				"scale": 1.0
			},
			"shader_model": {
				"code": "",
				"global": "vec2 scale(vec2 uv, vec2 center, vec2 scale) {\n\tuv -= center;\n\tuv /= scale;\n\tuv += center;\n    return uv;\n}",
				"inputs": [
					{
						"default": "vec4($uv, 0.0, 1.0)",
						"label": "",
						"longdesc": "The input image",
						"name": "i",
						"shortdesc": "Input",
						"type": "rgba"
					}
				],
				"instance": "",
				"longdesc": "Scales its input\n\nCode - PauloFalcao",
				"name": "Image Simple Scale",
				"outputs": [
					{
						"longdesc": "Shows the scaled image",
						"rgba": "$i((($uv-vec2(0.5))*$scale)+vec2(0.5))",
						"shortdesc": "Output",
						"type": "rgba"
					}
				],
				"parameters": [
					{
						"control": "Scale1.x",
						"default": 1.0,
						"label": "Scale",
						"longdesc": "The scale amount",
						"max": 1.0,
						"min": 0.0,
						"name": "scale",
						"step": 0.001,
						"type": "float"
					}
				],
				"shortdesc": "Image Simple Scale"
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Op/Simple Scale",
			"type": "shader"
		},
		{
			"display_name": "Code",
			"generic_size": 1.0,
			"icon_data": "iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAAAXNSR0IArs4c6QAAAI5JREFUeJzt0rENwCAQBME30H/LduAiNmBW+pjTiGetec/MVLfDt/87c3UAAACoJ7QBAACgntAGAACAekIbAAAA6gltAAAAqCe0AQAAoJ7QBgAAgHpCGwAAu57Q5gcAAFBPaAMAAEA9oQ0AAAD1hDYAAADUE9oAAABQT2gDAABAPaENAAAA9YQ2AAAuB/gAJZ4D97ubRUQAAAAASUVORK5CYII=",
			"name": "Image_Code",
			"parameters": {
				"code": "$in1($uv)"
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "vec3($uv.x,$uv.y,0.0)",
						"label": "",
						"name": "in#",
						"shortdesc": "Image #",
						"type": "rgb"
					}
				],
				"instance": "",
				"longdesc": "Executes the code in the parameter\nExamples:\n$in1($uv)\nvec3(uv.x,uv.y,uv.z)\n\nCode - PauloFalcao",
				"name": "Image Code",
				"outputs": [
					{
						"rgb": "$code",
						"shortdesc": "Image Output",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.5,
						"label": "",
						"longdesc": "Examples:\n$in1($uv)\nvec3($uv.x,$uv.y,0.0)",
						"max": 1.0,
						"min": 0.0,
						"name": "code",
						"step": 0.1,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Op/Code",
			"type": "shader"
		},
		{
			"display_name": "HDRI Subtract",
			"icon_data": "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",
			"name": "Image_HDRI_Subtract",
			"parameters": {
				"value": 0.0
			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "HDRI",
						"name": "hdri",
						"shortdesc": "Image Input",
						"type": "rgb"
					}
				],
				"instance": "",
				"longdesc": "Subtract a fixed RGB value from the image\n\nCode - PauloFalcao",
				"name": "Image HDRI Subtract",
				"outputs": [
					{
						"rgb": "$hdri($uv)-$value",
						"shortdesc": "Image Output",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 1.0,
						"label": "Value",
						"longdesc": "Value to be added or subtracted",
						"max": 32.0,
						"min": 0.0,
						"name": "value",
						"step": 0.1,
						"type": "float"
					}
				],
				"shortdesc": "ImageHDRI Subtract"
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Util/HDRI Subtract",
			"type": "shader"
		},
		{
			"display_name": "Magic AA",
			"icon_data": 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",
			"name": "Image_Magic_AA",
			"parameters": {
				"Gamma": 1.0,
				"Samples": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "// RANDOM START\n//from https://www.reedbeta.com/blog/hash-functions-for-gpu-rendering/\nuint magicaa_rand_pcg(inout uint seed){\n    uint state = seed;\n    seed = seed * uint(747796405) + uint(2891336453);\n    uint word = ((state >> ((state >> uint(28)) + uint(4))) ^ state) * uint(277803737);\n    return (word >> uint(22)) ^ word;\n}\n\nfloat magicaa_RandomFloat01(inout uint state){\n    uint r=magicaa_rand_pcg(state);\n    r &= uint(0x007FFFFF);\n    r |= uint(0x3F800000);\n    return uintBitsToFloat(r) - 1.0f;\n}\n\n// RANDOM END\n\n",
				"inputs": [
					{
						"default": "0.0",
						"function": true,
						"label": "",
						"name": "in",
						"type": "rgb"
					}
				],
				"instance": "vec3 randomAA_$name(vec2 uv){\n\tfloat dx = dFdx(uv.x);\n\tfloat dy = dFdy(uv.y);\n\t\n\t// Init random\n\tvec2 rndgen=vec2(\n\t\t\t\tfract(sin(dot(uv, vec2(12.9898, 78.233))) * 43758.5453),\n\t\t\t\tfract(sin(dot(uv, vec2(37.1235, 67.734))) * 73748.3423))*17243.0;\n    uint rngState=uint(uint(rndgen.x)*uint(1973)+uint(rndgen.y)*uint(9277) + uint($time*1000.0) * uint(26699)) | uint(1);\n\t\n\tvec2 xy;\n\t\n\tvec3 aa=vec3(0.0);\n\tfor(int i=0;i<$Samples;i++){\n\t\txy=((uv.xy+(vec2(magicaa_RandomFloat01(rngState),magicaa_RandomFloat01(rngState))-0.5)*vec2(dx,dy)));\n\t\taa+=$in(xy);\n\t}\n\treturn pow(aa/float($Samples),1.0/vec3($Gamma));\n}",
				"longdesc": "Generates an image anti-aliasing using random points in the pixel space.\n\nCode - PauloFalcao\n",
				"name": "Image Magic AA",
				"outputs": [
					{
						"rgb": "randomAA_$name($uv)",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"default": 18.0,
						"label": "",
						"name": "Samples",
						"shortdesc": "Number of samples",
						"type": "enum",
						"values": [
							{
								"name": "1",
								"value": "1"
							},
							{
								"name": "2",
								"value": "2"
							},
							{
								"name": "4",
								"value": "4"
							},
							{
								"name": "6",
								"value": "6"
							},
							{
								"name": "8",
								"value": "8"
							},
							{
								"name": "12",
								"value": "12"
							},
							{
								"name": "16",
								"value": "16"
							},
							{
								"name": "24",
								"value": "24"
							},
							{
								"name": "32",
								"value": "32"
							},
							{
								"name": "48",
								"value": "48"
							},
							{
								"name": "64",
								"value": "64"
							},
							{
								"name": "96",
								"value": "96"
							},
							{
								"name": "128",
								"value": "128"
							},
							{
								"name": "192",
								"value": "192"
							},
							{
								"name": "256",
								"value": "256"
							},
							{
								"name": "384",
								"value": "384"
							},
							{
								"name": "512",
								"value": "512"
							},
							{
								"name": "768",
								"value": "768"
							},
							{
								"name": "1024",
								"value": "1024"
							}
						]
					},
					{
						"control": "None",
						"default": 1.0,
						"label": "Gamma",
						"max": 3.0,
						"min": 0.0,
						"name": "Gamma",
						"step": 0.1,
						"type": "float"
					}
				]
			},
			"shortdesc": "Does not wotk with TAA Render",
			"tree_item": "PF/Image/Util/Magic AA",
			"type": "shader"
		},
		{
			"display_name": "TEX3D to Image",
			"icon_data": 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",
			"name": "TEX3D_to_Image",
			"parameters": {
				"Axis": 0.0,
				"f": 0.0
			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [
					{
						"default": "0.0",
						"label": "",
						"name": "in",
						"shortdesc": "TEX3D",
						"type": "tex3d"
					}
				],
				"instance": "",
				"longdesc": "Type - TEX3D Util\nCode - PauloFalcao\n\nConvert a TEX3D to Image\n",
				"name": "TEX3D to Image",
				"outputs": [
					{
						"rgb": "$in(vec3($Axis)).rgb",
						"shortdesc": "Color",
						"type": "rgb"
					}
				],
				"parameters": [
					{
						"default": 0.0,
						"label": "",
						"name": "Axis",
						"shortdesc": "Axis",
						"type": "enum",
						"values": [
							{
								"name": "X",
								"value": "$f,$uv.x,$uv.y"
							},
							{
								"name": "Y",
								"value": "$uv.x,$f,$uv.y"
							},
							{
								"name": "Z",
								"value": "$uv.x,$uv.y,$f"
							}
						]
					},
					{
						"control": "None",
						"default": 0.0,
						"label": "",
						"max": 1.0,
						"min": 0.0,
						"name": "f",
						"shortdesc": "3º field position",
						"step": 0.001,
						"type": "float"
					}
				]
			},
			"shortdesc": "",
			"tree_item": "PF/Image/Util/TEX3D to Image",
			"type": "shader"
		},
		{
			"display_name": "RandomNoise2D",
			"icon_data": 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",
			"name": "Greyscale_RandomNoise2D",
			"parameters": {
				"seed": 1.0
			},
			"seed_int": 0.0,
			"shader_model": {
				"code": "",
				"global": "float random2d1d(vec2 c,float seed) {\n\tc = fract(c*17.15)+5.0+seed;\n\tc += dot(c.x, c.y);\n\treturn fract(c.x*c.x*c.y);\n}\n",
				"inputs": [],
				"instance": "",
				"longdesc": "A simple 2d random noise\n\nCode - Paulo Falcao",
				"name": "Greyscale RandomNoise2D",
				"outputs": [
					{
						"f": "random2d1d($uv,$seed)",
						"shortdesc": "Greyscale Output",
						"type": "f"
					}
				],
				"parameters": [
					{
						"control": "None",
						"default": 0.5,
						"label": "Seed",
						"max": 1.0,
						"min": 0.0,
						"name": "seed",
						"shortdesc": "Random Seed",
						"step": 0.0001,
						"type": "float"
					}
				],
				"shortdesc": "Greyscale RandomNoise2D"
			},
			"shortdesc": "",
			"tree_item": "PF/Greyscale/RandomNoise2D",
			"type": "shader"
		},
		{
			"display_name": "Axis",
			"icon_data": 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+w5Gm2C/Bxus3prD14ou8/PLLTKdT5vM5q9WKoizQql5p1gJwBzvBTJp6/6z88KHwuL4nia6TycTZNhDu3r3LrVu32Nvf45VXXuH555/n6OiI5XJJnudWUyRJ2jB4IiA/IrbjttD7iB+34uzrXpQlV65c4b33bnLr1m1u3bpFURS8/sbrRA974O4HnHj2H2STcbgmMh1H1zyKGNADS54XXL58mWvXrnLjxg329vdtiuwlAs1VpQ6J3S9D7qAnsO94EaJrcG93y6dj/geH74JPrgZXr17h2rVrXL16lb29vTYihFeHvKIxATTuUGP3XduX4I/O2245fpXXjnnScvfOXT744ANu377FvXv3HkhaHQf+/3er+A4OULyuAAAAAElFTkSuQmCC",
			"name": "V4V4_Axis",
			"parameters": {

			},
			"shader_model": {
				"code": "",
				"global": "",
				"inputs": [],
				"instance": "",
				"longdesc": "Input Coordinates\n\nCode - PauloFalcao",
				"name": "V4V4 Axis",
				"outputs": [
					{
						"shortdesc": "V4->V4 Coordinates Output",
						"type": "v4v4",
						"v4v4": "$uv"
					}
				],
				"parameters": [],
				"shortdesc": "V4V4 Axis"
			},
			"shortdesc": "",
			"tree_item": "PF/V4V4/Gen/Axis",
			"type": "shader"
		},
		{
			"display_name": "Coordinates Boolean",
			"icon_data": 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X7bbaSbvVbc52mieyLNu+cfPlh9p9AutOuYN4HxqogYM7/YpNM0D70KE0SeJaXORFUAnmZmdPHD3qi7Qg4ioCn/i/2wFQ6Dkr8ZNQ6leGIQJrDc78Wev2y0evHJiH+sK+48tLtfjad2Y+cN1gzNnwsIhkeZ5naafT7XTac3Nz0yemZo8ft72EH3+Mxlb6PC/hmapNBxYNLmzt3w7gJ8CVgAEOHjyYJL16fdB53+v12u329PT0zMyMYaKgKlThgLKzQ2BTf2IcgRl2fHp/4f3mb26//V3nadK8amINoRReGGBC14ubnj4+WE+SBKp5nmdZ1ul0mq3W7Ozs8ePHCSiKgsZWMjAQxyNHnwbBMInAMDmRFGpXbAJwbSVlL/63X+x65ebhoWFizvO82WwWeU5Acvddr5y/JqDi4X/44fzpZ1ThvBgmUXiRyBgnUo9tVngCmMlmjSNhiWfefIch+vFHL79qYg0qODKAITpy/HgeR71ul5nzPA+b3mq15ubmiKhwRdpqXUoUQGziw1cdu+lrjmggsr28sMxS+Yyr3lWA2dm5Z5/dP1Cr1Wo1NgxVNNtnja+pKSzw3I1f1sYRyyxQAjmV2FpxPvVSi0ynJbE1oupE6XNfviO2HAA7MqyqOz7+F+cRLRlf44AcGmYQEfDM5S+2xhbOpWna6XTEe4UOzxub2rcPz3UuqwqkBfZ88JNMBMB5efArn6cqnq4n6rOJHCiAOxeYuFZTEXM0vQRQoAac+MhnellhmCNjRMUaUzivQC8rhgZiy+y8D3Sy8EKfv+XbgBpmL+pFQr4z0a7Pvfd145OFapDFIyAHfrFhFRFTuADbS7qdTu35mUugwfrAw3q5OXzDJ7LCea8P/a+vBuvfLV2crO7qQQ7aH72ESuqBqb/+TO587nxkTWxNHNk0K5yIAqpqmFXBTIY52GHn5qYiw9awYSbARIaJCi/rbvjSti/dcOnIIsskiuT5Z+pLV75mx97pztRD6zYEbImfO1EjvBawqgbEgCGQ6qAtXNIi0Xm1SDUIyfC+ICLuZ6BokNm0yjcDPPK290dzU7E1pMgz9Ya7otaYtCiy3AGw1ozUa9aYWmy917xw9N8/c4sTAaCiCs0Lb8NSQM77A9+4GcArhiYKaA0UGnmt0IBR9vK2EpfCUEqJHEZ2v+3ND3/3hwGRzHOPv3XxMiZiDWJseR8tOwsl4KFrrwfAzEwUHGoMq2jhfZo7Y1hEk9wNxNYwW8MiWnixKHoRUWRYjRKgDK9FUXgv4vJiydvfV4vsL7/5lVcOzf9Jb/YNA6OV9kShZHNV7bkC7LLnokaMLPT1qnjT4qWFCisYakBGYQO0I/RWANBuzsaRjQxH1pg4IqEsFWYiIFKRQhkYsRSbcuBFTPWIbK/TMMxt7wvnARgm78WGtIbWmMnlq/7ruw4Q2dv+dy1r+Xi41BsCVKtSOUVTCTOE0HMJln3/Z6V/oT1XGJChk82D6SN9dUWSSgZEtihAhWWmyNqIjaha0sz5wnklOGcUYGbDpMy2SDsFwEQ1JiKoYCi2gBcVVVVRURVF7sVCfyS4BqqqobKeIn2V2elVQxeRi7re0U3v/5va3GF8518Tig1RVAkCYYJnSqqqUPxq5IxFQ2XsJlnh8iwXyYmIyDATkagaILLWklhma+G8QGDr7FQVBEtsjcmd63Y6hfOWmZmsYSIUzjPxqje8fv8Pf3o46y6NBsqWsyIfGqwHBXDMFblq/OEPnbNwbPycla1zzjly+PCu3btfeM+vI1VBObYiqvaBYV+06ujxo8EXhjmObF643HkvYo0JyBNbW4ssMUXGRtZ4UQA2S9oiwsw974MUbg1bhqgaJTgoMGiNMWqZmfCg6lIVlMItgr7hASeaAzkhBxVslnzuswtXr66PLIyiaHS5X7h6euGiRbtOO23+974PAiQ0rkQEJgJotAbUrIjkzhculzxj0UHDJmJRH0oKe5c7jeNIxShsRCSAuXDDasuIDWqGvS8MwxDyIod475z3rijyJMuyPE+zbHztqua+A0+KPzs0+Srhv1ctqmZ3eHzlwps+dvr6rYuWTE5MTNQH69Za5RoPzx9i/8exscE9ewwQ8iHkz8Mjk7xiVFW4bHtURZI07aVpXuTeubzIoT7L0na32+52O71er9drd7uNVstaa1TUeRGRLC9y54MAF/CBmUS0iiWyJcCejH5V9aoe8EShvg597N1nbDh/8eJFIyMjTJykSVEUxpgoiuIzzlw0O/u7DRsu3vW4KDzEAKpq/8sLRMQYY5gG4tgY9l4mRodLNum8r3DCMBfeO+c7SZY7R0SWQDYykTWqqIX5OAFAlheqMIaDDMZEqkjy/IzLLjr889/crv6KiuEQU+h+vOq8T3168Tl/tnjx4vGJ8TgyvV5WyVtlwaovXLlscjJ/bEdEiFCqUJE1hqOwmc57EQWBqy6UmIyEB7ExbK1xxg/WawQqnLejQ3VRLZwPqey8eO9BFFlrmF1IDGZmNsxDXGOiw4GZESkhiESlYsU0NjY2Mm/e8Mi8wUHDhE5XC+eLwhfOZVmeF4VzBRavDngVBPp942um5lrOixdR1cgaY0w5amIyzNaYOLIARISIjOGBWsxM4qUWW9vo9PLCSVnwlYgiY4wxIWziyABgYiIyTKIqouuvvfSJ7//8J9ArlKohbLkDZvEqAnnvOx3vnHPOiwigznlVVRERMa7x0OYtF+/cHiSqZ9bNQ5pxIDKGRdSLC8FJBMPMzGmeD8QxM3kR67nUoIyJrLGiagxHRMwcBAInAiLv1XsW6XNheC9eBYqKXRKgohBRDzjVS5ZueNqwqmZZXjgn3hdFkaZpkiRZnmVZlrank7nn56anbBT1tbDIGgC585aZEP7BeQ+CZVOmmdcky4PFMBQZU+KHiG11e6qw1qiWEZEXLoRjaWuQlqm024sQMHrxBc17HrgDuAwAUXjywH9sy373n+kwdbVFxEGuzLKs2+0mvW6n0WzNzTTnZp1z/sE/KLGqzo6vGZ837EUAiq2xxjjvXQgmDRWTLDMIIkoVRyKCYWsMZXlhQ2xAlSu/RtYwkah6URFxXlQlqBV54QOXU6D24s3Z77dTdcCFgNs3rlxwyz+02+2QcCoSFtBLeu12u9lqNhpzM7OzROTYMJRBsy9fNWJYRPoEyxi2VT44L15CUsOLQJEXZaUypqLTTGwtB2crVESVylgPQRkA1LABdLCmfSIEoingZ4pLmAyICQdmm7UbPlr78le892xYvBRFkaRp6Hpn5+ampqazNFWVNQSjRKRRZFRhjRFVqUg/qulOyIvg2eDBAE1EJCICiqyxRASFMRxixJMSkffCFgSIqvNCUIgnEBGpKhMbJiJafMmFx+7+baRaEEjCERs9fvx4kiZxFKtqnue9NO11e+12a3Z2pt1qAUjvvmtNkN7HVnsvhpmZICBmUWUiMmQQaChU1Yv2mwpARbTwPrBuDqVJVF0eSpkQkTUmTCsCn7OGAYioqFCpfKkqAnAR6GeEVwKGMARY0LzPfXbf+95fr9eNtd67JEm73W6z0ciyjJny6RllYxUPzF89uHURtzrWmBASQcoI/EJETXBSsFrVe1/GmYJAffXPFs4HT3uR8J40L0TVMDGF807M5fuJORyFKDUzZlp6+cuev/Pew94vNObSM7fum3qqY82Bx5/gsdEojgFkWea9BzROsm6n43c+ehlTBLxM9cFA7EWc92UCcNkpMpEPbVYpDpceDBPDUP5L5sZMJXp6XzjvvFdVZvYehhnBUCIT7q3EFTB5EecVwOJLXrrn7vsWg+a8Bvnyxff/zoF+uW59HMfGGBC5okh2PmqBy4BSwW8+y7QYqk4ECK5RL6JKxnCYwYlosEerziGEk/OeqsmIzXMnWm4OEwXuWs5jqu2TsoVV572X4IgwOCvPNZ7tZRuwfurJFxrWSo95ze4nqvOcYMAoLNSG3h/l8QIqNYJyrIGgyYoCehJLSzMAQkCUOLJeJNhprWVVVlUvEu4k1fehdoabOu/JlTEabspMljlsfQycX512qvpMFZSnBELjxpXwbzQMb9SJhO2VcMINAMgaVqJ+RAVPi0jI49LxQAD6sm9xznsRKZsvgULKH8tfhrVWGUaRNQGpRLQEY9X+0bewADllFItTDl+WHYyWpV2ZtPJI0JSdF4UaYmPK4zfGcKjWIhLKq1SJYQ3bYH1gThCoklcRKXeQmS1TVaooYBsRMXPoRQLxMtXQsvyq4KpTC6HRn2H2ZRUQ4sj0Na8S3/p/JAqxHrpM5RJSy50JlQEqRFZUmcO5LGJSZiJPTGTKUzKhHAoBUWT7IdvPDQknf6HBXVyNfk9+rYSHUwe4pWRLgWwGnOsL+loGP0EE4ekBnEAwVAlaoaU1sLXIBmySENmECKyGQ96IijUqItIfuqhW1aBqKatsp34mEijkaH8JldGnrAzcj3IFGJExhkkVXsrcEdU+aAQk7FcGIlJSAmwfSUookP6hnZLKMYPZ9E/CVcMTcDXOqRSW/nihf2ju5JeKLv3/O0CECvpBRMRsCBYmQHV/N1BqICeBMQSohgVYQyV4iQhJNYKlsC3lLUqL/3QHS/Sr2DWdtPfUGcMp/v+TqxZHQeLkyrMq6gmEMqq1go3A9kwFeqHyhoy2SZZzBU9hT1VVUFY8BHipug3ua5ulmlD9VH1bOkn7W3KKv8v1ndwWUyWuSP/YRIm6Zf3SU71EJeT1e3FRVf1/ff+GGvb2isAAAAAASUVORK5CYII=",
			"name": "V4V4_Coordinates_Boolean",
			"parameters": {

			},
			"seed": 0.0,
			"seed_locked": false,
			"shader_model": {
				"code": "",
				"global": "vec4 coord_union(vec4 a, vec4 b) {\n    if(length(a.xyz)<length(b.xyz)){\n\t\treturn vec4(a);\n\t} else {\n\t\treturn vec4(b);\n\t}\n}",
				"inputs": [
					{
						"default": "vec2(0.0)",
						"label": "",
						"name": "in1",
						"shortdesc": "V4->V4 MFSDF A",
						"type": "v4v4"
					},
					{
						"default": "vec2(0.0)",
						"label": "",
						"name": "in2",
						"shortdesc": "V4->V4 MFSDF B",
						"type": "v4v4"
					}
				],
				"instance": "",
				"longdesc": "Type - V4->V4 Operator\nCode - PauloFalcao\n\nPerforms a boolean operation (union, intersection or difference) between two shapes",
				"name": "V4V4 Coordinates Boolean",
				"outputs": [
					{
						"shortdesc": "V4->V4 MFSDF",
						"type": "v4v4",
						"v4v4": "coord_union($in1($uv), $in2($uv))"
					}
				],
				"parameters": [],
				"shortdesc": "V4V4 Coordinates Union"
			},
			"shortdesc": "",
			"tree_item": "PF/V4V4/Op/Coordinates Boolean",
			"type": "shader"
		}
	],
	"name": "PauloFalcaoRayMarching"
}