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Configurable size, intensity, and color/mono balance.\",\n \"CATEGORIES\": [ \"Filter\" ],\n \"INPUTS\": [\n { \"NAME\": \"inputImage\", \"TYPE\": \"image\" },\n {\n \"NAME\": \"intensity\",\n \"LABEL\": \"Intensity\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.05,\n \"MIN\": 0.0,\n \"MAX\": 0.3\n },\n {\n \"NAME\": \"size\",\n \"LABEL\": \"Grain Size\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 1.5,\n \"MIN\": 0.5,\n \"MAX\": 4.0\n },\n {\n \"NAME\": \"color_amount\",\n \"LABEL\": \"Color Grain\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.3,\n \"MIN\": 0.0,\n \"MAX\": 1.0\n },\n {\n \"NAME\": \"midtone_bias\",\n \"LABEL\": \"Midtone Bias\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.5,\n \"MIN\": 0.0,\n \"MAX\": 1.0\n }\n ]\n}*/\n\nconst vec3 luma = vec3(0.2126, 0.7152, 0.0722);\n\n// Hash-based pseudo-random (repeatable per pixel per frame)\nfloat hash12(vec2 p) {\n vec3 p3 = fract(vec3(p.xyx) * 0.1031);\n p3 += dot(p3, p3.yzx + 33.33);\n return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat hash13(vec3 p) {\n p = fract(p * 0.1031);\n p += dot(p, p.zyx + 31.32);\n return fract((p.x + p.y) * p.z);\n}\n\n// Approximate Gaussian from uniform hash (Box-Muller simplified)\nfloat gaussianNoise(vec2 uv, float seed) {\n float u1 = max(hash13(vec3(uv, seed)), 1e-6);\n float u2 = hash13(vec3(uv, seed + 17.37));\n return sqrt(-2.0 * log(u1)) * cos(6.2831853 * u2);\n}\n\nvoid main() {\n vec2 uv = isf_FragNormCoord;\n vec4 orig = IMG_NORM_PIXEL(inputImage, uv);\n vec3 c = orig.rgb;\n\n // Grain coordinate (quantized for size control)\n vec2 grainUV = floor(gl_FragCoord.xy / size) * size;\n float t = TIME * 60.0; // animate grain per frame\n\n // Luminance noise (monochrome grain)\n float monoGrain = gaussianNoise(grainUV, t);\n\n // Color noise (per-channel, shifted seeds)\n vec3 colorGrain = vec3(\n gaussianNoise(grainUV, t + 1.0),\n gaussianNoise(grainUV, t + 2.0),\n gaussianNoise(grainUV, t + 3.0)\n );\n\n // Blend mono and color grain\n vec3 grain = mix(vec3(monoGrain), colorGrain, color_amount);\n\n // Luminance-weighted response: more grain in midtones\n // f(L) = L * (1-L) * 4 peaks at L=0.5\n float L = dot(luma, c);\n float weight = mix(1.0, 4.0 * L * (1.0 - clamp(L, 0.0, 1.0)), midtone_bias);\n\n c += grain * intensity * weight;\n\n gl_FragColor = vec4(c, orig.a);\n}\n","Root":":packages/default/Presets/GLSL_shaders/linear/Film Grain.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":0,"FormatSet":false,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"intensity","Exposed":"intensity","Value":{"Float":0.05000000074505806},"Init":{"Float":0.05000000074505806},"Domain":{"Float":{"Min":0.0,"Max":0.30000001192092896}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"size","Exposed":"size","Value":{"Float":1.5},"Init":{"Float":1.5},"Domain":{"Float":{"Min":0.5,"Max":4.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"color_amount","Exposed":"color_amount","Value":{"Float":0.30000001192092896},"Init":{"Float":0.30000001192092896},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"midtone_bias","Exposed":"midtone_bias","Value":{"Float":0.5},"Init":{"Float":0.5},"Domain":{"Float":{"Min":0.0,"Max":1.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":14,"Metadata":{"ScriptingName":"Gaussian Blur.1","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[573.0242222044352,-309.7206703047062],"Size":[158.0,55.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CREDIT\": \"ossia score\",\n \"ISFVSN\": \"2\",\n \"DESCRIPTION\": \"Gaussian blur: iterative separable implementation with 4 H/V pass pairs. Each pass uses a small tight 9-tap kernel; repeated convolution builds a smooth wide Gaussian. No banding artifacts.\",\n \"CATEGORIES\": [ \"Filter\" ],\n \"INPUTS\": [\n { \"NAME\": \"inputImage\", \"TYPE\": \"image\" },\n {\n \"NAME\": \"radius\",\n \"LABEL\": \"Blur Radius\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 1.0,\n \"MIN\": 0.0,\n \"MAX\": 10.0\n }\n ],\n \"PASSES\": [\n { \"TARGET\": \"h1\" },\n { \"TARGET\": \"v1\" },\n { \"TARGET\": \"h2\" },\n { \"TARGET\": \"v2\" },\n { \"TARGET\": \"h3\" },\n { \"TARGET\": \"v3\" },\n { \"TARGET\": \"h4\" },\n { \"TARGET\": \"v4\" },\n {}\n ]\n}*/\n\nconst float offsets[3] = float[3](0.0, 1.3846153846, 3.2307692308);\nconst float weights[3] = float[3](0.2270270270, 0.3162162162, 0.0702702703);\n\nvec4 blur9(sampler2D tex, vec2 uv, vec2 direction, float s) {\n vec2 px = direction * s / RENDERSIZE;\n vec4 c = IMG_NORM_PIXEL(tex, uv) * weights[0];\n for (int i = 1; i < 3; i++) {\n vec2 off = px * offsets[i];\n c += IMG_NORM_PIXEL(tex, uv + off) * weights[i];\n c += IMG_NORM_PIXEL(tex, uv - off) * weights[i];\n }\n return 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[\n \"Glitch\",\n \"Retro\"\n ],\n \"CREDIT\": \"David Lublin, original by Staffan Widegarn Åhlvik\",\n \"DESCRIPTION\": \"VHS Glitch Style\",\n \"INPUTS\": [\n {\n \"NAME\": \"inputImage\",\n \"TYPE\": \"image\"\n },\n {\n \"DEFAULT\": 1,\n \"NAME\": \"autoScan\",\n \"TYPE\": \"bool\"\n },\n {\n \"DEFAULT\": 0.5,\n \"MAX\": 1,\n \"MIN\": 0,\n \"NAME\": \"xScanline\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 0.5,\n \"MAX\": 1,\n \"MIN\": 0,\n \"NAME\": \"xScanline2\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 0,\n \"MAX\": 1,\n \"MIN\": 0,\n \"NAME\": \"yScanline\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 0.5,\n \"MAX\": 1,\n \"MIN\": 0,\n \"NAME\": \"xScanlineSize\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 0.25,\n \"MAX\": 1,\n \"MIN\": 0,\n \"NAME\": \"xScanlineSize2\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 0.25,\n \"MAX\": 1,\n \"MIN\": -1,\n \"NAME\": \"yScanlineAmount\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 0,\n \"MAX\": 3,\n \"MIN\": 0,\n \"NAME\": \"grainLevel\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 1,\n \"NAME\": \"scanFollow\",\n \"TYPE\": \"bool\"\n },\n {\n \"DEFAULT\": 1,\n \"MAX\": 10,\n \"MIN\": 0,\n \"NAME\": \"analogDistort\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 1,\n \"MAX\": 3,\n \"MIN\": 0,\n \"NAME\": \"bleedAmount\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 0.5,\n \"MAX\": 1,\n \"MIN\": 0,\n \"NAME\": \"bleedDistort\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": 1,\n \"MAX\": 2,\n \"MIN\": 0,\n \"NAME\": \"bleedRange\",\n \"TYPE\": \"float\"\n },\n {\n \"DEFAULT\": [\n 0.8,\n 0,\n 0.4,\n 1\n ],\n \"NAME\": \"colorBleedL\",\n \"TYPE\": \"color\"\n },\n {\n \"DEFAULT\": [\n 0,\n 0.5,\n 0.75,\n 1\n ],\n \"NAME\": \"colorBleedC\",\n \"TYPE\": \"color\"\n },\n {\n \"DEFAULT\": [\n 0.8,\n 0,\n 0.4,\n 1\n ],\n \"NAME\": \"colorBleedR\",\n \"TYPE\": \"color\"\n }\n ],\n \"ISFVSN\": \"2\"\n}\n*/\n\n\n\n\n//\tBased on https://github.com/staffantan/unity-vhsglitch\n//\tConverted by David Lublin / VIDVOX\n\n\nconst float tau = 6.28318530718;\n\n\nfloat rand(vec3 co){\n\treturn abs(mod(sin( dot(co.xyz ,vec3(12.9898,78.233,45.5432) )) * 43758.5453, 1.0));\n}\n\nvoid main()\t{\n\tfloat\tactualXLine = (!autoScan) ? xScanline : mod(xScanline + ((1.0+sin(0.34*TIME))/2.0 + (1.0+sin(TIME))/3.0 + (1.0+cos(2.1*TIME))/3.0 + (1.0+cos(0.027*TIME))/2.0)/3.5,1.0);\n\tfloat\tactualXLineWidth = (!autoScan) ? xScanlineSize : xScanlineSize + ((1.0+sin(1.2*TIME))/2.0 + (1.0+cos(3.91*TIME))/3.0 + (1.0+cos(0.014*TIME))/2.0)/3.5;\n\tvec2\tloc = isf_FragNormCoord;\n\tvec4\tvhs = IMG_NORM_PIXEL(inputImage, loc);\n\tfloat\tdx = 1.0+actualXLineWidth/25.0-abs(distance(loc.y, actualXLine));\n\tfloat\tdx2 = 1.0+xScanlineSize2/10.0-abs(distance(loc.y, xScanline2));\n\tfloat\tdy = (1.0-abs(distance(loc.y, yScanline)));\n\tif (autoScan)\n\t\tdy = (1.0-abs(distance(loc.y, mod(yScanline+TIME,1.0))));\n\t\n\tdy = (dy > 0.5) ? 2.0 * dy : 2.0 * (1.0 - dy);\n\t\n\tfloat\trX = (scanFollow) ? rand(vec3(dy,actualXLine,analogDistort)) : rand(vec3(dy,bleedAmount,analogDistort));\n\tfloat\txTime = (actualXLine > 0.5) ? 2.0 * actualXLine : 2.0 * (1.0 - actualXLine);\n\t\n\tloc.x += yScanlineAmount * dy * 0.025 + analogDistort * rX/(RENDERSIZE.x/2.0);\n\t\n\tif(dx2 > 1.0 - xScanlineSize2 / 10.0)\t{\n\t\tfloat\trX2 = (dy * rand(vec3(dy,dx2,dx+TIME)) + dx2) / 4.0;\n\t\tfloat\tdistortAmount = analogDistort * (sin(rX * tau / dx2) + cos(rX * tau * 0.78 / dx2)) / 10.0;\n\t\t//loc.y = xScanline2;\n\t\t//loc.x += (1.0 + distortAmount * sin(tau * (loc.x) / rX2 ) - 1.0) / 15.0;\n\t\tloc.x += (1.0 + distortAmount * sin(tau * (loc.x) / rX2 ) - 1.0) / 15.0;\n\t}\n\tif(dx > 1.0 - actualXLineWidth / 25.0)\n\t\tloc.y = actualXLine;\n\n\tloc.x = mod(loc.x,1.0);\n\tloc.y = mod(loc.y,1.0);\n\t\n\tvec4\tc = IMG_NORM_PIXEL(inputImage, loc);\n\tfloat\tx = (loc.x*320.0)/320.0;\n\tfloat\ty = (loc.y*240.0)/240.0;\n\tfloat\tbleed = 0.0;\n\t\n\tif (scanFollow)\n\t\tc -= rand(vec3(x, y, xTime)) * xTime / 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Single-pass approximation of true pixel sorting that produces convincing results in real-time.\",\n \"CATEGORIES\": [ \"Glitch\" ],\n \"INPUTS\": [\n { \"NAME\": \"inputImage\", \"TYPE\": \"image\" },\n { \"NAME\": \"threshold_low\", \"LABEL\": \"Threshold Low\", \"TYPE\": \"float\", \"DEFAULT\": 0.2, \"MIN\": 0.0, \"MAX\": 1.0 },\n { \"NAME\": \"threshold_high\", \"LABEL\": \"Threshold High\", \"TYPE\": \"float\", \"DEFAULT\": 0.8, \"MIN\": 0.0, \"MAX\": 1.0 },\n { \"NAME\": \"sort_strength\", \"LABEL\": \"Sort Strength\", \"TYPE\": \"float\", \"DEFAULT\": 0.1, \"MIN\": 0.0, \"MAX\": 0.3 },\n {\n \"NAME\": \"sort_direction\",\n \"LABEL\": \"Direction\",\n \"TYPE\": \"long\",\n \"DEFAULT\": 0,\n \"VALUES\": [ 0, 1, 2, 3 ],\n \"LABELS\": [ \"Right\", \"Left\", \"Up\", \"Down\" ]\n },\n { \"NAME\": \"sort_randomize\", \"LABEL\": \"Randomize Rows\", \"TYPE\": \"float\", \"DEFAULT\": 0.0, \"MIN\": 0.0, \"MAX\": 1.0 }\n ]\n}*/\n\nconst vec3 luma_coeff = vec3(0.2126, 0.7152, 0.0722);\n\n// Simple hash for row randomization\nfloat hash(float n) {\n return fract(sin(n * 127.1) * 43758.5453);\n}\n\nvoid main() {\n vec2 uv = isf_FragNormCoord;\n vec4 orig = IMG_NORM_PIXEL(inputImage, uv);\n float L = dot(luma_coeff, orig.rgb);\n\n // Determine if this pixel is in the sorting range\n bool inRange = (L >= threshold_low && L <= threshold_high);\n\n if (!inRange || sort_strength < 0.001) {\n gl_FragColor = orig;\n return;\n }\n\n // Per-row/column randomization of sort amount\n float rowId;\n if (sort_direction <= 1) {\n rowId = floor(uv.y * RENDERSIZE.y);\n } else {\n rowId = floor(uv.x * RENDERSIZE.x);\n }\n float rowRand = mix(1.0, hash(rowId + 0.5), sort_randomize);\n\n // Sort displacement: brighter pixels move further in sort direction\n // Normalized luminance within threshold range\n float normalizedL = (L - threshold_low) / max(threshold_high - threshold_low, 0.001);\n float displacement = normalizedL * sort_strength * rowRand;\n\n vec2 sortUV = uv;\n if (sort_direction == 0) sortUV.x -= displacement; // right: read from left\n else if (sort_direction == 1) sortUV.x += displacement; // left: read from right\n else if (sort_direction == 2) sortUV.y -= displacement; // up: read from below\n else sortUV.y += displacement; // down: read from above\n\n // Sample at displaced position\n vec4 sorted = IMG_NORM_PIXEL(inputImage, sortUV);\n float sortedL = dot(luma_coeff, sorted.rgb);\n\n // Only use the displaced sample if it's also in sorting range\n // This creates the \"stretching\" appearance of sorted regions\n bool sortedInRange = (sortedL >= threshold_low && sortedL <= threshold_high);\n if (sortedInRange) {\n gl_FragColor = sorted;\n } else {\n gl_FragColor = orig;\n }\n}\n","Root":":packages/default/Presets/GLSL_shaders/linear/Pixel Sort.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":0,"FormatSet":false,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"threshold_low","Exposed":"threshold_low","Value":{"Float":0.0},"Init":{"Float":0.20000000298023224},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"threshold_high","Exposed":"threshold_high","Value":{"Float":1.0},"Init":{"Float":0.800000011920929},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"sort_strength","Exposed":"sort_strength","Value":{"Float":0.012185156345367432},"Init":{"Float":0.10000000149011612},"Domain":{"Float":{"Min":0.0,"Max":0.30000001192092896}}},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"sort_direction","Exposed":"sort_direction","Value":{"Int":1},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1,2,3]}},"Values":[["Right",{"Int":0}],["Left",{"Int":1}],["Up",{"Int":2}],["Down",{"Int":3}]],"FolderPort":"","FileExtensions":""},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"sort_randomize","Exposed":"sort_randomize","Value":{"Float":0.0},"Init":{"Float":0.0},"Domain":{"Float":{"Min":0.0,"Max":1.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":7,"Metadata":{"ScriptingName":"Tonemap","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[908.3270632851469,33.08390871023189],"Size":[234.0,160.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CREDIT\": \"ossia score HDR pipeline\",\n \"ISFVSN\": \"2\",\n \"DESCRIPTION\": \"Tone mapping for HDRtoSDR conversion. 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Luminance-based operators (BT.2446, Reinhard) preserve hue; per-channel operators (ACES, AgX) reshape color.\",\n \"CATEGORIES\": [\n \"Color\"\n ],\n \"INPUTS\": [\n {\n \"NAME\": \"inputImage\",\n \"TYPE\": \"image\"\n },\n {\n \"NAME\": \"tonemap\",\n \"LABEL\": \"Algorithm\",\n \"TYPE\": \"long\",\n \"DEFAULT\": 0,\n \"VALUES\": [ 0, 1, 2, 3, 4, 5, 6, 7, 8 ],\n \"LABELS\": [\n \"BT.2446 Method A\",\n \"Reinhard (luminance)\",\n \"Reinhard Extended\",\n \"Hable (Uncharted 2)\",\n \"ACES (Hill fit)\",\n \"AgX (minimal)\",\n \"Khronos PBR Neutral\",\n \"Clamp\",\n \"BT.2390 EETF (PQ)\"\n ]\n },\n {\n \"NAME\": \"exposure_ev\",\n \"LABEL\": \"Pre-Exposure (EV)\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.0,\n \"MIN\": -4.0,\n \"MAX\": 4.0\n },\n {\n \"NAME\": \"content_peak\",\n \"LABEL\": \"Content Peak / SDR White\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 4.926,\n \"MIN\": 1.0,\n \"MAX\": 50.0\n },\n {\n \"NAME\": \"saturation\",\n \"LABEL\": \"Post-Tonemap Saturation\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 1.0,\n \"MIN\": 0.0,\n \"MAX\": 2.0\n }\n ]\n}*/\n\nconst vec3 luma_2020 = vec3(0.2627, 0.6780, 0.0593);\nconst vec3 luma_709 = vec3(0.2126, 0.7152, 0.0722);\n\n// ── BT.2446 Method A ──\nvec3 tm_bt2446a(vec3 color, float peakRatio) {\n float srcPeak = peakRatio * 203.0; // content peak in nits\n float dstPeak = 203.0; // SDR reference white\n\n float p_hdr = 1.0 + 32.0 * pow(srcPeak / 10000.0, 1.0 / 2.4);\n float p_sdr = 1.0 + 32.0 * pow(dstPeak / 10000.0, 1.0 / 2.4);\n float gcr = luma_2020.r / luma_2020.g;\n float gcb = luma_2020.b / luma_2020.g;\n\n vec3 xp = pow(max(color / peakRatio, 0.0), vec3(1.0 / 2.4));\n float y_hdr = dot(luma_2020, xp);\n if (y_hdr <= 0.0) return vec3(0.0);\n\n float yp = log(1.0 + (p_hdr - 1.0) * y_hdr) / log(p_hdr);\n\n float yc;\n if (yp <= 0.7399) yc = 1.077 * yp;\n else if (yp <= 0.9909) yc = (-1.1510 * yp + 2.7811) * yp - 0.6302;\n else yc = 0.5 * yp + 0.5;\n\n float y_sdr = (pow(p_sdr, yc) - 1.0) / (p_sdr - 1.0);\n\n float sc = y_sdr / (1.1 * y_hdr);\n float cb = sc * (xp.b - y_hdr);\n float cr = sc * (xp.r - y_hdr);\n float yt = y_sdr - max(0.1 * cr, 0.0);\n float cg = -(gcr * cr + gcb * cb);\n\n return pow(max(yt + vec3(cr, cg, cb), 0.0), vec3(2.4));\n}\n\n// ── Reinhard ──\nvec3 tm_reinhard(vec3 c) {\n float L = dot(luma_709, c);\n if (L <= 0.0) return vec3(0.0);\n return c * (L / (1.0 + L)) / L;\n}\n\n// ── Reinhard Extended ──\nvec3 tm_reinhard_ext(vec3 c, float wp) {\n float L = dot(luma_709, c);\n if (L <= 0.0) return vec3(0.0);\n float Lout = (L * (1.0 + L / (wp * wp))) / (1.0 + L);\n return c * (Lout / L);\n}\n\n// ── Hable ──\nvec3 hable_f(vec3 x) {\n const float A = 0.15, B = 0.50, C = 0.10, D = 0.20, E = 0.02, F = 0.30;\n return ((x * (A * x + C * B) + D * E) / (x * (A * x + B) + D * F)) - E / F;\n}\nvec3 tm_hable(vec3 c, float wp) {\n return hable_f(c * 2.0) * (1.0 / hable_f(vec3(wp)));\n}\n\n// ── ACES ──\nvec3 tm_aces(vec3 c) {\n const mat3 I = mat3(\n 0.59719, 0.07600, 0.02840,\n 0.35458, 0.90834, 0.13383,\n 0.04823, 0.01566, 0.83777);\n const mat3 O = mat3(\n 1.60475, -0.10208, -0.00327,\n -0.53108, 1.10813, -0.07276,\n -0.07367, -0.00605, 1.07602);\n vec3 v = I * c;\n vec3 a = v * (v + 0.0245786) - 0.000090537;\n vec3 b = v * (0.983729 * v + 0.4329510) + 0.238081;\n return O * (a / b);\n}\n\n// ── AgX ──\nvec3 agx_contrast(vec3 x) {\n vec3 x2 = x * x; vec3 x4 = x2 * x2;\n return 15.5*x4*x2 - 40.14*x4*x + 31.96*x4 - 6.868*x2*x + 0.4298*x2 + 0.1191*x - 0.00232;\n}\nvec3 tm_agx(vec3 c) {\n const mat3 F = mat3(\n 0.842479062253094, 0.0423282422610123, 0.0423756549057051,\n 0.0784335999999992, 0.878468636469772, 0.0784336,\n 0.0792237451477643, 0.0791661274605434, 0.879142973793104);\n const mat3 R = mat3(\n 1.19687900512017, -0.0528968517574562, -0.0529716355144438,\n -0.0980208811401368, 1.15190312990417, -0.0980434501171241,\n -0.0990297440797205, -0.0989611768448433, 1.15107367264116);\n vec3 v = F * c;\n v = max(v, 1e-10);\n v = clamp(log2(v), -12.47393, 4.026069);\n v = (v + 12.47393) / (4.026069 + 12.47393);\n return R * agx_contrast(v);\n}\n\n// ── PBR Neutral ──\nvec3 tm_pbr(vec3 c) {\n const float sc = 0.76, ds = 0.15;\n float x = min(c.r, min(c.g, c.b));\n float off = (x < 0.08) ? x - 6.25*x*x : 0.04;\n c -= off;\n float pk = max(c.r, max(c.g, c.b));\n if (pk < sc) return c;\n float d = 1.0 - sc;\n float np = 1.0 - d*d / (pk + d - sc);\n c *= np / pk;\n float g = 1.0 - 1.0 / (ds * (pk - np) + 1.0);\n return mix(c, vec3(np), g);\n}\n\n// -- BT.2390 EETF (ITU-R BT.2390, operates in PQ domain) --\n// Designed specifically for PQ content. Applies a hermite spline\n// roll-off from knee to peak in PQ domain, preserving hue ratios.\n// Input: linear light, 1.0 = SDR white, content_peak = peak/SDR ratio.\n\nfloat pq_forward(float Y) {\n float Ym1 = pow(max(Y, 0.0), 0.1593017578125);\n return pow((0.8359375 + 18.8515625 * Ym1) / (1.0 + 18.6875 * Ym1), 78.84375);\n}\n\nfloat pq_inverse(float N) {\n float Nm = pow(max(N, 0.0), 1.0 / 78.84375);\n return pow(max(Nm - 0.8359375, 0.0) / (18.8515625 - 18.6875 * Nm), 1.0 / 0.1593017578125);\n}\n\nvec3 tm_bt2390(vec3 color, float peakRatio) {\n float srcPeakNits = peakRatio * 203.0;\n float dstPeakNits = 203.0;\n\n float srcPeakPQ = pq_forward(srcPeakNits / 10000.0);\n float dstPeakPQ = pq_forward(dstPeakNits / 10000.0);\n float KS = 1.5 * dstPeakPQ - 0.5 * srcPeakPQ;\n\n float maxC = max(color.r, max(color.g, color.b));\n if (maxC <= 0.0) return color;\n\n float absLinear = maxC * srcPeakNits / 10000.0;\n float pqVal = pq_forward(absLinear);\n\n // Hermite spline EETF\n float mappedPQ = pqVal;\n if (pqVal >= KS && srcPeakPQ > KS) {\n float t = (pqVal - KS) / (srcPeakPQ - KS);\n float t2 = t * t;\n float t3 = t2 * t;\n mappedPQ = (2.0*t3 - 3.0*t2 + 1.0) * KS\n + (t3 - 2.0*t2 + t) * (srcPeakPQ - KS)\n + (-2.0*t3 + 3.0*t2) * dstPeakPQ;\n }\n\n float mappedLinear = pq_inverse(mappedPQ);\n float dstLinear = pq_inverse(dstPeakPQ);\n float ratio = mappedLinear / max(dstLinear, 1e-10);\n float sc = ratio / maxC;\n return clamp(color * sc, 0.0, 1.0);\n}\n\nvoid main() {\n vec3 c = IMG_THIS_PIXEL(inputImage).rgb;\n\n // Pre-exposure\n c *= pow(2.0, exposure_ev);\n\n // Tone map\n if (tonemap == 0) c = tm_bt2446a(c, content_peak);\n else if (tonemap == 1) c = tm_reinhard(c);\n else if (tonemap == 2) c = tm_reinhard_ext(c, content_peak);\n else if (tonemap == 3) c = tm_hable(c, content_peak);\n else if (tonemap == 4) c = clamp(tm_aces(c), 0.0, 1.0);\n else if (tonemap == 5) c = clamp(tm_agx(c), 0.0, 1.0);\n else if (tonemap == 6) c = clamp(tm_pbr(c), 0.0, 1.0);\n else if (tonemap == 7) c = clamp(c, 0.0, 1.0);\n else if (tonemap == 8) c = tm_bt2390(c, content_peak);\n\n // Post-tonemap saturation\n if (saturation != 1.0) {\n float lum = dot(luma_709, c);\n c = mix(vec3(lum), c, saturation);\n }\n\n gl_FragColor = vec4(c, IMG_THIS_PIXEL(inputImage).a);\n}\n","Root":":packages/default/Presets/GLSL_shaders/hdr/Tonemap.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":8,"FormatSet":true,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"tonemap","Exposed":"tonemap","Value":{"Int":4},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1,2,3,4,5,6,7,8]}},"Values":[["BT.2446 Method A",{"Int":0}],["Reinhard (luminance)",{"Int":1}],["Reinhard Extended",{"Int":2}],["Hable (Uncharted 2)",{"Int":3}],["ACES (Hill fit)",{"Int":4}],["AgX (minimal)",{"Int":5}],["Khronos PBR Neutral",{"Int":6}],["Clamp",{"Int":7}],["BT.2390 EETF (PQ)",{"Int":8}]],"FolderPort":"","FileExtensions":""},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"exposure_ev","Exposed":"exposure_ev","Value":{"Float":0.0},"Init":{"Float":0.0},"Domain":{"Float":{"Min":-4.0,"Max":4.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"content_peak","Exposed":"content_peak","Value":{"Float":4.926000118255615},"Init":{"Float":4.926000118255615},"Domain":{"Float":{"Min":1.0,"Max":50.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"saturation","Exposed":"saturation","Value":{"Float":1.0},"Init":{"Float":1.0},"Domain":{"Float":{"Min":0.0,"Max":2.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":6,"Metadata":{"ScriptingName":"HDR Exposure","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-332.1894263504946,34.21643153267392],"Size":[297.0,125.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CREDIT\": \"ossia score HDR pipeline\",\n \"ISFVSN\": \"2\",\n \"DESCRIPTION\": \"HDR exposure and normalization controls. Use to scale between absolute luminance (nits from PQ decode) and normalized working space (1.0 = SDR white), or to adjust exposure in EV stops.\",\n \"CATEGORIES\": [\n \"Color\"\n ],\n \"INPUTS\": [\n {\n \"NAME\": \"inputImage\",\n \"TYPE\": \"image\"\n },\n {\n \"NAME\": \"mode\",\n \"LABEL\": \"Mode\",\n \"TYPE\": \"long\",\n \"DEFAULT\": 0,\n \"VALUES\": [ 0, 1, 2 ],\n \"LABELS\": [\n \"Nits to Normalized (/ SDR peak)\",\n \"Normalized to Nits (* SDR peak)\",\n \"EV Exposure Only\"\n ]\n },\n {\n \"NAME\": \"sdr_white_nits\",\n \"LABEL\": \"SDR Reference White (nits)\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 203.0,\n \"MIN\": 80.0,\n \"MAX\": 400.0\n },\n {\n \"NAME\": \"exposure_ev\",\n \"LABEL\": \"Exposure (EV)\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.0,\n \"MIN\": -6.0,\n \"MAX\": 6.0\n }\n ]\n}*/\n\nvoid main() {\n vec3 c = IMG_THIS_PIXEL(inputImage).rgb;\n\n if (mode == 0) {\n // Nits to normalized: 203 nits becomes 1.0\n c /= sdr_white_nits;\n } else if (mode == 1) {\n // Normalized to nits: 1.0 becomes 203 nits\n c *= sdr_white_nits;\n }\n\n // Exposure always applies\n c *= pow(2.0, exposure_ev);\n\n gl_FragColor = vec4(c, IMG_THIS_PIXEL(inputImage).a);\n}\n","Root":":packages/default/Presets/GLSL_shaders/hdr/HDR Exposure.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":8,"FormatSet":true,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"mode","Exposed":"mode","Value":{"Int":1},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1,2]}},"Values":[["Nits to Normalized (/ SDR peak)",{"Int":0}],["Normalized to Nits (* SDR peak)",{"Int":1}],["EV Exposure Only",{"Int":2}]],"FolderPort":"","FileExtensions":""},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"sdr_white_nits","Exposed":"sdr_white_nits","Value":{"Float":203.0},"Init":{"Float":203.0},"Domain":{"Float":{"Min":80.0,"Max":400.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"exposure_ev","Exposed":"exposure_ev","Value":{"Float":-3.658015727996826},"Init":{"Float":0.0},"Domain":{"Float":{"Min":-6.0,"Max":6.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":5,"Metadata":{"ScriptingName":"Film Grain.1","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[735.9182105841576,32.38512447656883],"Size":[157.0,160.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CREDIT\": \"ossia score\",\n \"ISFVSN\": \"2\",\n \"DESCRIPTION\": \"Photographic film grain. Organic noise weighted by luminance (more visible in midtones, less in deep shadows and bright highlights, like real film). Configurable size, intensity, and color/mono balance.\",\n \"CATEGORIES\": [ \"Filter\" ],\n \"INPUTS\": [\n { \"NAME\": \"inputImage\", \"TYPE\": \"image\" },\n {\n \"NAME\": \"intensity\",\n \"LABEL\": \"Intensity\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.05,\n \"MIN\": 0.0,\n \"MAX\": 0.3\n },\n {\n \"NAME\": \"size\",\n \"LABEL\": \"Grain Size\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 1.5,\n \"MIN\": 0.5,\n \"MAX\": 4.0\n },\n {\n \"NAME\": \"color_amount\",\n \"LABEL\": \"Color Grain\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.3,\n \"MIN\": 0.0,\n \"MAX\": 1.0\n },\n {\n \"NAME\": \"midtone_bias\",\n \"LABEL\": \"Midtone Bias\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.5,\n \"MIN\": 0.0,\n \"MAX\": 1.0\n }\n ]\n}*/\n\nconst vec3 luma = vec3(0.2126, 0.7152, 0.0722);\n\n// Hash-based pseudo-random (repeatable per pixel per frame)\nfloat hash12(vec2 p) {\n vec3 p3 = fract(vec3(p.xyx) * 0.1031);\n p3 += dot(p3, p3.yzx + 33.33);\n return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat hash13(vec3 p) {\n p = fract(p * 0.1031);\n p += dot(p, p.zyx + 31.32);\n return fract((p.x + p.y) * p.z);\n}\n\n// Approximate Gaussian from uniform hash (Box-Muller simplified)\nfloat gaussianNoise(vec2 uv, float seed) {\n float u1 = max(hash13(vec3(uv, seed)), 1e-6);\n float u2 = hash13(vec3(uv, seed + 17.37));\n return sqrt(-2.0 * log(u1)) * cos(6.2831853 * u2);\n}\n\nvoid main() {\n vec2 uv = isf_FragNormCoord;\n vec4 orig = IMG_NORM_PIXEL(inputImage, uv);\n vec3 c = orig.rgb;\n\n // Grain coordinate (quantized for size control)\n vec2 grainUV = floor(gl_FragCoord.xy / size) * size;\n float t = TIME * 60.0; // animate grain per frame\n\n // Luminance noise (monochrome grain)\n float monoGrain = gaussianNoise(grainUV, t);\n\n // Color noise (per-channel, shifted seeds)\n vec3 colorGrain = vec3(\n gaussianNoise(grainUV, t + 1.0),\n gaussianNoise(grainUV, t + 2.0),\n gaussianNoise(grainUV, t + 3.0)\n );\n\n // Blend mono and color grain\n vec3 grain = mix(vec3(monoGrain), colorGrain, color_amount);\n\n // Luminance-weighted response: more grain in midtones\n // f(L) = L * (1-L) * 4 peaks at L=0.5\n float L = dot(luma, c);\n float weight = mix(1.0, 4.0 * L * (1.0 - clamp(L, 0.0, 1.0)), midtone_bias);\n\n c += grain * intensity * weight;\n\n gl_FragColor = vec4(c, orig.a);\n}\n","Root":":packages/default/Presets/GLSL_shaders/linear/Film Grain.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":8,"FormatSet":true,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"intensity","Exposed":"intensity","Value":{"Float":0.196987122297287},"Init":{"Float":0.05000000074505806},"Domain":{"Float":{"Min":0.0,"Max":0.30000001192092896}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"size","Exposed":"size","Value":{"Float":1.5},"Init":{"Float":1.5},"Domain":{"Float":{"Min":0.5,"Max":4.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"color_amount","Exposed":"color_amount","Value":{"Float":0.30000001192092896},"Init":{"Float":0.30000001192092896},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"midtone_bias","Exposed":"midtone_bias","Value":{"Float":0.5},"Init":{"Float":0.5},"Domain":{"Float":{"Min":0.0,"Max":1.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":4,"Metadata":{"ScriptingName":"Film Grain","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-13.490642116831545,35.91521576633698],"Size":[157.0,160.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CREDIT\": \"ossia score\",\n \"ISFVSN\": \"2\",\n \"DESCRIPTION\": \"Photographic film grain. Organic noise weighted by luminance (more visible in midtones, less in deep shadows and bright highlights, like real film). Configurable size, intensity, and color/mono balance.\",\n \"CATEGORIES\": [ \"Filter\" ],\n \"INPUTS\": [\n { \"NAME\": \"inputImage\", \"TYPE\": \"image\" },\n {\n \"NAME\": \"intensity\",\n \"LABEL\": \"Intensity\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.05,\n \"MIN\": 0.0,\n \"MAX\": 0.3\n },\n {\n \"NAME\": \"size\",\n \"LABEL\": \"Grain Size\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 1.5,\n \"MIN\": 0.5,\n \"MAX\": 4.0\n },\n {\n \"NAME\": \"color_amount\",\n \"LABEL\": \"Color Grain\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.3,\n \"MIN\": 0.0,\n \"MAX\": 1.0\n },\n {\n \"NAME\": \"midtone_bias\",\n \"LABEL\": \"Midtone Bias\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.5,\n \"MIN\": 0.0,\n \"MAX\": 1.0\n }\n ]\n}*/\n\nconst vec3 luma = vec3(0.2126, 0.7152, 0.0722);\n\n// Hash-based pseudo-random (repeatable per pixel per frame)\nfloat hash12(vec2 p) {\n vec3 p3 = fract(vec3(p.xyx) * 0.1031);\n p3 += dot(p3, p3.yzx + 33.33);\n return fract((p3.x + p3.y) * p3.z);\n}\n\nfloat hash13(vec3 p) {\n p = fract(p * 0.1031);\n p += dot(p, p.zyx + 31.32);\n return fract((p.x + p.y) * p.z);\n}\n\n// Approximate Gaussian from uniform hash (Box-Muller simplified)\nfloat gaussianNoise(vec2 uv, float seed) {\n float u1 = max(hash13(vec3(uv, seed)), 1e-6);\n float u2 = hash13(vec3(uv, seed + 17.37));\n return sqrt(-2.0 * log(u1)) * cos(6.2831853 * u2);\n}\n\nvoid main() {\n vec2 uv = isf_FragNormCoord;\n vec4 orig = IMG_NORM_PIXEL(inputImage, uv);\n vec3 c = orig.rgb;\n\n // Grain coordinate (quantized for size control)\n vec2 grainUV = floor(gl_FragCoord.xy / size) * size;\n float t = TIME * 60.0; // animate grain per frame\n\n // Luminance noise (monochrome grain)\n float monoGrain = gaussianNoise(grainUV, t);\n\n // Color noise (per-channel, shifted seeds)\n vec3 colorGrain = vec3(\n gaussianNoise(grainUV, t + 1.0),\n gaussianNoise(grainUV, t + 2.0),\n gaussianNoise(grainUV, t + 3.0)\n );\n\n // Blend mono and color grain\n vec3 grain = mix(vec3(monoGrain), colorGrain, color_amount);\n\n // Luminance-weighted response: more grain in midtones\n // f(L) = L * (1-L) * 4 peaks at L=0.5\n float L = dot(luma, c);\n float weight = mix(1.0, 4.0 * L * (1.0 - clamp(L, 0.0, 1.0)), midtone_bias);\n\n c += grain * intensity * weight;\n\n gl_FragColor = vec4(c, orig.a);\n}\n","Root":":packages/default/Presets/GLSL_shaders/linear/Film Grain.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":8,"FormatSet":true,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"intensity","Exposed":"intensity","Value":{"Float":0.05000000074505806},"Init":{"Float":0.05000000074505806},"Domain":{"Float":{"Min":0.0,"Max":0.30000001192092896}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"size","Exposed":"size","Value":{"Float":0.9497454166412354},"Init":{"Float":1.5},"Domain":{"Float":{"Min":0.5,"Max":4.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"color_amount","Exposed":"color_amount","Value":{"Float":0.30000001192092896},"Init":{"Float":0.30000001192092896},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"midtone_bias","Exposed":"midtone_bias","Value":{"Float":0.5},"Init":{"Float":0.5},"Domain":{"Float":{"Min":0.0,"Max":1.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":3,"Metadata":{"ScriptingName":"Bloom","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[427.03944917293654,34.195382773269],"Size":[292.0,160.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CREDIT\": \"ossia score\",\n \"ISFVSN\": \"2\",\n \"DESCRIPTION\": \"Bloom / glow with iterative separable Gaussian blur. Extracts bright pixels with soft knee, blurs with 4 H/V iterations, composites onto original. HDR-aware. Smooth, wide, artifact-free.\",\n \"CATEGORIES\": [ \"Filter\" ],\n \"INPUTS\": [\n { \"NAME\": \"inputImage\", \"TYPE\": \"image\" },\n { \"NAME\": \"threshold\", \"LABEL\": \"Threshold\", \"TYPE\": \"float\", \"DEFAULT\": 0.8, \"MIN\": 0.0, \"MAX\": 5.0 },\n { \"NAME\": \"soft_knee\", \"LABEL\": \"Soft Knee\", \"TYPE\": \"float\", \"DEFAULT\": 0.5, \"MIN\": 0.0, \"MAX\": 1.0 },\n { \"NAME\": \"intensity\", \"LABEL\": \"Intensity\", \"TYPE\": \"float\", \"DEFAULT\": 0.4, \"MIN\": 0.0, \"MAX\": 2.0 },\n { \"NAME\": \"spread\", \"LABEL\": \"Spread\", \"TYPE\": \"float\", \"DEFAULT\": 3.0, \"MIN\": 0.5, \"MAX\": 10.0 },\n { \"NAME\": \"tint\", \"LABEL\": \"Bloom Tint\", \"TYPE\": \"color\", \"DEFAULT\": [ 1.0, 1.0, 1.0, 1.0 ] }\n ],\n \"PASSES\": [\n { \"TARGET\": \"bright\" },\n { \"TARGET\": \"h1\" },\n { \"TARGET\": \"v1\" },\n { \"TARGET\": \"h2\" },\n { \"TARGET\": \"v2\" },\n { \"TARGET\": \"h3\" },\n { \"TARGET\": \"v3\" },\n { \"TARGET\": \"h4\" },\n { \"TARGET\": \"v4\" },\n {}\n ]\n}*/\n\nconst vec3 luma_coeff = vec3(0.2126, 0.7152, 0.0722);\nconst float offsets[3] = float[3](0.0, 1.3846153846, 3.2307692308);\nconst float weights[3] = float[3](0.2270270270, 0.3162162162, 0.0702702703);\n\nvec4 blur9(sampler2D tex, vec2 uv, vec2 direction, float s) {\n vec2 px = direction * s / RENDERSIZE;\n vec4 c = IMG_NORM_PIXEL(tex, uv) * weights[0];\n for (int i = 1; i < 3; i++) {\n vec2 off = px * offsets[i];\n c += IMG_NORM_PIXEL(tex, uv + off) * weights[i];\n c += IMG_NORM_PIXEL(tex, uv - off) * weights[i];\n }\n return c;\n}\n\nvoid main() {\n vec2 uv = isf_FragNormCoord;\n float s = spread * 0.5;\n\n if (PASSINDEX == 0) {\n vec4 c = IMG_NORM_PIXEL(inputImage, uv);\n float L = dot(luma_coeff, c.rgb);\n float knee = threshold * soft_knee;\n float t = max(L - threshold + knee, 0.0);\n float blend = min(t / (2.0 * knee + 0.0001), 1.0);\n blend *= blend;\n gl_FragColor = vec4(c.rgb * blend, c.a);\n }\n else if (PASSINDEX == 1) gl_FragColor = blur9(bright, uv, vec2(1,0), s);\n else if (PASSINDEX == 2) gl_FragColor = blur9(h1, uv, vec2(0,1), s);\n else if (PASSINDEX == 3) gl_FragColor = blur9(v1, uv, vec2(1,0), s);\n else if (PASSINDEX == 4) gl_FragColor = blur9(h2, uv, vec2(0,1), s);\n else if (PASSINDEX == 5) gl_FragColor = blur9(v2, uv, vec2(1,0), s);\n else if (PASSINDEX == 6) gl_FragColor = blur9(h3, uv, vec2(0,1), s);\n else if (PASSINDEX == 7) gl_FragColor = blur9(v3, uv, vec2(1,0), s);\n else if (PASSINDEX == 8) gl_FragColor = blur9(h4, uv, vec2(0,1), s);\n else {\n vec4 original = IMG_NORM_PIXEL(inputImage, uv);\n vec3 bloom = IMG_NORM_PIXEL(v4, uv).rgb * intensity * tint.rgb;\n gl_FragColor = vec4(original.rgb + bloom, original.a);\n }\n}\n","Root":":packages/default/Presets/GLSL_shaders/linear/Bloom.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":8,"FormatSet":true,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"threshold","Exposed":"threshold","Value":{"Float":0.39249348640441895},"Init":{"Float":0.800000011920929},"Domain":{"Float":{"Min":0.0,"Max":5.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"soft_knee","Exposed":"soft_knee","Value":{"Float":0.5},"Init":{"Float":0.5},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"intensity","Exposed":"intensity","Value":{"Float":2.0},"Init":{"Float":0.4000000059604645},"Domain":{"Float":{"Min":0.0,"Max":2.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"spread","Exposed":"spread","Value":{"Float":3.0},"Init":{"Float":3.0},"Domain":{"Float":{"Min":0.5,"Max":10.0}}},{"uuid":"8f38638e-9f9f-48b0-ae36-1cba86ef5703","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"tint","Exposed":"tint","Value":{"Vec4f":[1.0,1.0,1.0,1.0]},"Init":{"Vec4f":[1.0,1.0,1.0,1.0]},"Domain":{}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":2,"Metadata":{"ScriptingName":"Gaussian Blur","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-503.85739729901087,28.614000000000033],"Size":[152.0,55.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CREDIT\": \"ossia score\",\n \"ISFVSN\": \"2\",\n \"DESCRIPTION\": \"Gaussian blur: iterative separable implementation with 4 H/V pass pairs. Each pass uses a small tight 9-tap kernel; repeated convolution builds a smooth wide Gaussian. No banding artifacts.\",\n \"CATEGORIES\": [ \"Filter\" ],\n \"INPUTS\": [\n { \"NAME\": \"inputImage\", \"TYPE\": \"image\" },\n {\n \"NAME\": \"radius\",\n \"LABEL\": \"Blur Radius\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 1.0,\n \"MIN\": 0.0,\n \"MAX\": 10.0\n }\n ],\n \"PASSES\": [\n { \"TARGET\": \"h1\" },\n { \"TARGET\": \"v1\" },\n { \"TARGET\": \"h2\" },\n { \"TARGET\": \"v2\" },\n { \"TARGET\": \"h3\" },\n { \"TARGET\": \"v3\" },\n { \"TARGET\": \"h4\" },\n { \"TARGET\": \"v4\" },\n {}\n ]\n}*/\n\nconst float offsets[3] = float[3](0.0, 1.3846153846, 3.2307692308);\nconst float weights[3] = float[3](0.2270270270, 0.3162162162, 0.0702702703);\n\nvec4 blur9(sampler2D tex, vec2 uv, vec2 direction, float s) {\n vec2 px = direction * s / RENDERSIZE;\n vec4 c = IMG_NORM_PIXEL(tex, uv) * weights[0];\n for (int i = 1; i < 3; i++) {\n vec2 off = px * offsets[i];\n c += IMG_NORM_PIXEL(tex, uv + off) * weights[i];\n c += IMG_NORM_PIXEL(tex, uv - off) * weights[i];\n }\n return c;\n}\n\nvoid main() {\n vec2 uv = isf_FragNormCoord;\n if (radius < 0.5) { gl_FragColor = IMG_NORM_PIXEL(inputImage, uv); return; }\n float s = radius * 0.5;\n\n if (PASSINDEX == 0) gl_FragColor = blur9(inputImage, uv, vec2(1,0), s);\n else if (PASSINDEX == 1) gl_FragColor = blur9(h1, uv, vec2(0,1), s);\n else if (PASSINDEX == 2) gl_FragColor = blur9(v1, uv, vec2(1,0), s);\n else if (PASSINDEX == 3) gl_FragColor = blur9(h2, uv, vec2(0,1), s);\n else if (PASSINDEX == 4) gl_FragColor = blur9(v2, uv, vec2(1,0), s);\n else if (PASSINDEX == 5) gl_FragColor = blur9(h3, uv, vec2(0,1), s);\n else if (PASSINDEX == 6) gl_FragColor = blur9(v3, uv, vec2(1,0), s);\n else if (PASSINDEX == 7) gl_FragColor = blur9(h4, uv, vec2(0,1), s);\n else gl_FragColor = IMG_NORM_PIXEL(v4, uv);\n}\n","Root":":packages/default/Presets/GLSL_shaders/linear/Gaussian Blur.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":8,"FormatSet":true,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"radius","Exposed":"radius","Value":{"Float":3.2436718940734863},"Init":{"Float":1.0},"Domain":{"Float":{"Min":0.0,"Max":10.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"ea13ed06-d21c-4c84-8d0f-83ce0027b81c","ObjectName":"gfxProcess","id":1,"Metadata":{"ScriptingName":"curve-1","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-703.7636472990108,30.614000000000033],"Size":[179.0,70.0],"Loops":false,"FoldMode":0,"Vertex":"/*{\n \"DESCRIPTION\": \"curve\",\n \"CREDIT\": \"anon (ported from https://www.vertexshaderart.com/art/TPrujGdAaBfqpYpvT)\",\n \"ISFVSN\": \"2\",\n \"MODE\": \"VERTEX_SHADER_ART\",\n \"CATEGORIES\": [\n \"Math\",\n \"Animated\"\n ],\n \"POINT_COUNT\": 1024,\n \"PRIMITIVE_MODE\": \"LINE_LOOP\",\n \"LINE_SIZE\": \"NATIVE\",\n \"BACKGROUND_COLOR\": [\n 0,\n 0,\n 0,\n 1\n ],\n \"INPUTS\": [],\n \"METADATA\": {\n \"ORIGINAL_VIEWS\": 91,\n \"ORIGINAL_DATE\": {\n \"$date\": 1463880533216\n }\n }\n}*/\n\nvoid main() {\n\n float phi = vertexId / vertexCount * 3.14159265*2.0;\n\n float x = cos(phi);\n float y = sin(phi);\n float z = 0.0;\n\n float theta = 20.0 * sin(cos(phi)*3.1415192) * sin(time);//(x+time * 0.3) * 3.141592*2.0;\n\n y *= cos(theta);\n z = sin(theta) * sin(phi);\n\n vec4 pos = vec4(x, y, z, 1.0);\n\n vec3 eye = vec3(sin(time*0.3), 0, cos(time*0.3));\n vec3 right = vec3(-eye.z, 0, eye.x);\n vec3 look = -eye;\n\n mat4 L = mat4(vec4(right, 0),\n vec4(0, 1, 0, 0),\n vec4(look, 0),\n vec4(0, 0, 0, 1));\n\n gl_Position = (L * pos) * vec4((resolution.y / resolution.x) * 0.5, 0.5, 0.5, 1);\n v_color = vec4(sin(theta) * 0.5 + 0.5,\n cos(phi) * 0.5 + 0.5,\n sin(time) * 0.5 + 0.5,\n 1.0);\n}","Root":":packages/default/Presets/Vertex Shader Art/basic/curve-1.vs","Inlets":[{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"vertexCount","Exposed":"vertexcount","Value":{"Float":25616.033203125},"Init":{"Float":1024.0},"Domain":{"Float":{"Min":3.0,"Max":100000.0}}},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"primitiveType","Exposed":"primitivetype","Value":{"Int":2},"Init":{"Int":2},"Domain":{"Int":{"Values":[0,1,2,3,4,5,6]}},"Values":[["POINTS",{"Int":0}],["LINE_STRIP",{"Int":1}],["LINE_LOOP",{"Int":2}],["LINES",{"Int":3}],["TRI_STRIP",{"Int":4}],["TRI_FAN",{"Int":5}],["TRIANGLES",{"Int":6}]],"FolderPort":"","FileExtensions":""}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":18,"Metadata":{"ScriptingName":"Trigonometric2","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-840.1766248430761,-345.1124533998801],"Size":[324.0,176.0],"Loops":false,"FoldMode":0,"Vertex":"void main() {\n\tisf_vertShaderInit();\n\tisf_vertShaderFinish();\n}","Fragment":"/*{\n \"CREDIT\": \"by mojovideotech\",\n \"CATEGORIES\": [\n \t\"generator\",\n \"procedural\",\n \"2d\",\n \"trigonometric\"\n ],\n \"DESCRIPTION\": \"from https://www.shadertoy.com/view/Mdl3RH by iq. Trigonometric iterations. Or, some abstract stuff inspired made after Pickover's popcorn formulas.\",\n \"INPUTS\": [\n {\n \"MAX\": [\n 10,\n 10\n ],\n \"MIN\": [\n -10,\n -10\n ],\n \"DEFAULT\": [\n 0.5,\n 0.4\n ],\n \"NAME\": \"matrix\",\n \"TYPE\": \"point2D\"\n },\n {\n \"NAME\": \"seed1\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 250,\n \"MIN\": 10,\n \"MAX\": 500\n },\n {\n \"NAME\": \"seed2\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 45,\n \"MIN\": 1,\n \"MAX\": 50\n },\n {\n \"NAME\": \"offset1\",\n \"TYPE\": \"float\",\n \"DEFAULT\": -1,\n \"MIN\": -3,\n \"MAX\": 3\n },\n {\n \"NAME\": \"offset2\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 2,\n \"MIN\": -3,\n \"MAX\": 3\n },\n {\n \"NAME\": \"offset3\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 1.5,\n \"MIN\": -5,\n \"MAX\": 5\n },\n {\n \"NAME\": \"depth\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.99,\n \"MIN\": 0.5,\n \"MAX\": 1.75\n },\n {\n \"NAME\": \"color1\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.33,\n \"MIN\": -0.5,\n \"MAX\": 0.5\n },\n {\n \"NAME\": \"color2\",\n \"TYPE\": \"float\",\n \"DEFAULT\": -0.33,\n \"MIN\": -0.5,\n \"MAX\": 0.5\n },\n {\n \"NAME\": \"color3\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.33,\n \"MIN\": 0,\n \"MAX\": 1\n },\n {\n \"NAME\": \"density\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0.99,\n \"MIN\": 0.025,\n \"MAX\": 1.25\n },\n {\n \"NAME\": \"multiplier\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 2,\n \"MIN\": 1,\n \"MAX\": 120\n },\n {\n \"NAME\": \"rate\",\n \"TYPE\": \"float\",\n \"DEFAULT\": 0,\n \"MIN\": -0.1,\n \"MAX\": 0.1\n }\n ]\n}*/\n\n\n////////////////////////////////////////////////////////////\n// Trigonometric2 by mojovideotech\n//\n// based on :\n// shadertoy.com/\\Mdl3RH by IQ - www.iquilezles.org\n//\n// Creative Commons Attribution-NonCommercial-ShareAlike 3.0\n////////////////////////////////////////////////////////////\n\n\n\nvec2 iterate( in vec2 p, in vec4 t ) {\n return p - (1.0-depth)*cos(t.yz + p.x*p.y + cos(mix(t.zw,p.yx,matrix)+1.5*3.1415927*p.yx)+p.yy*length(p.yx) );\n}\n\nvoid main() \n{\n\tvec2 q = isf_FragNormCoord;\n\tvec2 p = offset1 + offset2*q;\n\tp.x *= RENDERSIZE.x/RENDERSIZE.y;\n p *= offset3;\t\n float tt = (rate*TIME-sqrt(TIME/seed1))*seed2;\n vec4 t = 0.05*tt*vec4( p.y,floor(multiplier), matrix.y, matrix.x ) + vec4(0.6,2.0,3.0,1.0);\n vec2 z = p;\n\tvec3 s = vec3(0.0);\n\tfor( int i=0; i<96; i++ ) {\n\t\tz = iterate( z, t );\n\t\tfloat d = dot( z-p, z-p ); \n\t\ts.x += 1.0/(0.1+d);\n\t\ts.y += sin(atan( p.x-z.x, p.y-z.y ));\n\t\ts.z += exp(-0.2*d );\n\t}\n s /= 100.0;\n\tvec3 cola = 0.5 + 0.5*cos( vec3(0.5+color2,0.5,(1.0-(color2+0.5))) + 2.5 + s.z*6.2831 );\n\tcola *= 0.5 + 0.5*s.y;\n cola *= s.x;\n cola *= 0.94+density*sin(seed2*length(z));\n\tvec3 nor = normalize( vec3( (s.x), 0.02, (s.x) ) );\n\tvec3 dif = mix( nor*cola, vec3(color3,abs(color1+color2),1.0-color3),color3 );\n\tcola += 0.5*vec3(dif);\n\tcola *= 0.3 + 0.7*pow( seed1*q.x*q.y*(1.0-q.x)*(1.0-q.y), 0.2 );\n \tvec3 colb = cola*(vec3(1.5 - nor));\n\tvec3 col = mix(cola,colb,0.5+color1);\n\t\n\tgl_FragColor = vec4( col, 1.0 );\n}","Root":":packages/default/Presets/GLSL_shaders/gitizenme/Trigonometric2.fs","Inlets":[{"uuid":"0adbbdda-fda4-451e-91cc-1da731bde9d5","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"matrix","Exposed":"matrix","Value":{"Vec2f":[0.5,0.4000000059604645]},"Init":{"Vec2f":[0.5,0.4000000059604645]},"Domain":{"Vec2f":{"Min":[-10.0,-10.0],"Max":[10.0,10.0],"Values":[[],[]]}},"Integral":false},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"seed1","Exposed":"seed1","Value":{"Float":250.0},"Init":{"Float":250.0},"Domain":{"Float":{"Min":10.0,"Max":500.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"seed2","Exposed":"seed2","Value":{"Float":45.0},"Init":{"Float":45.0},"Domain":{"Float":{"Min":1.0,"Max":50.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"offset1","Exposed":"offset1","Value":{"Float":-1.0},"Init":{"Float":-1.0},"Domain":{"Float":{"Min":-3.0,"Max":3.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"offset2","Exposed":"offset2","Value":{"Float":2.0},"Init":{"Float":2.0},"Domain":{"Float":{"Min":-3.0,"Max":3.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"offset3","Exposed":"offset3","Value":{"Float":1.5},"Init":{"Float":1.5},"Domain":{"Float":{"Min":-5.0,"Max":5.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":6,"Hidden":true,"Custom":"depth","Exposed":"depth","Value":{"Float":0.9900000095367432},"Init":{"Float":0.9900000095367432},"Domain":{"Float":{"Min":0.5,"Max":1.75}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":7,"Hidden":true,"Custom":"color1","Exposed":"color1","Value":{"Float":0.33000001311302185},"Init":{"Float":0.33000001311302185},"Domain":{"Float":{"Min":-0.5,"Max":0.5}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":8,"Hidden":true,"Custom":"color2","Exposed":"color2","Value":{"Float":-0.33000001311302185},"Init":{"Float":-0.33000001311302185},"Domain":{"Float":{"Min":-0.5,"Max":0.5}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":9,"Hidden":true,"Custom":"color3","Exposed":"color3","Value":{"Float":0.33000001311302185},"Init":{"Float":0.33000001311302185},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":10,"Hidden":true,"Custom":"density","Exposed":"density","Value":{"Float":0.9900000095367432},"Init":{"Float":0.9900000095367432},"Domain":{"Float":{"Min":0.02500000037252903,"Max":1.25}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":11,"Hidden":true,"Custom":"multiplier","Exposed":"multiplier","Value":{"Float":2.0},"Init":{"Float":2.0},"Domain":{"Float":{"Min":1.0,"Max":120.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":12,"Hidden":true,"Custom":"rate","Exposed":"rate","Value":{"Float":0.0},"Init":{"Float":0.0},"Domain":{"Float":{"Min":-0.10000000149011612,"Max":0.10000000149011612}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":19,"Metadata":{"ScriptingName":"Video Mixer","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[1207.5895312499997,-260.0072968749998],"Size":[399.0,175.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n \"CATEGORIES\": [\n \"General\"\n ],\n \"CREDIT\": \"Jamie Owen, Jean-Michaël Celerier, Optimized by AI Assistant (Gemini)\",\n \"DESCRIPTION\": \"8-channel video mixer (Optimized)\",\n \"INPUTS\": [\n { \"NAME\": \"t1\", \"LABEL\" : \"Texture 1\", \"TYPE\": \"image\" },\n { \"NAME\": \"t2\", \"LABEL\" : \"Texture 2\", \"TYPE\": \"image\" },\n { \"NAME\": \"t3\", \"LABEL\" : \"Texture 3\", \"TYPE\": \"image\" },\n { \"NAME\": \"t4\", \"LABEL\" : \"Texture 4\", \"TYPE\": \"image\" },\n { \"NAME\": \"t5\", \"LABEL\" : \"Texture 5\", \"TYPE\": \"image\" },\n { \"NAME\": \"t6\", \"LABEL\" : \"Texture 6\", \"TYPE\": \"image\" },\n { \"NAME\": \"t7\", \"LABEL\" : \"Texture 7\", \"TYPE\": \"image\" },\n { \"NAME\": \"t8\", \"LABEL\" : \"Texture 8\", \"TYPE\": \"image\" },\n { \"NAME\": \"alpha1\", \"LABEL\" : \"Alpha 1\", \"DEFAULT\": 1, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"NAME\": \"alpha2\", \"LABEL\" : \"Alpha 2\", \"DEFAULT\": 0, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"NAME\": \"alpha3\", \"LABEL\" : \"Alpha 3\", \"DEFAULT\": 0, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"NAME\": \"alpha4\", \"LABEL\" : \"Alpha 4\", \"DEFAULT\": 0, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"NAME\": \"alpha5\", \"LABEL\" : \"Alpha 5\", \"DEFAULT\": 0, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"NAME\": \"alpha6\", \"LABEL\" : \"Alpha 6\", \"DEFAULT\": 0, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"NAME\": \"alpha7\", \"LABEL\" : \"Alpha 7\", \"DEFAULT\": 0, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"NAME\": \"alpha8\", \"LABEL\" : \"Alpha 8\", \"DEFAULT\": 0, \"MAX\": 1, \"MIN\": 0, \"TYPE\": \"float\" },\n { \"VALUES\" : [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25 ],\n \"LABELS\" : [ \"Add\", \"Average\", \"Color Burn\", \"Color Dodge\", \"Darken\", \"Difference\", \n \"Exclusion\", \"Glow\", \"Hard Light\", \"Hard Mix\", \"Lighten\", \"Linear Burn\", \n \"Linear Dodge\", \"Linear Light\", \"Multiply\", \"Negation\", \"Normal\", \"Overlay\", \n \"Phoenix\", \"Pin Light\", \"Reflect\", \"Screen\", \"Soft Light\", \"Subtract\", \"Vivid Light\"],\n \"IDENTITY\" : 1,\n \"DEFAULT\" : 17,\n \"LABEL\" : \"Mode 1\",\n \"TYPE\" : \"long\",\n \"NAME\" : \"mode1\"\n },\n { \"VALUES\" : [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25 ],\n \"LABELS\" : [ \"Add\", \"Average\", \"Color Burn\", \"Color Dodge\", \"Darken\", \"Difference\", \n \"Exclusion\", \"Glow\", \"Hard Light\", \"Hard Mix\", \"Lighten\", \"Linear Burn\", \n \"Linear Dodge\", \"Linear Light\", \"Multiply\", \"Negation\", \"Normal\", \"Overlay\", \n \"Phoenix\", \"Pin Light\", \"Reflect\", \"Screen\", \"Soft Light\", \"Subtract\", \"Vivid Light\"],\n \"IDENTITY\" : 1,\n \"DEFAULT\" : 17,\n \"LABEL\" : \"Mode 2\",\n \"TYPE\" : \"long\",\n \"NAME\" : \"mode2\"\n },\n { \"VALUES\" : [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25 ],\n \"LABELS\" : [ \"Add\", \"Average\", \"Color Burn\", \"Color Dodge\", \"Darken\", \"Difference\", \n \"Exclusion\", \"Glow\", \"Hard Light\", \"Hard Mix\", \"Lighten\", \"Linear Burn\", \n \"Linear Dodge\", \"Linear Light\", \"Multiply\", \"Negation\", \"Normal\", \"Overlay\", \n \"Phoenix\", \"Pin Light\", \"Reflect\", \"Screen\", \"Soft Light\", \"Subtract\", \"Vivid Light\"],\n \"IDENTITY\" : 1,\n \"DEFAULT\" : 17,\n \"LABEL\" : \"Mode 3\",\n \"TYPE\" : \"long\",\n \"NAME\" : \"mode3\"\n },\n { \"VALUES\" : [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25 ],\n \"LABELS\" : [ \"Add\", \"Average\", \"Color Burn\", \"Color Dodge\", \"Darken\", \"Difference\", \n \"Exclusion\", \"Glow\", \"Hard Light\", \"Hard Mix\", \"Lighten\", \"Linear Burn\", \n \"Linear Dodge\", \"Linear Light\", \"Multiply\", \"Negation\", \"Normal\", \"Overlay\", \n \"Phoenix\", \"Pin Light\", \"Reflect\", \"Screen\", \"Soft Light\", \"Subtract\", \"Vivid Light\"],\n \"IDENTITY\" : 1,\n \"DEFAULT\" : 17,\n \"LABEL\" : \"Mode 4\",\n \"TYPE\" : \"long\",\n \"NAME\" : \"mode4\"\n },\n { \"VALUES\" : [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25 ],\n \"LABELS\" : [ \"Add\", \"Average\", \"Color Burn\", \"Color Dodge\", \"Darken\", \"Difference\", \n \"Exclusion\", \"Glow\", \"Hard Light\", \"Hard Mix\", \"Lighten\", \"Linear Burn\", \n \"Linear Dodge\", \"Linear Light\", \"Multiply\", \"Negation\", \"Normal\", \"Overlay\", \n \"Phoenix\", \"Pin Light\", \"Reflect\", \"Screen\", \"Soft Light\", \"Subtract\", \"Vivid Light\"],\n \"IDENTITY\" : 1,\n \"DEFAULT\" : 17,\n \"LABEL\" : \"Mode 5\",\n \"TYPE\" : \"long\",\n \"NAME\" : \"mode5\"\n },\n { \"VALUES\" : [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25 ],\n \"LABELS\" : [ \"Add\", \"Average\", \"Color Burn\", \"Color Dodge\", \"Darken\", \"Difference\", \n \"Exclusion\", \"Glow\", \"Hard Light\", \"Hard Mix\", \"Lighten\", \"Linear Burn\", \n \"Linear Dodge\", \"Linear Light\", \"Multiply\", \"Negation\", \"Normal\", \"Overlay\", \n \"Phoenix\", \"Pin Light\", \"Reflect\", \"Screen\", \"Soft Light\", \"Subtract\", \"Vivid Light\"],\n \"IDENTITY\" : 1,\n \"DEFAULT\" : 17,\n \"LABEL\" : \"Mode 6\",\n \"TYPE\" : \"long\",\n \"NAME\" : \"mode6\"\n },\n { \"VALUES\" : [ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25 ],\n \"LABELS\" : [ \"Add\", \"Average\", \"Color Burn\", \"Color Dodge\", \"Darken\", \"Difference\", \n \"Exclusion\", \"Glow\", \"Hard Light\", \"Hard Mix\", \"Lighten\", \"Linear Burn\", \n \"Linear Dodge\", \"Linear Light\", \"Multiply\", \"Negation\", \"Normal\", \"Overlay\", \n \"Phoenix\", \"Pin Light\", \"Reflect\", \"Screen\", \"Soft Light\", \"Subtract\", \"Vivid Light\"],\n \"IDENTITY\" : 1,\n \"DEFAULT\" : 17,\n \"LABEL\" : \"Mode 7\",\n \"TYPE\" : \"long\",\n \"NAME\" : \"mode7\"\n }\n ],\n \"ISFVSN\": \"2\"\n}\n*/\n\n/* Blend mode implementations courtesy of Jamie Owen:\n https://github.com/jamieowen/glsl-blend\n*/\n\nvec3 blendPhoenix(vec3 base, vec3 blend) {\n return min(base, blend) - max(base, blend) + vec3(1.0);\n}\nfloat blendOverlay(float base, float blend) {\n return base < 0.5 ? (2.0 * base * blend) : (1.0 - 2.0 * (1.0 - base) * (1.0 - blend));\n}\nvec3 blendOverlay(vec3 base, vec3 blend) {\n return vec3(blendOverlay(base.r, blend.r), blendOverlay(base.g, blend.g), blendOverlay(base.b, blend.b));\n}\nvec3 blendNormal(vec3 base, vec3 blend) { return blend; }\nvec3 blendNegation(vec3 base, vec3 blend) {\n return vec3(1.0) - abs(vec3(1.0) - base - blend);\n}\nvec3 blendMultiply(vec3 base, vec3 blend) { return base * blend; }\nfloat blendReflect(float base, float blend) {\n return (blend == 1.0) ? blend : min(base * base / (1.0 - blend), 1.0);\n}\nvec3 blendReflect(vec3 base, vec3 blend) {\n return vec3(blendReflect(base.r, blend.r), blendReflect(base.g, blend.g), blendReflect(base.b, blend.b));\n}\nvec3 blendAverage(vec3 base, vec3 blend) { return (base + blend) / 2.0; }\nfloat blendLinearBurn(float base, float blend) {\n return max(base + blend - 1.0, 0.0);\n}\nvec3 blendLinearBurn(vec3 base, vec3 blend) {\n return max(base + blend - vec3(1.0), vec3(0.0));\n}\nfloat blendLighten(float base, float blend) { return max(blend, base); }\nvec3 blendLighten(vec3 base, vec3 blend) {\n return vec3(blendLighten(base.r, blend.r), blendLighten(base.g, blend.g), blendLighten(base.b, blend.b));\n}\nfloat blendScreen(float base, float blend) {\n return 1.0 - ((1.0 - base) * (1.0 - blend));\n}\nvec3 blendScreen(vec3 base, vec3 blend) {\n return vec3(blendScreen(base.r, blend.r), blendScreen(base.g, blend.g), blendScreen(base.b, blend.b));\n}\nfloat blendSoftLight(float base, float blend) {\n return (blend < 0.5)\n ? (2.0 * base * blend + base * base * (1.0 - 2.0 * blend))\n : (sqrt(base) * (2.0 * blend - 1.0) + 2.0 * base * (1.0 - blend));\n}\nvec3 blendSoftLight(vec3 base, vec3 blend) {\n return vec3(blendSoftLight(base.r, blend.r), blendSoftLight(base.g, blend.g), blendSoftLight(base.b, blend.b));\n}\nfloat blendSubtract(float base, float blend) {\n return max(base + blend - 1.0, 0.0);\n}\nvec3 blendSubtract(vec3 base, vec3 blend) {\n return max(base + blend - vec3(1.0), vec3(0.0));\n}\nvec3 blendExclusion(vec3 base, vec3 blend) {\n return base + blend - 2.0 * base * blend;\n}\nvec3 blendDifference(vec3 base, vec3 blend) { return abs(base - blend); }\nfloat blendDarken(float base, float blend) { return min(blend, base); }\nvec3 blendDarken(vec3 base, vec3 blend) {\n return vec3(blendDarken(base.r, blend.r), blendDarken(base.g, blend.g), blendDarken(base.b, blend.b));\n}\nfloat blendColorDodge(float base, float blend) {\n return (blend == 1.0) ? blend : min(base / (1.0 - blend), 1.0);\n}\nvec3 blendColorDodge(vec3 base, vec3 blend) {\n return vec3(blendColorDodge(base.r, blend.r), blendColorDodge(base.g, blend.g), blendColorDodge(base.b, blend.b));\n}\nfloat blendColorBurn(float base, float blend) {\n return (blend == 0.0) ? blend : max((1.0 - ((1.0 - base) / blend)), 0.0);\n}\nvec3 blendColorBurn(vec3 base, vec3 blend) {\n return vec3(blendColorBurn(base.r, blend.r), blendColorBurn(base.g, blend.g), blendColorBurn(base.b, blend.b));\n}\nfloat blendAdd(float base, float blend) { return min(base + blend, 1.0); }\nvec3 blendAdd(vec3 base, vec3 blend) { return min(base + blend, vec3(1.0)); }\nfloat blendLinearDodge(float base, float blend) {\n return min(base + blend, 1.0);\n}\nvec3 blendLinearDodge(vec3 base, vec3 blend) {\n return min(base + blend, vec3(1.0));\n}\nvec3 blendHardLight(vec3 base, vec3 blend) { return blendOverlay(blend, base); }\nvec3 blendGlow(vec3 base, vec3 blend) { return blendReflect(blend, base); }\nfloat blendVividLight(float base, float blend) {\n return (blend < 0.5) ? blendColorBurn(base, (2.0 * blend)) : blendColorDodge(base, (2.0 * (blend - 0.5)));\n}\nvec3 blendVividLight(vec3 base, vec3 blend) {\n return vec3(blendVividLight(base.r, blend.r), blendVividLight(base.g, blend.g), blendVividLight(base.b, blend.b));\n}\nfloat blendHardMix(float base, float blend) {\n return (blendVividLight(base, blend) < 0.5) ? 0.0 : 1.0;\n}\nvec3 blendHardMix(vec3 base, vec3 blend) {\n return vec3(blendHardMix(base.r, blend.r), blendHardMix(base.g, blend.g), blendHardMix(base.b, blend.b));\n}\nfloat blendLinearLight(float base, float blend) {\n return blend < 0.5 ? blendLinearBurn(base, (2.0 * blend)) : blendLinearDodge(base, (2.0 * (blend - 0.5)));\n}\nvec3 blendLinearLight(vec3 base, vec3 blend) {\n return vec3(blendLinearLight(base.r, blend.r), blendLinearLight(base.g, blend.g), blendLinearLight(base.b, blend.b));\n}\nfloat blendPinLight(float base, float blend) {\n return (blend < 0.5) ? blendDarken(base, (2.0 * blend)) : blendLighten(base, (2.0 * (blend - 0.5)));\n}\nvec3 blendPinLight(vec3 base, vec3 blend) {\n return vec3(blendPinLight(base.r, blend.r), blendPinLight(base.g, blend.g), blendPinLight(base.b, blend.b));\n}\n\n// 3-argument version of blendMode\nvec3 blendMode(int mode, vec3 base, vec3 blend) {\n if (mode == 1) return blendAdd(base, blend);\n else if (mode == 2) return blendAverage(base, blend);\n else if (mode == 3) return blendColorBurn(base, blend);\n else if (mode == 4) return blendColorDodge(base, blend);\n else if (mode == 5) return blendDarken(base, blend);\n else if (mode == 6) return blendDifference(base, blend);\n else if (mode == 7) return blendExclusion(base, blend);\n else if (mode == 8) return blendGlow(base, blend);\n else if (mode == 9) return blendHardLight(base, blend);\n else if (mode == 10) return blendHardMix(base, blend);\n else if (mode == 11) return blendLighten(base, blend);\n else if (mode == 12) return blendLinearBurn(base, blend);\n else if (mode == 13) return blendLinearDodge(base, blend);\n else if (mode == 14) return blendLinearLight(base, blend);\n else if (mode == 15) return blendMultiply(base, blend);\n else if (mode == 16) return blendNegation(base, blend);\n else if (mode == 17) return blendNormal(base, blend);\n else if (mode == 18) return blendOverlay(base, blend);\n else if (mode == 19) return blendPhoenix(base, blend);\n else if (mode == 20) return blendPinLight(base, blend);\n else if (mode == 21) return blendReflect(base, blend);\n else if (mode == 22) return blendScreen(base, blend);\n else if (mode == 23) return blendSoftLight(base, blend);\n else if (mode == 24) return blendSubtract(base, blend);\n else if (mode == 25) return blendVividLight(base, blend);\n else return vec3(0.,0.,0.);\n}\n\n// 4-argument version (handles the opacity mapping beautifully with mix!)\nvec3 blendMode(int mode, vec3 base, vec3 blend, float opacity) {\n return mix(base, blendMode(mode, base, blend), opacity);\n}\n\nvoid main() {\n // Base Layer 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Box","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-827.5683309009227,-478.7178486312319],"Size":[496.0,98.0],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"9ae797ea-d94c-4792-acec-9ec1932bae5d","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"in","Exposed":"in","Value":{"String":"\n\n

This example is a more advanced example of visual effect combining many shaders
in one nic visual.
It also features an example of feedback : the output of pixel sort is fed back at the
next frame to the second input of Colour Distance.

Credits to Vidvox, and all the authors of the vairious shaders in this example!

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JFdlY2NjaGhIVdV6vS5JUjgc1nUtHI5YluV5XigkmqZFop4dxzEMg7zIZrP1ej0SiRiG0W63BwcHDcNACCUSOKRvdXWVJJIUCoWRkZF2u12r1V5++aWVlVVd113XlWXJtp1ms5lMJi3LYlmmXm8kk8lWqxWLxUgwtSiKlmUlk8n19fWBgQHDMBiGcV1XVVXyQpIkz/OKxeLIyEitVpNlud1u98d4gIsDAA6Ri+OQCXQshvMDRVFUFGVkZGRzc3NqakrTtGaz2W63YzEcy1yr1SKRSDwer1arJMx5ZGQkkYhfvvxJKBQyTdO27Wg02m63JUny63tQ7Xb7zJkzV69elWWZnCbLsjRNm56enpubjUSi8Xh8aGjo6tWrJ06cWFxcVFV1cHCw2Wy2WtjuJu6O559/vlQqtdttiqJUVSVeZpqmO52OLMvFYrHfg/ykAIEGgMBy6H3QJ06cyOdzJE1ueHj4z//8zxmGlmV5fHw8Go3W67VwOFwul+PxRKlUGhjIx+OJDz/8MBaLsSz3G7/x6+s+DMPOzBxrNlvNZlOWJdO08vmcbyyHzp49axhGNBqRJGl1dTWbzc3NzZ09e3Z4eOgnP/m7oaGh5eXl06dP6zpOQWw0sLXrus61a7OaptVq1RdfPGfb9o0bN0zTOnnyZKlUzOcH3n///S984eW33vrJxsbGkz5/AAAcJg6ZBR2JRBiGjsVirVZLlmVF6RC3QyKRQMhrtxWe5zRNj0Qiuq4Tf8Xy8vLo6Ei1WotGo57n+mkaXjgcabfbsiwTTwjHcalUamFhgdjgZ86cmZubi8fjmqYVi8V0OoUQKhZLCKGpqSld1+v1Os/zsVhMVVVBEIjyHjlypFQqJZPJUqkUj8f9LVdJvl80Gmk2m9Vq7UmfRbCgASC4HHoXB1Sz+4yAiwMADpFAH7JEFQAAgGcHEGgAAICAcsgEWhTFdDrd+zObzfpeaYZkEpJ6SQghSZJEUQyHZZInsg9kBZqmk8lkJpPmOC6TyZDMl33228/09DTP42qiu1PJRVGkaVqSpB3LOY6Lx+M7jqFHb31BEDKZTCgU2v8rJJNJcsCSdI81AQA4XByyKI4XX3xxc3NzenoqlUq1Wq3x8fFisWgYpus6N2/ePHZsxnHstbW18fEJ0zRJfc4PPvgwFBKJjrda7UuXLsXj8a9+9av1et0wDEkKvfXWT77xjW+USiWGYWq12iuvvLK8vCRJ0oULF2OxWDabLRQKL774ol+Bepnn+Y2NjWQyWS6XTdOcmpqSZalcLn/rW79SLJZM0/TTRnDd0WQyiZDHMKxl4YKorutaFi7ufPPmzVOnTicSifn5+Xg8btu2LMuiKChKJxqN/vjHP/785z8vCMLFixdfeeUVjmMdB4c5v/vuu1/60pdarabjdCv6DwzkO52O47iRSGR29trMzEy1Wn3vvfef9E8EAMCzakE3Go1MJlMoFCkKF91v+AnOqtpJpdKqqlmW6SemsIuLC5qmWZbVaDQ0TWNZlqZxUrUoCsPDwyMjI35gckEQhEajGY1GSbQc2WChsKkoHYSoTqczPj5O0/Tk5JFarTY7ey0cDrMsY9v24uLiyMgwTuZj6Bs3bmqaVi5XlpYWZVlqtZrtNo4w8fuqYDV3Xc+PBZSi0Wgmk+l01Gw2c+XKJ6dPnwqHZT8Ku+Xn2tQbjQbpurK6uirLcr1eX1pabrdbjmMnEgmGYVRVpWl6YmIiFMJ1+i0L11Y1TZPn+VarvbKyuv/Zi8vQMAwADhOHL4rjoesTkQJDT1NTPpZlBEHsdDr3s/LpMW1mxPjBhxmoBw0AweQQJ6q4rsfz2GL9zFvyeH77+x92LMu8z69zY5O7sUkFIZsRAID75NAItOd5hvGUWL4AAABPiUCTuszoKQLMWAAAnhKBlmX5UXg2AoSidCAlEgCAp0GgKarbf4Sg50fwnKGuco2qE5KR5zE6bgz4q7/6q5ubm8Vi0XEcVVUbjUY4HCZtvJPJpG3boVCo2WxKPo7j8DxPOmqfOnVqeXl5cXHx8Xwdz/OervEAAADPsEBjUaOZ9vEzriTHP3q79Iv/OPHeW8rA2fTf/bB59guRaxcpy6Qdu1qtRiKRwcHBoaGhUCj0ySefnDp1Stf1+fn58fHxXC6nqqplWeFw+Pz585FIhGXZdDp94cKFgPQqpChKlqXH48zxPK/TUR86GAYAgMfD4RBoynXE9SXasRFCkWsfs0rLVnE3a210svm5V7hGdfi737l27RopWj86Ovryyy9fvHixWCxWq1W/EGitWq36rVVwp5KbN2+Oj4+vrq6GQqFkMtlsNoPgcKBpihSnvueaZ8+eXVxcbDQaMzMz169f73/ryJEjNE03Gg1FUURRbLfbe341z/NomnKcPQTaP4bP9k2APhzHhQch8DTHQUciYZLMLWdNKYM1en9ohqYpyrb31VwKsQzjuK7n3tuK/CyR1/1U5kKeizfV6XR2Hx7D0OFw2BgYYdtNM5WzYwkzk6dMk6+W+PKmG5KZTpuvlSYmJo4dO7a8vPy1r32t2WwWi8WxsbFSqeS374omEgnP89bW1o4dOxaJRH70ox998YtfjEaj77777sjIyMrKyuc+97nf/d3f9TxPURTH2RlyxzBMOIxbFgCPCsuyVRW74ADgqY2DzowZLIdQZ9yreqZpJhK462CtViN9Tx54a5mMKIqZTKbWrGmaRop4VKvVPTM+YrFYMpkkKXy2bcfj8XK57DjOQ3RixX3H0T1Mdb5arr361fD1Ky4viBsrdjjq8jximPV/8i8YXY1/8NPQlfPnzp0TRbFSqRQKBV3X19bWEonE4uLi8vLyzMwMwzClUkmW5UQiQdO0YRizs7OKorRaLV3XNzc373mcPSvejKc6R0/hk3DpPSuWYnSVMk3G1GVZJqel0WjIsjw4OPjOO+9Eo9HnnnuOdLfZ3NwkBv7y8vJD/EBPEzAcAZ5+C/rIGYNmENU+wTK4TL5pmoZhKIpiGEa5XH7QDZ48edKyrHq9PjQ0xHFcoVCgabrVatXr9d0rj46OiiIu5UGcBhRFbWxspNPp2dlZssKRI0f8TOtWJpMpl8s0jdu80jRdLBZzuRzR9MuXLw8NDU1MTGxublqW1W4rjUa9XscNEndY0EQcpaxJ8YyHH0qIsi3KdTy/HBLleugz2PKuTallvM39LWh1+pTLspTr8uWClcqyjSpfKTRefoMvrlMICYVVyXV+7dd+jVSYIg0Y//RP//RXfuVXLl++/PrrrzMMYxgGeYbl8/nvfOc76BnGsqxOZ6cFzbKsIPAowOg6/gWf9FE8cxxKC5qiqPXrMkUhx17Z8RYpG3Q3v20v3DiasfKTxucl5tUTfqoL9R4iKkfdRgitlLj/9S/inueR80Kz1sjJTmFe+Nf/pOOnl1/tbs7DjhHkIZphNHPlv70VIbsolUrhcNi2bd9xYcdisU6nQ3ohGoZBUZSiKBRFlctlsrLn4UFAOByemZnpdJSNjc3dqeeOQVOWixDuOUsO1N997/VD4jn39Vnp9jUrmeVqJX1wTBuZ8CaOpn76V8LGcuvsz+EeuJ22Udq4evVqsVgkRf5INb4PPvjgzJkzN27cUFWV1OorFAorKzt/MoAIdP9NeDdEUeR5nuO4arVKluTz+XK57Hd36xoTPM+bpikIgm3bj1BSLeuOrXGYA9cKz0P94y0Wn6UD36nreqS5czA5HAKdjjKGRUmCR1Feucn0RMqyLJ6jkxGk6BTLoBDvVVrYW02ksyfQvIgN0FTMGc7skeism3eoPMsjikGc6A2lXba7sR24rY5N07GeKUraZlcqFYRQqYQ7YxGWlpZ6r20bl9nbiqDoNJut9fWNRCIxOTmJEGq1WqZpSJI0MjJSrVZFUSwUCkTmiGuFfB2WZTVNI53I+w8okUjE43HyhIhEIqQjl23b+NSl08Vi0e/iWEskErnxHGnQxXF8u93e89LEZnKrmD6pITSHSnN40VFcqArd9p9VGfzfgvL3SEYdhKp1dKOOwkdQG1V/duNTsgVGox3Xxc8UG2VO3vl8uTsMQ99h1N/fp+4jRpPuXQm9XexY/sjplDgyWNkHM5lhNOxVq7/8Fdo0rFgi99f/Xjn2nLi64Iohvlb+pV/6peeee+7SpUuky9rRo0cty7p48eIv//Iv/+AHP3jhhRdIQ+Tvfve7X/3qVy9cuPAIQ0V32Dwcx/I8f79+vF3PCVmW+/2HFEVJkqTr+o41/WxhY/u25bn72SlFUeSBR9N0r4E9TXd/XJqmBUEguk/u8R3zSY7jmqYR2ICmQyDQCKGBpE1RKBLyWIYI9DbpqDOSdYl8ex7qCXQ/lVWuus7N0+jf/nV3id+Km7NtRxA410X9OmUY6PZHkueib/9OnFylFEVFwmJHNcKygBBqtjTPQ4b5CJ66dR+O48IYORwOC4IgiuLg4KBpmuPj44uLi6SoNMuyuVyOeN6J67l/O5qmZbNZUryUYZhMJqMoil8hr8Fx3OTkZLvdbrVaHIeveM+HRLDwPN9utyqVqqpuR92FQiHDMKpz4d6tQgpt2/ZdZ2iHhobi8bhhGJqmCYIQDoeL5WIkEqEoKhwOt9ttXdfJYGKHH4miqNHRUZbF5VjJsIPjuEQioWlau9VOp9MrKyuk1rbfive+cv0Zzhs7pWm1lKvjduymiau8NpvNEydOlEol27b9UHR8Vzcajc3NzQeaAQ6Hw7qu27bNsiwp3UXOkiRJnueR0ol+mUOGpjXP8yRJ0jTddV3i+yLnmWXZUCikhWT1yPHUpx9icdlYVsemGIaxhsbbpz7viNLIn/1etVr9wz/8wxMnTmSzWZ7nk8nk4uJiu93WNC2ZTGaz2bm5uY2NjaNHj87NzR10CTCPpq1YknIdRu3UXvu6Pjgm37qW+ODv1bFpVmnx1SJC6PXXX08mk6urq6IoKoqSzWaXlpamp6d1XRcEod1uEwH9zd/8zZ/85CcLCwuiKEaj0dnZ2W9+85u///u/v+d+bTlCuS6tdWpf/Abt33SJ83/Xv9Pf/u3fVhTl9u3bo6OjrutubGzcvHnzW9/61ieffJLP51s+mUzmypUr6XT62LFj3//+93d8MxRgDodAr5Q4RCGG8naP7ystxnSYjkazrMff9dtQnossF1lbCsNz7Hg+V621X3j+SKHUqNTvMD08F+9G21LgeEw+ffLIpatLL71wzEPeD3/08aMNnCIO8Var2Wq11tfXEULEFCKve9y4cSMUCu05k6nr+o0bN/bceL9Fr6pqz4onPmiapqPR6MBAXhRFz8PDjmg0ks/nl5eXM5lMvV6PRqOdTkfwMU1T0zS/9y4WuAsXLpCzRXTWb5Eui6LoOE6n03Fd1zCMcDhcrVYFQSASv8u28khDA0VRIpEIUbd4PM4wjKIoZKaBTOGWy+X7jxDneFeQXdr2FAN/xLIsQRA6nU6pVCIPAIrCZRFbrdbuzgwMw3ieRzQ3mUySw+B5Pp/Pk/mDycnJoaGhK1eujI6OViqVwcHBRqOxvr4+NjYWjUZv3rwZiUQ6nc7Y2Jht281mMxwO37hx0+8lz6TT6dXVVc/zRFGIxWLa+lJofTGRSyZvfVRdXQ4XFgaGs+GVq6UlxNr2kamxi5c/VNrtUnVz8siRhYUFy7ZDIn6s/sG/+T3Xca7NXqEZptPBk9UUhQ+bZskDlfZ/lIe5RF2HQt5dz3PjxS/Z0Xj+P/1x+NrH0vz10Ar2EDZe+pJQWGOVVuzjd2maHhoaGh8fJyatruvhcPj06dOVSmV4eHhtbW1zc3NpaYlkjWWz2TfeeGNtbe3mzZvFIpbaPdHGpsx0Pvn2j6xoInzjSmcaz1orJ84y/hdPvv037Xb7+vXr4XB4eHjYNE1Zlm/duiXL8osvvshxnCRJ58+fz+VyX/nKVxBCZPh4iDgEk4SxWFQQsOm6G8uyfFNlj0Rwz/Msy9pns+lkxLLsaFRyHHejsMf0YA+WoQfziUZLFfwnQLn6wPEbOw5snzC7x5aosnuS0B9VCJIkDQwMVCoVSZIYhpFl2TAMYjurqipJEmk6s7a2hh2jlDd6Qnds6hcm3bh8x9auLglvXdrZ4WWHDT52WjU15uWcNzXYv3wP10ajQ//hX+9sTHM3Xn/ttfHxMfIsJ2rTlSt/hpWi8MTC0uLi8NAwy3J4Z65D0zTl7zcajdy4eeNv33pLURS/w0PLsiyKokZGRohqh8NhURSJ9GiaRobqiqKQtFWKoizLqtVq+Xy+2WxqmkbTNMfx6XSaPB3JNSli8CXNCm507AGGYjRiGEq0PPyQ5qmwJMSa+rqHUEIa9JDbUAvRSCQipdqdhm7icgKjo6MbG5uGYbAsI0lSu932z8BdZ5o7Rc5o4otc07T+2mSSFOr3NljRhCuGaE3l2o32yc+5gkirncj1T/pDgMgLMnTo/dt7i5g4/QvJZdlu45Hfnjs1U1m+WiL/quNHrSTucBT9+L09b5jeLu4ZI+s4jqIoAXFxHMpJQtd19xm+0T47hvz747cjGajVatirqyNBCHGcsqeaE/eCZVm6xYSkaLPZjMfjkQh+MOx/VA8HRVH5fL7dbhOPM0VRw8PDq6urLMsSmaBp2nGcAxrM+rOXFs93feXklO4IkiH2+7YZ4iGW92jGG8s66egdAl1s4Hty/z1yguc6Xj7hTA7cY3ar0rr3DUSC5R3HmRgeOjVzlGIphqMcCmm6TfOMx9CuSzmmy/IiQqxpOSdPn6U9mvYoBnkMQgzWcAchp+HPJTiO0//diZ/Er6PSnXIg/zabTbLCDtdNoVAgLwzDqNXqpVIpHo8dPXpU1/VGo9EbqbRaLUqhQqEQcV5NT08XCgVZlpvNpiAIHMdZlrVjopVhqOPHz/mzdpyiKOvLnenp6UQkgeM+7dREfAKXMaDaLucaroEqoVBHrq2vP//88zzPLxWWotGoZVmyLJPUraGhIUVRSHCk67rTIyNr1JrvBUL+pOPO3yU8YIaSNkLbcSkZ9A6ezGYQOokeDuyZnN3v6SvE7eiQidASyqOtfy93Z9Afdqe2TtfnA5FCvD+HQKB3k81mx8fHS6VSOp2mabrT6czNzd3/hE8oFDp58qTrupubm0NDQ41GA1+7fRN6PSYnJ8PhMDH9IpFIpVIZGBioVquSJG1ubi4sLDxaXwfpVTgwMJDNZsvlciwWkyQpkUj4/gfsVYjH47dv356b8yfuDpieKbTvd6QWsJlM/XdXthelkxHHcWVJCEuG43rN1l3TNG5fwLfl/zm7bQNl09FWW0smwp7n1Rsd3djjqcmybDgcbrVwG5q4D/ntUqmU53lYVU0TmTreKEN5DGJEZFRXVd0AACAASURBVCLLQpRHc0jk8BYdZHm0bjOUiVgP8f6UGI2tbQchE3/c/y3IT7/jbDwc+OvUG/U6rg8TiUTicRxFHo/HiQtldHS01WrZtu2bch5prCNJUiQSWV29o0uOIDkU7cbo+XwM2Y4tRIXnhgVNu8HzfEI2UBiJqIRYJPOq43HvL2B3k2VZhmGsra1Fo1Ge5w3DEARhbW0tHo/X6/Vms6nreiQSaTQa8XicVEQwDCMSiRL3eqVSabfbDMPEYrF4PK7rOl3DwfUcx5GRhCRJhmHouk487z1HM0JoYmLCMAzP88jMYbOJuxe5rqtpWi6XI+bO/Px8OBweHY3XajUSU6Hres9akvzrHzum6iGKolRVZVnW76lUiEQirVaLYXCnJE3Teg/ImZmZRqNBZllarZbjOKIoEvsmnU6XSqVEIrGwsJBKpbJZ7EljGDy28Dsx4bE4iRcgFpLrOpZlkxOo6/oTyQg9HAJNs9jUSUoeMdMkuZHk15BUNTqdhio1Go39BYXhvGjaFgw6GSYi3ty4+Tcdg66pcZIqTeSv+3HkJfJms8R5Lk2CnXtvhcPh2dlZsvJB/Fqmad66dWuH2cLzPL5SHCccDqfTaZJpIoriyMjI/Py86+KehJFIhFi1pMMsmbPmOM7xOxg+0DGwvDf1+U5hQRAs/o0z5twKN7fKT09Pb2xsjI6OGoYhiiKJ+hJFkeTQ79jCQC4elgWGYRpNbG7vI9C9aJze4CCVjOSzSVkWacpd5+u2JzSbzXa7zbLskSNHVlZWsED4NxP5YLPZJL/+Hd5202RtHdt0vmfDppCJIxYpF7n+Hlnk4QkJzUSUjniXLOqu6ws0VgdSS2v7QB+R64kY4PV6vT9jaHcsf//MQT/jz+kUjV4bUb9wYj/3Hd5mg/rR+e3GxBs+/SuQoKP+n6/RaCwvL5PXxMXB83wqlRodHY1EwqlUynVdUjyAXHI0Ta+trRFbfnBwkKZpWZY//fTTnkArihKNYv8ky7IkFpDjOEEQVlZWyGCROIUSicTg4CAxgwRBYBgcMUJRiOeFdDrlOE6pVBIEIZVKVSqVSCRi2zbP8wzDjI+P8zwvSdLi4mJPoOv1eiqVIs4T4iEhWttut2maHh0dJQPQXC4Xj8dXV1cNwzBNyzRNx7FdnJbv+l4gfEEyDEOe06lUiuRAOI5tWTigttVq9c+rP+sCPX5aoyj0Sgr9o1fJwEZBCM8q/PVHrf/7zSgRo97Ku0PHho7p8Zz1xRj91ee3L+tPl/j/4c9Cu8NRQzEtP2mGwm5lGRsR/W8Rw6F/ieM4+8Q2PAS7B5U9h0bbh7zWdf3WrVvkNSkCRV6TYCMi0Ol0mnRZJG0Mi8WioijkXiJOjFBIjMVihQI+k5IksSyrqh3kIUEUBYFFFsWxOL6KTACIoqiqKnHsEPOEhEkRFxM5CUQ3by0WWGyVhHTD1HX8W6RSKZJVxDBMLpcjoRSyLOdyueXlZcdxEolEKBRaX1+/vVCIxxMMo3Q6iqrhZrtky7Zt37x5s3dCerKy9x1imsjQsEC72Hnh+PHkGhZoIsUe8pDp+AKtIc/Fi9xtgbaIQBMp2ed3eSSQ+JzeT0yiWXrKQuYn+z1aa9cFikLvtZ21yt4RoD06/hDiM2KaJnmQSFLIl07ckJMcZ++y7z1peJ7HPpG+E1X22XPLrVar93plZWV9fZ1E1+zwQQu+uJPLe3Fxcfe9xrIs8fv3lhR99txp/8GQSXVywPfvgyYGuyxLuVxOkkKWheeBSftp9CwLdKPIMhxaNNE7n95hD85vYLPrnh/fuCmoTeYHOvPule1bTtGoPZ25ZplmBb6+ybnOPYyUg+bEiRM0TRMNIuFrPM/X63Vd1/strP67ov+67905ruvOz8+T17ZtFwoFsr7juL2JIH8uCz97bIva+DTvOE6j0fiznwiDQwMINa5du0ZR1JEjR9bX10nI1ODg4MbGBjGmSG5OJpPheZ5MkRHzKuZXc02lUnhs7seiCoIQCoXIHdjpdBYWFliWnZ6e9u01HPIRCoWiUfxcdFxKDmM5ME2TxOqZpnm/WaOWiUwNCUSKiVWMdEQ7WLN5spRY0LS/1F+RCDRxcXQFmgxHeif2IMyl8fHxWCzWaDREUSQeZzLu8TwvHA5/+OGHY2NjgoADSOv1+sbGRqeBb9i369u3bTQSCkvCQC5B09Tiarny2Waw98HzvJ4+9gsl+fXJL/XZt7z7LWtLfPdc56HNo4d74joObi2taVqlgk0Enufj8TiJWmk06qVSef/AhKdWoGsb2KAoI/SzT/ELmqamJvIMTTmuF5abuXRsbbPWUe/6ELNNurKKP7ha7todE6OZRFKe5LUTx4artfa7H3atMwJZuRdLwLL0C2cmF5aKZ0+PIw/97T9cObiRDUV7JMiPQLL1ksmkaZokqHmHkfKgkFwAojWmT//Qm5jAZPCLL0fPI3nw5IPz8/ORSETXdcMwejkRxK6fmZkhCkvTdD6fJ4FxkUhkamqqWq3KMi7AlEwmyTfa4XUhikxmzGRZFgSh1WrFYjFiwyqKkkwmW63WAxQ/wT5oDVn4B3R9gSYWtIOvdtG3q30L2kCUimgXL9o6ocTFgc8Jz/ORCE4W7Z2fR21Ee5zg1Wq1drtNURSJUidjERwirWm6rudyuUajIUmSaZo9v8HO72rZoVBEkrBDhrtLYtVBMD4+ruv6mTNnisUiy7J4tpOidtRWfLQMDg5KkkQCQsgZy+fzZIyoKMoTqUhlmmbJh2GYRCIxPT1t23apVCITJM+QQO+ApqlsOmpZdiQcYmhqIBevNzv7CPRumi1NkoRaozN7fe2eYsvQdLOl0jRVLDVxwNZBqTMlRNjJc25jVf9nL5mpqIfQ+T3XWy2zv/uDGHFMo4NkcHAwFosJgmBZViQSKRaL+Xy+UCjk8/mNjQ3irwwnbdehbt68SVHUjniD3YWZdhxwJGVbhkMr548lHYSogWT3zGaw1wozt8IvFrnFxcVebPJ94U8SYrH1elYx0rFAi74Edy1o3UKUgXiHLOqzoH0jiOM48lwhPPLwx9SwlR0zl64gTdsZjEgiQ3rxISTU725fX9et+aXS/NLePutHikcziKEQSyPNxBVpEELnz5+3LKvn4zqInVI0juvGjZE90zAY0zRjsRjxtpGI+1wu1zMpnhSO41R8SHz3yMhwvV4vFkuf3aA+lAJt2+47H9wg4Zw0TV+//WDJYNgkbyj1ZsfzvFp9b8OkH8O0527inJFCqXvPHARyRpYyYVNtGBpVb3c9G3vSUA5kirKHFHNslX5uwpLliiC0eZ73PS2FTV2dn++oqorT/PwpF4TckeO661KLF/Ek+z23vEOgR47rlkl9ddJ7aWbv6/jfvcmuVvElSgqY3O8XwD5oFetuN9u8a0HbKOT/5VvQLlINRKtYoK07fNAm8kNHdljQ9wwZfFA6DcbI0KZKU9S9n7JBqCg9eNSIpOwvpag3nrd+/X/OkYU7ShX2vPb7PFEeiOy4GU3b4xTzL39J++F587t/hx/dvWlh4tCrVCrEO0dmR9ATRdO05eVliqJSqdTU1JRffqfYaDQf+sAOpUDH4/F0Ot1sNkkgmmmaq6ure6bY3e3jPM/ncjkyDC8UCplMZmFhYZ+PDAwMsCwbjUYNw7h9GydQPVo4iRMjYmOx2cCeA/476934fJqmjk0OLK1WJsezjaZarDQti9zPB2SwIEFyj5xRnQb73//nOsLFNrb5PTX60yv4riMz5hzHua67dDXkOviGvKeE7b5Gl66ItkX/fdu+vrr3dfjpUtc0e7Drm/ignR0WNG3h/3fNZctBmoV90CG7Z0H78XfIejwWtK4wC5ek/p8yGgkl4+FWW8tlYoZpLSw/BqP4AVCbjCC59Ta1Ub13DZNHJZSmTjs2pZj0WoVuKN2s+uDjeR4xqEVRzOVyQ0PDjUajXC4/xFziYRHobvW53t8kEhbXLvCf1ff65iSnqPt5nmNwCQ7HEnhWCgmqqrRaHE157naSq5/m1HdLOraVTiUN0yLZCo+c+FC8udYQeRzK07+cYegj4znDtE/ODFdrSrOtbgn0QWGodHWd0yrc317ceTOslXGGdP8S13WtbvETr/fW1ESOY5l4TC6Wm67rLa3edWZPbeGT+f7cdrbY5DjOvx/MJwSBnb25bhj2tn/4/rnTxWHvFOiuBa37k4SGL9DuXpOE/XHQj9yC3k0mFU0mwqlEeHQ4XSw3gibQjSLXKHKLCH3/H0L4MeZbD6lEmONYUqZmfbP+6Hda4BoFvNPzs+QisWJRifVbSIdCvKaZ1fsYAT9BdF1fXl6maTqRSExMTFAUtbm52Ww+gEF9OAQ6O2EyrHeEp88dJWPhDkLraALH3nTX8BOKOjr1f70Z3e0OSw1bmTHzK1nqa2fIMLk7ROryj7DPAyH0W/9LVtFphjeGT3ZKi8If/XOlb9KlgdCtf/G/Z2ptZkf01Wf3vnEhzjZs27RxiMGdWJbzV29ewt9zpfTYRm+bt3GG1f/xw2378cTRoWZb41h6cpwrlJr7hjaT2lIhEvL/oLIWj0n1htLu6KbJxiJSydgOSnkAei6OrUlCE7s4aBO7OvypQ3+SUDURo2E13uni2JokfISJKvvQS3eeXyqSX/nilUWcMnFnhvSOrOggQOGY90QsGsJ1oXTzIAR6N0P5BMsyPIctgI1CPeACTXBdt+rD8/zAQH54eBgXI6tW2+32PZ3Uh0OgIwkHUV5e8k5P7Pd9Gp2963I4Fi6W1O5QleZ+txmOUvc818F1kx2bqrRolr5DFP04du+RD+XktKzW9vbP9NIlXH/fvREDerwk4zLL0jyHU8VabW1Pge7lxdxaKJBipz1lIfXz+lfuyQ2pKkdR3ZDHi58s8jzf0XCW8e7SDQ/i4tB7PmgSB61jgTbvmCQ0Ea11Leg9Jwkfg0CPjIzE4/FisUiijElgL6kwE4lEPvnkkxMnTjSbTWKC3bhxI1DtaRzXuzG/yTG0aTkse+AjDMLtRRxWxPhG9O6OEwHHNM3lZZykQ0KzstksqQvWarVIqOLuaf/DIdDzH4doGs271J//rDvlLQqcIHBSiDcMXFu8rfRqcZh3G53dQOiP/7ab8i8KXCwqKR09EhZd1ytViKXm28ImuvURNh7/+f8W6/kZBrLxYrmZy8ayIlrbwOb2I4SX+MZag9nr0XL69OloFE+MeJ5XrVaTyeR77733+AX6HT8M0e/i6OwplaOjo4lEgiTFiqIoSdLGBq52TWJ4yWVHEltardbg4KAoih9//LFpmhzHPf/886qqkhBv0i6HJHGFw+H5+flsNstx3NLSEkkFvm8Xh+qPwrddHBpiDCzUXdm2XeSaiNGRYfZcHL0wu8fn4jBNs16vS5LkOE4v50KWZVVVbdsmEy0MwwwPDxeLRY7jnpRAm6a551X3QDVw7gmpp7j/Oq5HDeQHyUPLcRzdOMB5+wOClKUltSppGpdIi0aj2WyWpule6M4hE2jc7OnOH276SF4QOIFndd3SDfPajTsqc96T0eF0PCrdmN8cH8kwDL0l0HsTDYdOHhvmOOb49BCuArpZf4STxVyIs3SLmHAUhXITRqvCfuucGZXwF45GP/EDYPHbGxb71+/LpJrwjo4EB0EoFBocHAyFQrVajVSPlGWZhBPFYjHP80qlUrPZJNYtKe9AOsuQAA+Se0LyD0kpBoqiSDVqkmXjR7N6jmOTFEdBEEg5ac/zBEHQdT0UCpmm2Ww2iXHxAIeOBdojuutuTRLuEGhcjsPGLg7D7HdxbFvQB+3iEMPOwKTRWd34pXM9jaPevioubs0Pk7w1ErGwurr6ZBtQ2bZzjy7MjwuapoeHh4kRSmo8ocOM67qkYvXWn87nPnf2MAr0Tq7OrYoCJwqc53l7ltTZn4XlUkQWDcOau7V+T5VrttTzH982DKvewI6IRxvKIyUkrdE1izjRjWZsMey+/pyZT5DD2p5h+3SJ/5sL3QbnhAMTaNzdi6IoUviCqBWRTuKLIKlu2JqjvCNnVdel/unpj1N3VrMj/Kv/J9lub9ueOzxu0+dUQ6O/Pnq957n6H/8s2VC66xNtuluCxn5YZs9z0Quz07G5vO3iYFzk+D5oYkF7/anebteC7j/Vj1ygI0knmrZ5hX315PY5ubku3t7cPl24xLN//g8syjjohCJOLGdzTfZz092z9OML9Pnz2/kB/b/RU9BEcbe0HFaBTiaTJF2NGFyRSOj+M81CIVyCI5ZIuvW6IAiqqo6NjfXKxOzG9bol2R7iSXBPhDDfKnSfn6ZGr86Keof+vQ4r8Dt/q7aKC5/2/jygkE+G86Ze0JQN7r/4OeUnl9sXb+9Ribt3qlmGMzTadahyw7PsPSTMxkp+1+M0VNpQ6XrbLdS6t5mv/J/5exELeivMrufi0LsWNF7KO9iTgRcZuyxoyvTrLjP9hYQe+c1fXuGr65zrUN/+na7JzHOsP+GmiwKPKESsgWec7LgZTthDafe3vt4dZ7z9acQz9nY3kXka9HRx+AQ6Go0ePXqUlEg/depUqVQivZTuX6BJC6VUKsVxXDabvXz58t0aAhw0FG4Sgzx3+6rSFSxVnyx0SzIxDP1z56Y/urRw9vT4UFZYqdx6oITJhzkkyu9IInoDKUcO3cNy9DxvbU5EiPq9vlT5oXzCcb1oJKQomu2Ztn3XkI+Vazhc5D8sbu9iaiJjOo1cJsay7Gah3lK0h43isLfiNbYtaK0bxYFdHJSLU71ZDQv0Th80ayERF4c6d+5cb5Pf+973HsaWv2f7kj7GR9KyLC6tlN947eRGof7+hW4xrGeZlWsiJ7o3DPq9T7p3qGm7HnIZhmbwPLOn6Qfb6OuJczgEmuVdhvNG497kgMMwNTl8dVm1Pp3Dxa7InFJ/osTugT8nuplRM24woxm33GQuzW9SFEWKCJOazrdv3+59fHfIwUF+L9Yx9zXNPKTpOPazreiabj4GP6BtUtd+FkYe9S9vklsC2+wjg8lqXQnLIscx1Zpy50hip4KnkpFoJERRyDCsnCzeT7nRHoP5BNlCIiZpmvGQAo2jOIxdiSqsX56ja0GzfqIKqyOjGzDdZ0ELFhLpg05U2c3ialkOCa7n/fTdWVzyEkC4+ZypYpNF0brnP5eWGZYJifzkeLZQalyZvaNe9tPH4RDoI59TkUe9HKW2yo22358TL89z/b65XiHQ3UkrA5NGYsB6LYrLjV64JXy6sn3j7cayrMcm0EJEMNrGPg8G23E+uoQL0RVKd8Zufzbu8Qza1ZVucjzn1/JleI5rK/r+rp4rs92KHPu0Vrobb7+Pq+3ML5U+009AiiVtTRJuuTiwudybJBR6FnQ3Hq8v4oOyEBIOOtV7B6SsaMPC0Syt9vZjiabpSCRy2KfCHiG1ZodlGCqBrt/e0LQnXG/yMXA4BHr9hshy3iUZGWZXO9Yq2xVp78nqnFhe4W9b1PfeQqbdVXApJFi2Q1MUzVCGYbl9fobHBi/x7WLXM+O6uBjuY9v1AyngBx/P48Bkz+NY1riLOnMcR8oZcxx+cJI+rQzDuK5L2vfdLSQrk8mQdrGKopCmsaRhDWn6RdpbPFiObE+g/SaEjl+wX0ec1jdJKPsWNKd3y971+aAthJuuCI/Hgh4bG8vlcp1ORxTFa9euDfqsrKyQXAaWZTudTiqVWltb6xWMfWYR/Dgfy3Isy1nf3MOzEcBcnmdFoDt+AdyrCF1d7JrJLMscGcsoHX18JKNqxifX7qijtgPPpbQ2Hih1tiQik4p87rmJq7MruWwcIe/2YrEvkvrxwYksjrHrHWfwBrZkQrUXBpRIxDR979TtI0eOkNZNpCAq6YTEsqzjONFo9OLFi3cTaBKuPzg4uLi4ODg4yDCMYRiSJA0NDVWrVRIG/s4779x/saQ3E9kP9DS6htAaciTGFASjow7SdHYgq6nFev0/IUsINfRxcYE9yyqbpVvIKyIUwurcREhp0ViXf/rTn/YXXdnRcvBR4IlhV20VRidrBm+4rjf9xbBhFhimLOVaElu2kJVKpuykbRrLy+oTuDiDw8jICEVRQ0NDq6ur2Wz26tWrmUwmm82SUCJymZF2xh9//DF6ujgcAr0DhqYjsmhadiwq8TxrWg8chFSptW8vFliW2Sw2RIH1az48iRnCbrvpgDIyMhKLxUKhEElsW15ezmQyiURidHR0aWmJ6Fdq2HRtqlUWK5VKsVgkfYD6W4gRSPj2jkFPesQ0dWo8fGk8Z8+tCvPzwsLCAjGZKapbwjSTyewuIb0/lQgVOWOy1qjVygymcA/JiXz61q1bx/ITDaMRzePy02be9Hsdta/U5mqed2cODLV/Y45HQnbCHDhi2KvOr73ei9boL75BPFrdZ2G1Ji1tPpl57CcLRXms4LFIGUp5AjLHs0ZT3SRtriqViqIopFaaLMuFAs5fRU8dh1KgHdfVTdeq651O9fqtDdIN5IFKr3oeWlqt9uJyDqgE0v5wop+iEjwSA5bZZL5+1kwkK5a5iSjU0em3PgwZhrG5uWlZVqFQME3TD0F1U0OW66BOTSJBDsQpcbct7xDo1LBlGdTzR1xcbpSi391q7dwf3Foul0mB9vsPdONYSeD40rrqaHVSTLlSqWiaNjs7S/JlyHESS78/G4WAm7jr+o48IIZhHq2Xo77BMQwyS8yfv3Nv5V0pPr5K/IEiP2VEks4Y2vyvfqHrl/93b0VuLsq9XroktZJEcB1Qt/sny+ETaFmWh4aGWJYliW2NRoMEyd1/r+tsNsvzfD6fL5fL8Xh8cXFxdHT0008/RY8XnEOoBk6gBckdOaHZNe43vqbjqTWfzRrz/72f6d0DxCNMPM6Ll0Oui1zbfgj9WrgUcm3q+wXnby/y5SYuM3K3NR/I+fPtf/zr5174/AcXLrz00gsehf3LWwMVyv/P79/t+Y5nr7cI+Yvw0vMfffiHf/RHfsH1bQt6amrq0RpolkFv+jHmf/ym1FfNDhcAOnF0qK3os34J8mecdoWlGW/TYN6b7fo21yt3fVQH0EP47Aj0drlRy7JUVW02myzLxmKxVqtFGu7u/3GW96IC6uZPxzoCb1eqVTI3pet6vV7fpyn4ASGEhd4MYXAwVHr5ashqM//mb7ZPaUffu2WGPwQh4Q3bcSEnjw2LApeIY61xXff67Z19VXpYOv7s7Y3eRej+3Lmj80vF6SN5UeDmbq0/ZIE0Us3OMZCrujTu6u0XLaU83JOQ9bt6M3hm0ME1/Bl/KYcQ043isHFy4ZMoNyoIrMhzkXAoEZOtYORVP3GUOqvU2XWEPt2afMqmo9k0Y1lOKhlWOvojL4wTNA6HQI+c0GkanZKpN7r1QvfucPM//b/xansPQyw3YSYGra/m0c8/R95q2w76p7+TJ42FKIqqVCo9++ixlYtjOMY54OLOD0ezhG+GvzyPs0gILzw/kUnVBnMJ1/PWN2vlfTuTtju4BXul2m4rmvOAsTH1hkLT1NpGLR6TVPVhR6ymgYsluSby1F6iioVzU/yOsdiC7vb6pkzE+UuZrl29XSzpsZUb7bG2UVvbqPE8/6O/v9K/36fSMHxoUokwz7Gabh6fGlxYKYNABwLPoxDl6RbV6ux3nzh3uZKVBiMnnIU1+uNQdw3Xu2t3hsd2P9As7dqHIyrI9bxMKmpaNsPQ9zw9K2vbGdL7g8VnK+xaluVOpzN3ayMajdouWlrtZt6Tft4P5l7EFrSGa214Wq9Yko4F2ldnxG9HPGvIdfGiOwv2Pz4LOpfLxeNxXdfj8fjc3FwikZiZmZmfn4/H47VaLZPJtNu45Viz2XQcp7+V+7MJTdNzt3AvRIpCNxcKvQfnU/wMOxwW9NqcgCi07FE/+bg7oyIKnO24HIunj3BoZHdI6G5n7fbRqbMLdXYBob/6oGsVRiOhwZxcayjpZMSfMLxr148DguGZe+QQBomPr+Csyz0hTWPNDjuaxT1o5jdwvCoJw6BpOpPJ1Go1WcZF+EgjCc/zekOcoy93XItHzZNYlG2blL4j/dza7XYoFLIsq+Ozf0OynZiG7+K4w4L2u3pT/gW/3amQUvFf3B2p3kbPxREKbbdzPaAJKD+wF9doXV9fT6fTnuetr6+3Wi1SDrDZbJIaVfffzu2pJJ/Pk1D6dDptmmatVotEIqRjrGVZ6XRaVVWWZVVVLZcf94180BwOge5O4fQxkItrujU8kBjMJ28tFkhT1/snl47mc/GOZowMphD1BARaCAuGcrBVNR4DFO0NH9c9l5r/KPLl57WWSi8VQ6+++urq6urg4KCqqpZlxWKxZDLpum6j0ZBludFoXL9+fcvDyFgapdUK5XKZFETWdZ1l2ZWVFTK+6cXY7Bjp3yMlgSSquBZytb5iSbSDpVjYrtDh9yRkHLyoL5PQwrlMvkBLktQff3IQji/bqNVKrbafx0yMQWImE0XuhZ8/BXXaPguWDymWTUqHUxQVCoU0TYvH4wzD8DwfCoWeviyVQyTQO7FsxzCsal2p1nF/7gf9+K3F4u2louehn9Wu764I8RgQIoJSPgTdevbHc6mVqyEHm6bejy+GGFzf2Xnrrbdw5cybN/cfeL784ov/7Ld+sxdCQWIt/DusL7Bia2nfIrzbDz/64Mxzz/2X/81/bZpmf4pdLpdLJpNbFrTRs6B1hFRsQXMIidsWtI4taMbBvb77yo0a+OO7unr3tPJRQdFeLGMnKErgUczE07BtbQ8vymjGEgXv04Vn1BMdzVixrB1WCj/fnXzqslZh//IDecej+qksynoIBHor5PYOFpawB6pYfhxt0B45juPyEh/AGLuHQN1qGrtWesBmYI5DGTqJqnAZnJDt51njm86/LBnkssj15+1sRPdFYOAVLRsX0fCtzv6E7G49FuKDdi3ig+41jbX7Ur3JUlpDgnO/TWMfrRmbP2Kkhi1vk/cMbzDpCLynGbTloBDvibxnO+jKoqAa826kKgAAIABJREFU9GqF9ZsXPw2XykMQTjjhuJPh6V49aEJIwA408rr34qmcUD0EAm34PsGnCcpvIY6ecWwb6R3sX9iOqsD/ufiaxCVM/XV8cTVw8TnBX8QSGTVtkrZPagntJdA7fdAqFmhpu6NKT6D9uqR3trx6HE1jS0uC41BhnRF4ykNUXaE5xqu0mIGEY9lovUq67qGY7DI00p7VTO+Nm2Jh3ptzqLcvdSefImGRnJpEjLMsp9Y49MPQQy/QTx8sniF8CodjD4bjIF3D5rIvqlt2LvIdEb653CsVqiHO6drVHragXdyUW8OOCJqm+y3o7kiL+KAdE7ldC5o0jbX66kGTpbSGpG2B3lrqV4M66CgOx6ZKiwKbwoGI85vbKTC93gU+XlN5Av63QOHeWTV7ZDDFsoxpWhNj2fXNOgg08Ojhw4LRftqGBQ+MbWM71w+h2KojhzMXbWwr8/5/2yFygoVX3JIx34L2rUqKovot6G5fZOKD3oqDJra5dmdX764FraKwvavc6MFb0LZtWxZW/GXsqDMp6h4Xw+MfuQekA+FuFpZLDEOzLF0oN61Hk0YQ6EcgWNBPgGDmED5uHAd7igVfQbdtZWRjoQz5sr1VKlRDnoVXFHcJ9A4LWlVVLNDGzklC38XBmNhA77Og/Z6EurXDgjb3zCR85AL9VM5oPVps26HpnSUEOuojfnL4DTbRUy7QNE3vnsc7FHie+/iNhR1VRp9pH7S0bUH7UkyMST8Ru9cjUMdGtL/iVo8U00bqHj5oUudod5jd3ha07+IwfIHeukO3u3o//lRvYAfmgyYoPY08GoEWRZHnu8nyhwvX9XZEUPE8d3AtCk3TcinX0nwz8RmH+KDvsGixiWtgb/OWUbsl24xONJvg9rs4+i3obl9KMklIWfjxuy3QjLHDB00saL+r924L+vGnegPAQQn0jqvXisYpz2PbuE/Pc889t7q6+rWvfW19fX1gYOCDDz5YWdmvuP5jZvd9x/jsuXIsFpuamrp48SL5k6bpEydOzM/Pk5qHPSKRiCzLpHWW5tO3cUeICWpjnzZ9z5gP2tppQfuRd30WtIUTslm/G4ov0MSCdnoujn4LutuHG/ugPcR7yLPu7Oqt77CgGRWr8c5JwruE2T2JcwQ86zxKH3TzzBc8mo5deq919pXw9cseorh2Y3h42PO8wcFBiqLW1taOHz8eKIG+G9rIEUZVGLWjzDwXWlngq7jy5MzMzEsvvTQzM9NqtSYnJ//kT/7k53/+5ymK+sY3vqHreq1WY1k2EoksLCxks9lcLvfOO++cPn1aVVVZlt98881bt24hisIO6NIz74C+04LuRXFofm+qnRa0jvjtFXs+6G4UR7+MboXZGbirN0OTfulbPmjcIXaHBU26et/Z8srE4R+7ElXAggYOvUBHPr3g8gLleVY8WfrPfpVrVPM/+JOLFy8ODg5+97vfVRTl+PHjH330EToMUJZp5IbCs5eU42drr3yNsu3x3/9X1Wq1UCgoihIOh/2JeGtpaYnjuMuXLxOviOfhVLrlZVzoZ3Nzs91ur6ysWJb1hS98gfQE4ETWMW3vblWdnsFJwq24ZNfXTh2by+K2jBIL2sBK7pcMJdavixNVdOOuiSqWha1gkUeu2bOgDSzQfT5oX4qxZhu9rt7kMWH5u8RbvnHjRm/LMKcHHHqBpm0rJGvRk2bm9h90F51ELlpcMxdRFoWzaNV4JzqFnixGm2mtYDGlaQ/RyLnLXJ1YWJOqK6G8Pf0P3yF+ECpvbSqzf/X2LPG5u67rSOZb57/vIXQDF9i6g8VKtzfa7eJHNE3Pzl9cX8CFayMD0cItHFoF+JOEKtbM7bhkpGIjWthycXjdEDkVieqdLg7DRqq728XRrRmLozhsXNvQU10P14P2U71ZtT+Kw/I1W0W6vsvFwZpIxM0YX3nlld6W/+Iv/oK0jAGAQynQuH2Q65oV1K50ZwtHR0YqlSopr0zR1D42SCadQRSqVauIohiaEURcDi2bzZLWSmFZdl1X03UKUbZjk5hQ7Cb2kOPiezabzdZqNZqiPeRFo1HiiORwBzx8j7IME08kTMOkKIp0zHMcm6LQsZcdPhZevxmim4zZMbWm1lf80++04VGuRaGtWEt/URfVInWO7mviyEVesVnyPEaICpZu2U+i/2FQLWi1Z0GTOGi/PIZxh4vDwm5pveus7n4S+6Bpa3eYXV8moYEzxT2tz7tN/Nh3WNCchjPGd6Z6CxYSKY7jSL9aArg4gMMt0Lbt2HcWK5BkeUwODw4OLi0vJ+Lx98+fv9tnY7FYPp+v1mqiKCSTyY2NTcdxIuFwNpvDNQZTKZwaWy6xDLuwuEj0lxQStm0nHotNTU41M61YLEbTtK5r9XrDMAyGZkw/XioeT4yPjaualkolccuctfVbuNup1yzRgqIrRUdVVSEipCfTFEXpbZ3xmESWHjjSqVzPmzp+EjiOQ+pmbW7etTkIboGaTkcikc3NzVwuV6vVSLVMhmEa7dKRzzvtZlhV+Mr83q0Gnl0LeqcPmlKxI3prkpAUBdW6pvbW5eXX4nDN3YkqRKBvM5zbQQs1Dl0RGlG0QqEOvtAZARvoG7g7vLKBVhFqI4bDs4mbCHcAL+P9LiPUnPdFnuf5foGGSULgcAu0IHuxsJ2g6K+cdWZX+Au3hMWFRZwrtbzsuE5HaUshsed5NXTD9TyW8XiONix6eXm53miQesE4NMrvCe15HrkrsIMBL8bLXddlGKabWOX/02y1fvbOOwzDcCwbiUZr1apzZ9XBer3+0YULZAXLdxy7rkvTVGUFD4c9zzEUw1CM1maLZmle5sOxMM3SiPI4lhej4sjIiGma91Nnlud5QRByudzQ0JAoitFo1PO8QqFAtXFlequjN1c0KMGx0wd9R8Qz8UHvZUF3V9zyQXs2svS7TRJONWvn8m0UTr90srI2gDQa3cQds9kOGkAogdAJVB5HLYRWEFdECQ3FEDqG0DSqU6iN0JoXVf4uFOE4rt82BwsaONwCPXzUEsLWgM796uvOX56nrq1uN0xiGLrT6Yji9hLTtJBrp6Pe1Kg463uETUMPiST6uH8CbQ8fwssz+vuzdLtj+jUosVZzLJJlkaIY09A5nrPUblgbRWFZt20b92kP4b6FLMu42BOzd91Y13b1pk6ZyG4J5ds8QthZvLm5SXqk3pMNH/JMEgSh71P0jXe5O78XcIcF3ZczSG15ivsSVXwLeisO2l9K28i9q0D/x1j6x42EonFv/oFk8kjBtjLKICqFX15A6AayBLyog6gcMl10CaHbOE3R9lfsKAyu0//mm29evXq1t+Va7SnvfQc85QK9PMtxIVR06X/9Z9R6xVWU/Wo0hyLW2CnDLOyR2zKeswXOS0WcT5f5lrpHPPKnyzzpn5KfsKJZ4/oH4q+84tqu8dOrEoWr6/KGbji4o4d37CW906RX5/iQKBALiKZpMSRa7fuZ7ek+G4jOEmOq0+mQzkz3/PAuTYc0hz0taGsvF0dvKs/rF2ji4vCfcg76/9s78xg5rvy+v/fqrr67p3uOnoMzJIcSJWolUSutrBU2a+2u4wWSdYwY+4cdOHbsOBs4QPa/AEZi5J8A/iNw4tiwDccxZKyx9hpeH3HWe1napZYrUpRIHTyHnPvo++66q94LXr2enp6DFMnpOcipD4ZET7HYVV1d9X2/93u/Q3QBdT/R4Ao2KDLYV1MUJLqrDkr6xg3mWwfYl+CeGEd/a9v/2fJQVHzu4z4JCHgkfNAWNHWuBUChxlTVGUrHOA7FourkeGZptfzRjeXuzogmeUFv22oZgmR61KEORgwnMu5HCzsINCF+AAYArgMJhsQDpg3fub1hnjNLlRCIPeg6VBl5Dgwm3HztIT+sKIovvvji0tJSNBpVVTWfz8fj8W66SsAuLOhOCEVPsaQeC3o9DhptXyQEfiZhmJrMU1NT3be8fLkTPBMQ8Hiwh8WSmm1TkvhkIlytt43NpSdMDV0/Lw8lMPX/9YAJfPMDRRaIKuH2Tg0maA1vBTd9E7a8zOcXqP5euU0isrlWoZ8FUzd150GeubTewJDXAUGWRbezlcN7AyGRwlj04PMnnWuLYkMHFy5ckGXZ8zzWHK/RaHRXjR7LRjv7l6jSE8XBLGijNxhuPZOw64PudFgR/HKjYdoNa3R0tPuWve6OgIDHgP4KNBFF6kxgC3G6YWEMZhcrur5zZnNDhzNLVrP1YGWDmi26jgjhhnyH46OSxI9JzvjoQLnauvwhXZzs5fjxaQ/jOO3JCXKF2sd2IBw6bmeOWXhJ/urP6r/1l+J7t2kLcN2H7WCaZieiyy/QE2j0rhYJN+UMblsk9Isl9ezob5VZJiGEEO6QSRgQ8LjQN4EeOemEkhbXejKZyNi2bVkmzwuJeDyXzzmOE43GMMZLS0u9reMNCxrUqn0YC5TnNwS61minEpFyraUo4o79CYvlBschx/Vob+nmx9fBqKwI1P9Z5v7qR9Jq6WOyyB6/Ljv7g4tx23ZobJsO2m2gI2o527TEkV9eH2j+Vp5qtkOd1X6yCWgDXQS65TmaawMg7ZzqHRDwuAAnJo7t/l1CITU9TgW6NJvxXCBJEiHYtm1RpMEMnO8NcPxi6rQaZD+gmdOEbIm87kWWJPPu0RcIQcWPKqGS3dhUzU5R5O3V7DID0XgsVCw1hjIxx8WzC7Q0x0Ng27a+HmRyCIEQqqqyPyFlHMft8kCu68qy/MILL3S3zM3N9a4ZHgYcx3n8erYF7BGe533pS/+8187omwVdWODRsuh52ubemnetCsTTTL8+5NSJosDzgiAICKF6vU4I2fLOsiwrilKr7aq9rCQJssiLIm85biK2ER77mEEI0bRHqdJeu619+9vfOeizCAg4/IkqspRIJFzHzRc2rMtQSE0kEisrq1t2zmQyEICC7+4IhULJREIQhMWlpYdonDw2NiZJMs9zoVCI54VCoSAIwrVr17o7TE1NjWazM7dvx2IxRZZ5nr9w8SL2c8R3xM+V2eq1WF4pLzNzrwzmQSlwawQEBDxKAi0IQqFQjMdjsiw7jq2qIcMwEOLq9UYmna43GgRjxzdsJybGW62WwHfMeI7jKtVKSH1Is7RYLCmKYpnaiVHO4SK5XLNTMWedxcWFxcXFWAhIMXtpGWBaNMS7x9zasixvewDg497qLSAg4HEW6Har7XpeuVw5PjXpOO7q2prruqzDRTgcikYj5TIN+5dludFoNJut9MAAc/gmE4l8oeB53uDgYKlYZCJ+/9BDeM0vvsStVSVVLr/ypPmddzYlhmia/vQkmR4Xo2rx1rzS1mi9pHt4PwkhNBI7ICAg4DGLgyaErK7lWIJ1d2M+v+H0MH1o7qzvFDYMc8Gvnkw3PqCbOJV1EyPWzQvyK0+Bd26HGhoXU/E/fcHleey41Edx8qzVrKLKknBmiv/O5VBYxhyHFEW+d5ZjQEBAwCGhn418BI48PYmPD2nE6wQqsOVIjkOZdLp3S29tsIcOjRIVAjnACUSRQcvPamno8C/OhTFhJZYILxJZJaIATL/Ffdukf6OguVxAQMARFOh4BAwnSTxE/s1Pu9kBDCEcHxtNJpMYE8u2FEURRfGJU9Mcx6mqGvergyKETk2flGVJUZRkMiH4bUfuk9yscOui5Dnw5hIYjNl+J3vPdmgwH0v1nrkkL10XdNrl2fE81uretY58n+CAgIAj6uIoN8CtFWQ6QDMhQmhpeXliYiIej/EcN3P7jiSJc/MLxyYmaDo2waVyWRTFO7Nz2ZEsJhgCWK0+iJeDAOxRV3LbGZAQn06BsCoblj2z7sHwl/roDivNieGMwwscwKRYaRaDuNSAgIAjJdDJKPmJ097NJaSb8N1brMgRtWWrlWp7vfybZdmWZTdbzVarzTzRtm/PNlvNZrPl3EeVjB0RRT4Zjyytlk5ODq3kdigLKUl8LKZqmkmoR2UPy48EBAQEHMZMQkJoriDYL0SBp43l7h5uociSadl3C1jmOCSvt3ndkkkYEBAQ8FhlEmJMRFHYf+P0Hj5rCOF6B4B7EaScBAQEHFr6I6mGYfSryMY+Ewh0QEDAoaVvNm+gdAEBAQGHN8wuICAgIKCPBAIdEBAQcEgJBDogICDgkHJ0g4J5nue4/R6fbNthznqe5xVF2dO0c0JIu60FawMBjxC0idneF2PAj04f0aMr0Ioic9wOXcP3DkLp5OYgBHuHB8wLWJQgwcgwYKcveYd4PN5qtbZUyk4mk9VqJyUHQhiJRDDGCKFmc1NMN4SQCbQsy/s/GvULQoBlmZ7Xeaj8aM69foZptS9CAM9zflDqfrSYeSiIZVkY069YEARRfFQ7ftm27TguhCASCe/D1bZ8BEGQ/bZKhwfL2hoLd3QFmt7dCBGOh46DJanwpX+FLFPKryQuvmknBiDBQp0qYDweHxkZaTQajuOk0+lqtSrLcrVaHfC5ePHi/R9uu3FgpYeQ41iDWaFWbk+f4Vv10OwNc2RCrBTFCi0BePLkyZdffvnq1avHjh0rlUrxeLxSqWQyGZ7nLcvSNC2VSv3whz/8jd/4jffff39+ft513eHh4UuXLi0sLPQcl/ad6S1Q9bHnySqyMnHvvjhAaJkVjw5srJDLXhtZhBBdNxzHEQRhe/+zHUEIybLcbSscjUabzSbHcQ/Rg+KBcF0PY5qCS7sK3UfdMfZtstMDhwaMWY1fZkB3vlyCuNZTzwMA1LmbvLapN9PZs2c9zxNF8Z13aHFhAMD4+Hgikfjggw8AAJFIhOf5Wq0GIZyampqdnd1yOITgdiPpbmSz2ZMnT168eNEw9rxZ3faH9EgLNBbEwj/7+dDM1dCda5zWir37I33qFK2Kd/bT4ZsfEI4XK8XPfvaziqKMjo5+9NFHmqZ9/vOfj0aji4uLV65cGfBLWu8GTmuXvvCzg9/6CyzJkBCxStuNa9NnWv6TNvS3X2u325FI5IUXXohGo4lEAmMci8UEQVAUJRwOFwoFjLHruvPz87Vajef5M2fOuK6by+W2H8tVQwAiTwlJ5fzql3+NIJi4+AN5dcGJp5DrsvHgF37hF1RVFUWx1Wrpuj42NvYHf/AHX/3qV997771qtRqLxebm5kZHR13XlSSp4ZNKpdLp9He/+102M9gfPEnmLJq4r516xkoPAwTjl94CBEPPA4Qg15Ek6Ytf/GKtVguFQu+9957f2KH4yiuvaJq2traGMQ6Hw4SQWq1Wr9e3v3/vAEATVuklcpBtGePHrcyIWC6EZz7Sx0/wWotdt9dee+0nf/In//Ef/7FerxuGMTU1FY1Gz5079+Uvf/n8+fO6rsfj8SeeeOKb3/xmpUKrou8dRvaY0Kjy7ebiv/1PQrUEEBr5xh/1nupXvvIVx3FqtdrMzIwsy4lEYmZm5uzZs7lc7vz58+AQoI9NeeEoFuXIjStuNCEW16DnGePHoetwWltoVBFCn//852dnZ0dHR1955RVZlr/+9a9/5jOfuXbt2i//8i9bliX7eJ73+uuvsz3vcbjaS/9EnZ8BBGNR0qafEeqVyEfvNJ99WZ2fYVes2WyOjIx8+ctfjkQiiqKcP3/+lVdeYY8A7QQSi4mi+N3vfvfGjRt7cTWOtEBzlpn5h29wWpuIIsTYmJzm29SswIpafeULYqWQ/v7fvPnmm8lkkuf5QqFgGMbVq1dVVW23281mc9GvZL0beL09/LevQwQIJ6u5OYgwb7WT73zfC0f94dTLF9d+/w9/b0uHAQgA7rFwAQC/87v/g71+4wffp34UarRttTGhh3P/8l+r8zNSOZ+48Abfqgu1sheKVj/zRXltUVpbCs3d9P3yHPubEGLbNoRQEIRMJnPq1ClFUaLRaDabVVWV53lVVX/wgx/Ytv3qq6+eO3duPwW69dRZJ5WJfnjRTmWEaklZmYOu23r6eXV+Blkm8VxBEI4dOyYIQjabffLJJyVJ+trXvjY+Pt5oNE6dOpXJZFzXVRSlWCz+6Z/+6ccervHCq9Zgdviv/o9YygNC5BU6O2k8/4pUziHTjL97DgBw7ty5UCh0/PhxXdfPnDkzOztr23YkEvn0pz+95jevMAxjH1xq+tQp6HnJH3+fb1ST5/5BP36aXq4zLwiNKsAk+ePvMUNb1/Xnnnsuk8mIfgbw6OhoPB4/JAKtrCxUP/2F2PtvU6siEqO1dAqrBKK1n/916Nipc9+KX3n7e9/7XqVSabVapmkyG2VmZubYsWNXrlwZGxurVquO42CMM5lM18S+6+EWZ/WpJxIX3sCCSIdm6p6G2onT1U//FCB46n/+F8Mwrl+/nk6nBUEwTbNSqczNzRWLRQjh0NBQrVYbHBxsNBqHuhbHo0gkEmYPTHjYVpK0pocoiTYrdAdBIh5vNJpsMYHOgyD0dtGtqnpb9mw6eTEMg/V4FkVBVVV680W98Mhdu48/5OFmFFockA7+LYyx79qL9M6ems+8iEVJWZgR6tXms5+ip1FcU5Y6hsbdfBqnT5++fv16d6iA9Gam1wchtNerLrpusAGA47hwOAQhtNLDUinXeO4nPFkBCEWv/Nganij+9M/Rjpff/svYwszg4KDneQMDA7SvPMctLS1NTExEo1H2otls+n4M/W6jrKbpjuPs2OKd0XryWS8UQZYZ/ejSln/qXhDm4tjiMuov7DypH4BOfTZcHM0zn8SSzGmtyI33tROnnXgKYBy/fL73NNhXeeD+K1ZGzTAMCGE0GmFnFRm1YL8XTbSC4Fn0TS3LMgxTkkRFUah3KOQpqYesI8RxyBfuPjzC7TVBb9uf+9znel1VgUCD0dHRdDodiUQ0TeN5Pp/PJ5PJWq2WyWQMw/A8LxwO53K55eXlLReU5/nJyUn2hIdCoXa7zRTfcZzh4WHmtuY4zjCMVCpVqVSYTep5WFGUSCQcjUbT6XS5XBYEod1uh8PhWq2WTCZDIdrOsdVq8TzvOI6qqouLixjj8fFxURRd14WQlnItlUqxWIznedu22RlOTEzcuHFjYGAgnU7n83nTNAuFom8Fbwh04rjJy4/MEnb5Rmek2S7QAJL06f77BCszMvbbO2wRaDXjhNIPXG2RrUFhgkOqWqvX2VshWiVGNS2LAIwg5DjeNE2O5yzTuv9xrnxTIX6t3e0CLSfcyMh9zGYgUcJY5BKehz2X+nNbLTqcg32ksSTaLX6LQPM8jzGWIgT7M0H2pXdqY+74OQBQVNXQdbI+Inb/SZYkx3E8f/2cfjRbtC1vi0BTnzePD8ND4WicoZtbBPpIuzh8ByMolUr1ep2poSRJuq5XKhVBEFqtlt+fkAbG7WhluK47ODioKIog0CU4dmOFQqF33303FApNTk7WajXDMBqNxunTp9lr07RM02ALUExqCSEY44GBAUJIKpUyTZPnecMwksmkoiimaXYPXavV4vG4JEnMxIjH457nSZLUbrfZbLprE7G3jUQisVjccZxSqYQQZPN60RL1mi4IgmVZAwMDfmNfZBgGIUQURYwxmx7u6UUXRfHEiROVSsV1XbbsKQgCuxrxeFzTaGig67qapp04Pl7w+1V6ntfrQgmHw67rlq5tuHFUVfU8z7J2NmTi8TiEsFarcRyHEOp+QAjh4OBgpVJhMTCu64bD4ZbTWY+CEEqSFIlEEomEYRh8lX4vfjwM5zhOKBSybVvXdY7j6IUVxaLfpb6X1157zbKsXC6neOHZG1efeeaZVCrVarVUQS3WitlstlwuS5zUtJvjQ+Pnz583DOPpp59eWFhgl4KtSBNCms3m8PCwrut+bAlptVrjo8NLS0uEEISQJEmiKIbDoUgkIstyu93mq/Qm0XVdFMVEIlEqlZgBgRASRdEwjHq9Hh90MkkzDLOtGv2P7UY7t7CgrVcG3iXPPPNMuVxut9vJZLJeryuKwm6t0dFRvwdePp1OLy8vHz9+PE+oJSFJUjweC4XC8XhsYGBgbW0tk8kwU0nTNPa3KIrNZjMSiRBCBEH48MMP2fcIIXzx2Rer1aplWZIkaZoWiUREUZyZmUnHMslkcnl5mVkwTz/7tKZphmFomt5sNiCEiUQik8mwtRzDMFRVrdfrg4ODHMdZlsWuGMZYFMVCYaNv3wPB8/z09HSlUvE8LxqNVqtVSZJM00QIxeNxdgux0XHieLZ3bZ9xpC3oUy+ZCIHPZsBPnaUP/9feiPz9Rep22JG7+Vi7E1g2W+z9ldG7aL7dxbGnNJst34OcTqVSg4ODtVpNVdV8Pj8yMsLEndnvnuclk0lRFD3P++CDD7qhCHvHxMREOp1mExRFUcrlciwWq9VqiqKoqmqaZrVaxRifOnWqWCyyOlwIIT/Sjg48w8PDhmFUq9WxsbG1tbWwT6PREEXRsiwmxwCAN998kx0uHo+Pjo4ihKLRaLFYjEajzId++fLlRCLBpjv+c6s98cQTpVLJ7+xOe/BQh0kmIwgCCwlgXyUAYG1tLRKhk/FQKIQQsiwLQshCCBiiggkGnsOz/yUIQjweL5VKve6OrrfBd0N1Xp89e7ZSqSiKQgiRZdkwjHA4fOPGjZGRETa1YmcyPT3daDRs2zZNk00vRFEcHh5i45DfnyhZKpWi0aht2+VyOeIjCEIoFLpz587S0tLY+MgnPxtfvaVgD3bND7IR4rkl2rO7tWPWrOVya2trWwbF7i09PT3NtLJruwiCcPPmzZGRkWg0WvO7j+ZyuU984hOGYbQpWrVa1XVdVemCfKPRYP99dHS01WpBCNmtwvO8LMtDQ0PLy8uFQqFruzD7BmPMhk/m1CqVSoODg2ywJ4TU6/Xjx4+vrKxYluX/R+g3s44mk0l2OI7j2PCGMZ3jGoYRjUYFQdA0TZbl995776F9QSMjI9ls1jRNy6KNpVot+lRqmiZJUjQabbVamqbVarWJiYk7d+68/PLLgYuDEomEh6c8xJNjIpwepY/ilTvS9SXxble5L/FS9xBo5rhACMViMV3X2TPf23tpeYQjAAAZ3UlEQVT3Iej1QfN+aVY2hxUEYbuZvMVgPwx0z5NpEDMAw+EQM7Qdx0mlUvV6XRAEujLqw7QglUrl8/luXBTTiG4YE5stIYRM01RVlT3b7ElmFh/GuNWi8xLm4pAkicnQjteNzTy2fFOnPqV5Dlz4IPqxC4PM8fWgV6Z7Sr0uDkkSmTl/t1NlTz7b/iu/9Eu//pVfAxwgCBAIMOj8+NnF/g9G3a3rm6hsQ+ABgP/X7//eH7/+uq7rS0tL3Ys8PT39QJ+C53l2ttt90HuKtdkHzfjYK7YPmGbg4uihuEjlOA/AhRv0RTymfuJ0xrQc18PUMed5bc0qVzcFYO4dmUwGAPDSSy+tra2x8DVCyKVLl/rlFux9nx1vuPsP84xEIq3WflyWLeeJMXZ8yuUy28Imnr1GnOM4hmFsCfLFGN9NBLdM6kslGum4ZemMvX+vb6S7DMgcI8xD0nuFyyuCa3cWUfeCHZ05bIxhskLroftmYO9XxvM8IYT50IBjA6MFJAAEgDlgA+DQH0iAAIBIf7C/yQbQAcL6Vq671aaXguM45lvbEpt4n9zb/oAQDgwMsM/CojKYZwlCWKlU+l7feMeHgm3sDof7zxH3QW8iFlFNy8kOJ0zLnV8qJuIhRRb3UqBJKO4BE6Vj9DGGMOd44Dvf+Q5t2IgxWxjsdZ6Ag0NV1eeee47NWBuNxokTJ27dunXv8NL9QZblyclJwzAEQeA4jmlQ10nSx+Cn8fHxeDze8d7G47FYbGlpKRwO8zwfiUQuX758+vTpSqXC1mwLhUJlhU3F6FfJ3uHYeLre0NKpqMBz+VKjWmuDPSMWi0Wj0cHBQdelEYf1ej2ZTHqep+t6NBq9ffs2FWjXAZZGrWKemsQOAAYAFhVo2fdk8IBwbCu0gOzfff7SFQHApTv6ysVxXCgUYgfdC8t3YGAAQijLsiAI1WqVrZSwidT8/DzYL06cOBGNRtliQCaTsW272WwmEgkAwPnz5/d0ZTUQ6A0WV6hddn1mlf26srZDe8M+kso6A+P2k3HwS5/qDN1rFe4//qHCHB3s7u9OkLsu0QPBNM3Lly8zX6rrusVicR/81PcDxpg5DZltaFkWz/Msu0cU7+qtekAIRNTQZuYb82a0223mTqEBGBzHHlqEWMTVzpZdOhlRZXEoE5ck3nW9vRFoeqoQgGajput6Pp9nq4hsvGdrm8y3S/dlFrRAPRiYmsRUoHWAMJVgHgC5uxXqgGDAdRwg61vXg2q6FnS/iA85Zgu9esr1u9pd8bdBSEAqQUeJm8viWk1lU5Y+VtVAiGA/XmhH5ufnmTeGELK8vMwWtFl0wF7HvQQC3SESiXSioPwbWpIk13WbzaYsy6FQiOO4arXKfJeO4/RlvlMrCGrMe/uWWFp3fJs2ncrtuHO/LOgzk97NlYepP8CGB+aI786jH/RNVAm3jd168zmejJ02GznhVz9LpfAbb9m58sZtzDIDmTaxuJpdPkLpcTuZdZY+RO22yOqftNsdbe2+6B7XT0nf+dNden+ud/jfC7JPWKGYd5KjNQveuta5Juzjd73kLG6HxgK5LjA1oFCbmLktDAA0wPlSLHdk2wHABFADPKb+jXWBdunWdRdHrxt3924HXiQjJyzLQL/4OTui7nDPv/59fvUdOq1kt19fnkQIweeeJz/86K7PBVveYK+7vjL27d8tTF7gyckR56P5zpLAQxMIdAeWTLWyssIyqj3PI4QkEglFUVhSw+nTp/3CNHh1dbUvtwV24fJ1enMXqh0zGSE4NZGuNTQEkaIIy6uVPjo2kiM2IXAoSTBw2wZqGcjzAERA4IjjQoRAMuxZDjQd6HrQ8eCxQWe1zIdkrJnIcuBExm1oSJWx48Kmjkyb7uBhWG+jTMJDEDgulEXS1FGpQUsdIES3SAKJhz2MYaHOiTx5asK9cGO3BX0EiagxzzPg8WH6zKgSXVzdvlu/XEOWjjwXeh6kRZs+joP1RLWrNAO0xSHXu48zcW1gtanYbkgxaFOBFvzfNmQbtYGIqZLj9dT3rkAjhMLhMHs/QsjuBdq14eJHsmWgb4hIpBb0Vq4tUKd/94i7PJwac0efsJaubowxjLG0U21xIylXM1Ai4rkerLWQKBDXow/IeNq1bLhQ5J+asPM1HmOAIFirbtJSzwOVVh8ybQKBBiMpnK/xi4uLt27dAgCsrnZsnN6cK0mSSqUSyytl08a7BUfvBgjhxOhANKI0W8b08eHVXK1bwm2374xIesJGCCBLzKbcZATP5oTxtLtY5FNRz/FgRMbFOocJDCs4qmLdgh6GtRY3lPAE3tVMFJLwyaxtObDW5qaGnasLoioT2wEuhlGVTosdDw4l3FKDj6peJu7JAik3uaiKYyF8aUaKqrja4i7NyIA6PHeFqaGZCyHPBf/ud5jJQ/xJ917RLAvNsu8IWD+KKPDpgYjnYsNyImF5r11h90+jKDSKQieowj/beEyFACIEFUXUdbta3zD5iW0Do82kuOuDblNbWfF/810dTKA1oHhsE7Og/a3rPuiuQGOM+1JpRGtQUfq7tzfs2enjw47jRsKKblgWdj2vb/VMBJFwAv3pLY0AIZnOOh52V8ucbsGxNCnUUTKKESSSAEIyTse85RIv8sDD8FiGSjlCZItAYwILNX73d/uRFmiOJxCR0xNepS17tIADq2PJZLfzAlLLCRLi2baHEESIlwX8yVPWDz6gSX27OfqWcGl/1MVv/Og60/078w8ZGN/7/huvMbzzroo9OPqc8+G8JIkkLJNLM5Jho7Uqz3MkEcbVFuIQMGy4UuabOhqMew0NhWRqDpdpXTYylxckkcgCaenIdqFmwvm8EJKo1ex50HLgcolHEAwmvMWCACEwHVhuEtOmol+sI1XCqai3kO+DWeG5W92FP/HJaVolQxYs2z3/zgzYS4YH42PZlG27IVVyPXx4BHo72aEkx6Fmy3hyeqRQavQKNPVBm62uBc180BoQXBDqCPS6FHNtEHbpDj0CveHi6Pqg965uH0IwlQh7HuYQ4vxCdP2iUeIbJRqr3vlwPhCAd29LPAIRFSsSqWsIQtDUqUWfqyLHhYkI/aS2C+ZygiSQqIpdP6uzF0nAI0nvztpu7/YjLdATZwx/UYU/Neq4HuA5Ooudzjq314RbK+KpUYdDdMBkluBQwjUs9NY12XTQhRu+k24X2LbDyvjuJTS8t/uL52cwz+e4agvSPN+OfLN0CbBW7obrdl6U6nRZaC7H7rCe/IWOrUFm1zhCcFMHzaVNob7lJtdzWJbZSPek9Sv0varaUSw3eI7zR1Ow16ysVWoNmu5o264oHuonaG6x6C/tcufevmnZm+0JKtAdC7or0G0gutTV0bPVpAJtbAj0ul29kXkf3muBvnl7bc/qvTA/GJjLbQqzYyV58nTk7RrXxLemMCGg1gns6nxefzdAyKbVI8cBMzpgdct2w6G+vfaaeoFHHCBpkAh7EIJyg4uGcETFYT8xfzBOL67pQEXEngdUidxa4QmhftVM3N29JXggURlVMz0xQRNnc7lcIpFg2a4sP0XX9VarxSJPCSHlcvmgYj8fgtmFYjdHYy/IZDKJRKJer2uaFgrRTJlcLheN0dTq7Gjo1q1bU1NTLJ4klUrNz88f7KVjiYuO45w4cWJubo555MIRumRKCGFVYmiYnan1ujh8H7TjUaFet6Bd34LWgOl2XRybfNC9YXZ7J9BTU1OEEGatf/jhh30/UCqVUpIjJ8M0G7NSqaRSKZY1Xi6Xw+HwwsLC008/3Ww2l5eX97NkI+NIC3R1zQ+fSNu+bxRg3+32/qwkcOTEiHV5VjRoNh9wPShw5PqS6DuEieWAtQq/Swv6oBgaGmKlkFm1kHq9Looiix1m6/vJZBJjzMTuoesP7D8vvvhirVaLRqOKorz11lt9f38WwJPNZguFwsDAAMsJHhwcZKnYoVDI87x0Os0uYywW216XYz8RBOHkyZP5fJ7W/fBTJZPJpOu6LE/96tWrVKBZmF3PIqHesaCZQG/Y1XwbGA7b1OOD3ubi6NfoiDiCN9fLbfnh7RhjXdf3wo42DIN5z6PRKEumZwGULI4+kUgUCgXHcfZfnY+0QHseLYAAAHj7GqdtqxZYp7OYjTnLjovTD7FIeIDN0NITFsEwhd6PIzw8iF6cVNvtH98pKJrZmQrwPM9KzOypNdQXlIhnakgWgOPS4ZOJDnU+rKz0PV1CVPDQlKU0l6YzVICyY9RzAADJ0BezNPoMwBOfCmvaDCF4vhi9vkATC8FBEEm50bTL1/hnJqsAv5GiqalAHJRKDf781XzvnhzHdcLserzNJvVBuy6wNvmgTcBrwPQFuifMbodElb4INMeT488bRov79y87qp8eU2uj//bnPdXd/JT9LrtMwo6k3Owpc9g1vnR20/UBAPzXP0s6DiyXy91ggX3oj7OdoyvQ3VSLw9T6Z6+AiMQzLoDgZ571TmTZTUazFT5aDFnuxj1g23a3ZMehKsrRixLBJ17QtRL/2z9nfv0H4b/+cXiLOvSGpt4jMPk+GT5hhRLui5P4X3zyHgZU517642+Dq3MH1uYuMeQoEXwyRX7lC70WhXFpRrp4k6a9bYJZ0OsujnUftO3Qz7Iu0F0L2u71Qdv0825LVOlLwQqMoWUgU0OVFtQtv6a5Tv0zYI+AAPuRc+XGVo9l9wnoHv1AnoijK9BHCoLh3BWVEPCbHxLWho3jkSKLLVqghqqxKPBtrc/FDfYIs40K82KrKLz+PXhjaSMqdkd2b8wuXZUFGc+66K/fWI+WhVCWaJiK52FB4LWe62bYB9ledvm6jHgyT+BbVzpDlCjxEEAXQ56jZ2taGxpKnPU46E2JKp7dsaD9wna+BS1owLC2WdDrLo7uImFfPAAE0wsOAPzvyxuJoKPD0Wq9PZSJW5Zj2k6l2rckzFaZb1e4GQLfvrIR6hpSRdel8ixLB/9QBAJ9VGChae31eCBJEl584UnTtG/PF0YG47Go+v1z1Etw+CEEFBeoAH3zR8xWpQbyM6fHMSEhRTRM58PrS309HLQNGqZiOZ1Lx3FoYmKYGo9hGWPyo4s0fP4wQAj0HEjN4fUwxNOjwxBBx3HHswOFUuOjG8tbozh6wuz8RUJs9y4S+rItasA0t0VxOFsTVfq3Lrp1kJNlIRELjQ4nmy3Dctw+CjS7aL2/JuOhZ5+eKJabIVWKRdXvvPkhOFACgT6iSCJ/7dYKgtC2nWK5WarsU9G+PQLR0qy0udQ+xL15Hl7L18MhaXG5HA7dV8/vgyJfrHMckiXhznxe0zcLqON0w+x6ElWw3RtmxwS6DQxzS6LKRhRHV6AfIvX/Y0F+dB3LCVgr1PfBydBsGfNLJfoVF2rR8NYMw/0nEOijBSve6Ed64kKJijKNu2rREuYIIdr9xy8Kc8gXCXsRRdG27fev7dxasO/xs+wNy9VWta7RLiHrqR8IIRb6ckh896FQyKWFUDnNsJptVoJcjEajuq6zMga+BW1tS1Qh1jYLWmpvt6BNmim+WaC3LN/tkmw2yyoUWpblOE6hUEin06ysHasczfO8pmnRaHRujhY52Q3su2MFA2RZXl6rIYRUVV1Ypu0sWIQfxjgej5fL5X3+fgOBPlo8//zzLGJJUZRarcYaSVSr1Wg0Ojs7G4/HM5lMsVi8c+cOONykUilWxyoUCrES+4uLi2fOnJEkifXWq9fr2WxWluUrV67sfvadyWTS6TRrTbS8vJxMJrPZLFOKVqsVi8UikUgul0MIHZJLNzo6ygK3h4eHNU1TVZV1e0IIzczM0KIZrtMxjHt80G0q0JstaBM4GjCNbWF2yAHcJoHub89yRVFYOzfWR2JgYCCZTLJGceFwmDVqYSUGd3+swcHBWCzG2vRYliXLMsY4HA6//fbbExMTrFohK1544cKFfnUFu08CgT4qCDJtwpRfuCAJRFYj78x2Vj/YKiFrgpfP5+fn5w+JDXhvmNawVkYQQtM0M5lMu93O5/OsGCEhpFQqbc+nf3CIqBCZa2NXKdZdlsvjui7ruceaAsuyjBBqtVoHEirbBXFEkLFE4GACE+161VeS3J0bmOAGTbL029UnEmMpavWLmtdxcWzYyjSyx+xa0CxewwBOG+i+QG+yoJU9EWgIweCkZbTQq1MfSiK9D9sG+vP5CMdxrF7gFrqtGx4OxJOBUTsBlp8YWPr783NbetclEolarVapVGZmZlh7oyDMLmBPgIhMPG0BQL7yPA2zK9Ta/+H3091/ZY8WK5/IJqq2bR9ameZFMvWcXl+1//PP5NiW+bzwu38XYykGW3ZmhQl3c7jhE1Y07X4qYVyd1efK1OPM7PFevej2+jzAmt1+uVFTDuFTAvrVTWF2W+g0MXj/j8TOIuGmMDtgdizoDdl22tSC3lyLwwCcDWShV6B3rCn4oHA8SQw7ShS99lyn3Gipgf7yR9yOA8Dub9GBMTuVdU5HnLMj4P9dCnfHcvaCfcV9+VwPTWBBHwkIhrUcjzG8mnIqLVRvo3vL1qFVZ/+BoX9zHJjIdJzLhtUp377dWN69A7pRFCSVLOio3vr4/J2DvW6VFTE64K5CdPHmx6/XYc0Foe2JKnBdoDccH+66i4O27KU9CdctaCC02+3333+/j1EcrgNn31NdB/62LnAcvZi2s4dF0ovzoq2jsomux8jHeksO5Ms9ul29jw6saex2Q4Dn0bGxdFszeY7TTXtPmzDtEtY0dn1VKoQQDbYLK50HxsMQcbLjehIN4YCt9v02V7wHrBkraxq75Z/CIXkoHXNcr62ZqiItr/Wt+uVD0Ns0VhS36nIyHhIEnudRLKLWm/pafmOGIQEsIb/4swA8xBoSArfTk9D/wf5WG0AX8Os9Cf0+snRfC3lW/wrL3btp7Jknx2zHTcXDjZZh2c7uCz3u2DSWIQr8q586VSw3PQ8n4qG9roy4haBpbMAG6VR0PDuAMR5IRWZm84dZoHeMXW0bG0/yp86OlSrN09OjhmnvdUB3PKaOZlOO4xZLTZ4/yPnvx5JMhDEmmYFodihxe77QK9AWQBZGNCulx/D1nQgYbNvK3NGb/ev7l5Kj6aYoCM22qemmae2tE4kQspqrua7X0kye7+ey58MRuDgef+42M8sV6vli46Dn5f1hebUCIPjoxvI+fJiVterqWhUdRGWGB4UZm3OLncpNe1a0c6/geV5RlKXVWq9zPxQKdVtn9PdwgiA4jnPzzhq7Viw88WAJBPpIoGn6wa517JLti28cx7EYQcuyxsbGFhcXWcgqe2hZoEWr1RJFkXaw3jWskzfP857n5XI5RVGeeuqpmZkZ1kaW9YplMeZra2uHpEzr0NAQxjgSibDwA4RQKBS6ceMGeBR47rnnWGNWXddZJ29dp84cVn8xm82urKwMDQ2trq6urKzs/nDhcDibzR47duzGjRuxWIwQEo/HqTW9ujo2Nra8vNxdB95nAoE+EvR2vXw8YHG+giBomjY5OYkQmpycrNVqiqKcO3cuHo8fP358fn7+1KlT3/rWt3b/2VlOs+d59Xo9mUyyLIluc2HLonVpFUUxDKO/4cC7QRTFcDjM4v9Y7HCr9Qjki3IC8RzIIttEkfYtYu3tmZNakiTHcW7dusXKgfYrrtEwjFwuV6vVNE3Tdd00TVEUIYSGYTSbzX2Ofe4lWCQMeJRgi4QDY06rLEylvW7gBiF0LbRQRw2Nj8Vitk0XnZg1/XCT+i2LhGEFJyNwldYBB/foSLn/o2DvIuHQMRId8MJt/jNPd2Trf387dreulgcbEXi3RcJkKnzqZd3S0W++ZncXgRn/92Loz97ohPR1eTiB7i4SjkzyI6fMExz3i69unfT82u+kGxraZysnWCQMeORRo97gpBWLe7/1c1ujff/ku5F/eFdm9g4L6N69DEFIBAUrAkwnYLHBIUSDRiAgIykvX+M83Fkre2HavL4o1poHOU1RwlhU8ZDkvfREJ2LsT74HyV1W83p7Ih8ePBdWVwW9ib71DhRpL9cNbix9TGzoQ2BqyNLR7Sr/N9umPbqJPW/TCQRhdgEB92VBxwddrcY/O7k1cHW5JJQamx61h26+3rWgp8/icNJtziqZML9YEJJ+w9DBhIcg1e6LN2Xsh5SoEtYttP/e521hdpsaVEfCtOAfz3GSyJu2U2906lYfNu4dZnfi2CAmRJIEy3Isy1ntiUXpe5gdhCAZD3uY9vMMq/JaYbfHeiACCzrgcaBRpAG/785slAx+6fkTrbZx+nQMQvDGj6738Vi5WWkQA0tHIAwwAem4RwsNubBQ5zIx2sqSlajgOSBw5BAsDm5SN0kUhgfjAs9NHcvcupM7tAJ9bySJlyRB4Lnmfpj8cGQoIfCcLAvRiLrPAr2dYJEw4HGg3tRcF9ebunc3n+vDYhto+boyEKWu7LYBL92iLmnWPnytwvmKQf9AeOjcBX4EsTW/VBR4fn6pZDuHyOncy5YpzvYZz7Vbq/fe4cGPeK+TuTOflyXRsl1Z6n8B1QclEOiAx4Fbdzp1OfqCLwH0IfY8j3mx81WQrxK/XsXOrDdQ22+Z7i6Buq6LtqX2tdqHVJS34Hn0PFlr+b53ldwO+04dx4XQ3J5xY27rULpvbE83DwQ64FHC87z9iRXD2C8EYTu2X5n+8GP7gEccZx/NfIzxAWrxjmxfBQ0EOuARg0lnQMBR4BHOLgsICAh4vAkEOiAgIOCQEgh0QEBAwCElEOiAgICAQ0og0AEBAQGHlECgAwICAg4pgUAHBAQEHFICgQ4ICAg4pAQCHRAQEHBICQQ6ICAg4JASCHRAQEDAISUQ6ICAgIBDSiDQAQEBAYeUQKADAgICDimBQAcEBASAw8n/B0PsQOjm7i14AAAAAElFTkSuQmCC","AutomaticThumbnail":true}],"Version":5,"Commit":"5bbabca73a6a56659aeedfb7129e6de35e65ba7c","Tag":"3.8.2"}