/* * Copyright 2021 Google LLC * * Use of this source code is governed by a BSD-style license that can be * found in the LICENSE file. */ #include "bench/Benchmark.h" #include "include/core/SkPath.h" #include "src/core/SkArenaAlloc.h" #include "src/gpu/GrEagerVertexAllocator.h" #include "src/gpu/GrInnerFanTriangulator.h" #include "src/gpu/GrTriangulator.h" #include struct TigerPath { const char* fVerbs; std::vector fPoints; }; // Paths in desk_tigersvg.skp that take the "inner triangulation" path through the tessellator. extern TigerPath kTigerPaths[]; extern int kNumTigerPaths; constexpr float kTigerTolerance = 0.728769f; class TriangulatorBenchmark : public Benchmark, public GrEagerVertexAllocator { public: TriangulatorBenchmark(const char* name) { fName.printf("triangulator_%s", name); } const char* onGetName() override { return fName.c_str(); } bool isSuitableFor(Backend backend) final { return backend == kNonRendering_Backend; } protected: void onDelayedSetup() override { for (int i = 0; i < kNumTigerPaths; ++i) { SkPath& path = fPaths.push_back(); const std::vector& pts = kTigerPaths[i].fPoints; int ptsIdx = 0; for (const char* v = kTigerPaths[i].fVerbs; *v; ++v) { switch (*v) { case 'm': path.moveTo(pts[ptsIdx]); ++ptsIdx; break; case 'l': path.lineTo(pts[ptsIdx]); ++ptsIdx; break; case 'q': path.quadTo(pts[ptsIdx], pts[ptsIdx + 1]); ptsIdx += 2; break; case 'c': path.cubicTo(pts[ptsIdx], pts[ptsIdx + 1], pts[ptsIdx + 2]); ptsIdx += 3; break; case 'z': path.close(); break; } } SkASSERT(ptsIdx == (int)pts.size()); } } void onDraw(int loops, SkCanvas*) final { for (int i = 0; i < loops; ++i) { this->doLoop(); } } // GrEagerVertexAllocator. void* lock(size_t stride, int eagerCount) override { size_t allocSize = eagerCount * stride; if (allocSize > fVertexAllocSize) { fVertexData.reset(allocSize); } return fVertexData; } void unlock(int) override {} virtual void doLoop() = 0; SkString fName; SkTArray fPaths; SkAutoTMalloc fVertexData; size_t fVertexAllocSize = 0; SkArenaAllocWithReset fArena{GrTriangulator::kArenaDefaultChunkSize}; }; class PathToTrianglesBench : public TriangulatorBenchmark { public: PathToTrianglesBench() : TriangulatorBenchmark("PathToTriangles") {} void doLoop() override { for (const SkPath& path : fPaths) { bool isLinear; GrTriangulator::PathToTriangles(path, kTigerTolerance, SkRect::MakeEmpty(), this, &isLinear); } } }; DEF_BENCH( return new PathToTrianglesBench(); ); class TriangulateInnerFanBench : public TriangulatorBenchmark { public: TriangulateInnerFanBench() : TriangulatorBenchmark("TriangulateInnerFan") {} void doLoop() override { bool isLinear; for (const SkPath& path : fPaths) { GrInnerFanTriangulator::BreadcrumbTriangleList breadcrumbList; GrInnerFanTriangulator(path, &fArena).pathToTriangles(this, &breadcrumbList, &isLinear); } fArena.reset(); } }; DEF_BENCH( return new TriangulateInnerFanBench(); ); #if 0 #include "src/gpu/tessellate/GrMiddleOutPolygonTriangulator.h" class MiddleOutComparisonBench : public TriangulatorBenchmark { public: MiddleOutComparisonBench() : TriangulatorBenchmark("MiddleOutComparison") {} void doLoop() override { for (const SkPath& path : fPaths) { int maxInnerTriangles = path.countVerbs() - 1; auto* data = this->GrEagerVertexAllocator::lock(maxInnerTriangles * 3); int vertexCount = GrMiddleOutPolygonTriangulator::WritePathInnerFan( data, 3/*perTriangleVertexAdvance*/, path) * 3; this->unlock(vertexCount); } } }; DEF_BENCH( return new MiddleOutComparisonBench(); ); #endif TigerPath kTigerPaths[] = { {"mcccccccclclclccccclcclccccccclclcccccccccccccccccccccccccccccllcclcccclccccccccccccccclz", {{-129.83f,103.06f}, {-129.33f,109.11f}, {-128.34f,115.68f}, {-126.6f,118.8f}, {-126.6f,118.8f}, {-130.2f,131.2f}, {-121.4f,144.4f}, {-121.4f,144.4f}, {-121.8f,151.6f}, {-120.2f,154.8f}, {-120.2f,154.8f}, {-116.2f,163.2f}, {-111.4f,164.f}, {-107.52f,164.65f}, {-98.793f,167.72f}, {-88.932f,169.12f}, {-88.932f,169.12f}, {-71.8f,183.2f}, {-75.f,196.f}, {-75.f,196.f}, {-75.4f,212.4f}, {-79.f,214.f}, {-79.f,214.f}, {-67.4f,202.8f}, {-77.f,219.6f}, {-81.4f,238.4f}, {-81.4f,238.4f}, {-55.8f,216.8f}, {-71.4f,235.2f}, {-81.4f,261.2f}, {-81.4f,261.2f}, {-61.8f,242.8f}, {-69.f,251.2f}, {-72.2f,260.f}, {-72.2f,260.f}, {-29.f,232.8f}, {-59.8f,262.4f}, {-59.8f,262.4f}, {-51.8f,258.8f}, {-47.4f,261.6f}, {-47.4f,261.6f}, {-40.6f,260.4f}, {-41.4f,262.f}, {-41.4f,262.f}, {-62.2f,272.4f}, {-65.8f,290.8f}, {-65.8f,290.8f}, {-57.4f,280.8f}, {-60.6f,291.6f}, {-60.2f,303.2f}, {-60.2f,303.2f}, {-56.2f,281.6f}, {-56.6f,319.2f}, {-56.6f,319.2f}, {-37.4f,301.2f}, {-49.f,322.f}, {-49.f,338.8f}, {-49.f,338.8f}, {-33.8f,322.4f}, {-40.2f,335.2f}, {-40.2f,335.2f}, {-30.2f,326.4f}, {-34.2f,341.6f}, {-34.2f,341.6f}, {-35.f,352.f}, {-30.6f,340.8f}, {-30.6f,340.8f}, {-14.6f,310.2f}, {-20.6f,336.4f}, {-20.6f,336.4f}, {-21.4f,355.6f}, {-16.6f,340.8f}, {-16.6f,340.8f}, {-16.2f,351.2f}, {-7.f,358.4f}, {-7.f,358.4f}, {-8.2f,307.6f}, {4.6f,343.6f}, {8.6f,360.f}, {8.6f,360.f}, {11.4f,350.8f}, {11.f,345.6f}, {19.f,353.6f}, {19.f,353.6f}, {34.2f,330.8f}, {31.f,344.f}, {31.f,344.f}, {23.4f,360.f}, {25.f,364.8f}, {25.f,364.8f}, {41.8f,330.f}, {43.f,328.4f}, {43.f,328.4f}, {41.f,370.8f}, {51.8f,334.8f}, {51.8f,334.8f}, {57.4f,346.8f}, {54.6f,351.2f}, {54.6f,351.2f}, {62.6f,343.2f}, {61.8f,340.f}, {61.8f,340.f}, {66.4f,331.8f}, {69.2f,345.4f}, {69.2f,345.4f}, {71.f,354.8f}, {72.6f,351.6f}, {72.6f,351.6f}, {76.6f,375.6f}, {77.8f,352.8f}, {77.8f,352.8f}, {79.4f,339.2f}, {72.2f,327.6f}, {72.2f,327.6f}, {73.f,324.4f}, {70.2f,320.4f}, {70.2f,320.4f}, {83.8f,342.f}, {76.6f,313.2f}, {76.6f,313.2f}, {87.801f,321.2f}, {89.001f,321.2f}, {89.001f,321.2f}, {75.4f,298.f}, {84.2f,302.8f}, {84.2f,302.8f}, {79.f,292.4f}, {97.001f,304.4f}, {97.001f,304.4f}, {81.f,288.4f}, {98.601f,298.f}, {98.601f,298.f}, {106.6f,304.4f}, {99.001f,294.4f}, {99.001f,294.4f}, {84.6f,278.4f}, {106.6f,296.4f}, {106.6f,296.4f}, {118.2f,312.8f}, {119.f,315.6f}, {119.f,315.6f}, {109.f,286.4f}, {104.6f,283.6f}, {104.6f,283.6f}, {113.f,247.2f}, {154.2f,262.8f}, {154.2f,262.8f}, {161.f,280.f}, {165.4f,261.6f}, {165.4f,261.6f}, {178.2f,255.2f}, {189.4f,282.8f}, {189.4f,282.8f}, {193.4f,269.2f}, {192.6f,266.4f}, {192.6f,266.4f}, {199.4f,267.6f}, {198.6f,266.4f}, {198.6f,266.4f}, {211.8f,270.8f}, {213.f,270.f}, {213.f,270.f}, {219.8f,276.8f}, {220.2f,273.2f}, {220.2f,273.2f}, {229.4f,276.f}, {227.4f,272.4f}, {227.4f,272.4f}, {236.2f,288.f}, {236.6f,291.6f}, {239.f,277.6f}, {241.f,280.4f}, {241.f,280.4f}, {242.6f,272.8f}, {241.8f,271.6f}, {241.f,270.4f}, {261.8f,278.4f}, {266.6f,299.2f}, {268.6f,307.6f}, {268.6f,307.6f}, {274.6f,292.8f}, {273.f,288.8f}, {273.f,288.8f}, {278.2f,289.6f}, {278.6f,294.f}, {278.6f,294.f}, {282.6f,270.8f}, {277.8f,264.8f}, {277.8f,264.8f}, {282.2f,264.f}, {283.4f,267.6f}, {283.4f,260.4f}, {283.4f,260.4f}, {290.6f,261.2f}, {290.6f,258.8f}, {290.6f,258.8f}, {295.f,254.8f}, {297.f,259.6f}, {297.f,259.6f}, {284.6f,224.4f}, {303.f,243.6f}, {303.f,243.6f}, {310.2f,254.4f}, {306.6f,235.6f}, {303.f,216.8f}, {299.f,215.2f}, {303.8f,214.8f}, {303.8f,214.8f}, {304.6f,211.2f}, {302.6f,209.6f}, {300.6f,208.f}, {303.8f,209.6f}, {303.8f,209.6f}, {303.8f,209.6f}, {308.6f,213.6f}, {303.4f,191.6f}, {303.4f,191.6f}, {309.8f,193.2f}, {297.8f,164.f}, {297.8f,164.f}, {300.6f,161.6f}, {296.6f,153.2f}, {296.6f,153.2f}, {304.6f,157.6f}, {307.4f,156.f}, {307.4f,156.f}, {307.f,154.4f}, {303.8f,150.4f}, {303.8f,150.4f}, {282.2f,95.6f}, {302.6f,117.6f}, {302.6f,117.6f}, {314.45f,131.15f}, {308.05f,108.35f}, {308.05f,108.35f}, {298.94f,84.341f}, {299.72f,80.045f}, {-129.83f,103.06f}}}, {"mcccccclclcccccccccccclccccccccccccccccccccz", {{299.72f,80.245f}, {300.34f,80.426f}, {302.55f,81.55f}, {303.8f,83.2f}, {303.8f,83.2f}, {310.6f,94.f}, {305.4f,75.6f}, {305.4f,75.6f}, {296.2f,46.8f}, {305.f,58.f}, {305.f,58.f}, {311.f,65.2f}, {307.8f,51.6f}, {303.94f,35.173f}, {301.4f,28.8f}, {301.4f,28.8f}, {301.4f,28.8f}, {313.f,33.6f}, {286.2f,-5.99999f}, {295.f,-2.39999f}, {295.f,-2.39999f}, {275.4f,-42.f}, {253.8f,-47.2f}, {245.8f,-53.2f}, {245.8f,-53.2f}, {284.2f,-91.2f}, {271.4f,-128.f}, {271.4f,-128.f}, {264.6f,-133.2f}, {255.f,-124.f}, {255.f,-124.f}, {248.6f,-119.2f}, {242.6f,-120.8f}, {242.6f,-120.8f}, {211.8f,-119.6f}, {209.8f,-119.6f}, {207.8f,-119.6f}, {173.f,-156.8f}, {107.4f,-139.2f}, {107.4f,-139.2f}, {102.2f,-137.2f}, {97.801f,-138.4f}, {97.801f,-138.4f}, {79.4f,-154.4f}, {30.6f,-131.6f}, {30.6f,-131.6f}, {20.6f,-129.6f}, {19.f,-129.6f}, {17.4f,-129.6f}, {14.6f,-129.6f}, {6.59998f,-123.2f}, {-1.40002f,-116.8f}, {-1.80002f,-116.f}, {-3.80002f,-114.4f}, {-3.80002f,-114.4f}, {-20.2f,-103.2f}, {-25.f,-102.4f}, {-25.f,-102.4f}, {-36.6f,-96.f}, {-41.f,-86.f}, {-44.6f,-84.8f}, {-44.6f,-84.8f}, {-46.2f,-77.6f}, {-46.6f,-76.4f}, {-46.6f,-76.4f}, {-51.4f,-72.8f}, {-52.2f,-67.2f}, {-52.2f,-67.2f}, {-61.f,-61.2f}, {-60.6f,-56.8f}, {-60.6f,-56.8f}, {-62.2f,-51.6f}, {-63.f,-46.8f}, {-63.f,-46.8f}, {-70.2f,-42.f}, {-69.4f,-39.2f}, {-69.4f,-39.2f}, {-77.f,-25.2f}, {-75.8f,-18.4f}, {-75.8f,-18.4f}, {-82.2f,-18.8f}, {-85.f,-16.4f}, {-85.f,-16.4f}, {-85.8f,-11.6f}, {-87.4f,-11.2f}, {-87.4f,-11.2f}, {-90.2f,-10.f}, {-87.8f,-6.00001f}, {-87.8f,-6.00001f}, {-89.4f,-3.20001f}, {-89.8f,-1.60001f}, {-89.8f,-1.60001f}, {-89.f,1.19999f}, {-93.4f,6.79999f}, {-93.4f,6.79999f}, {-99.8f,25.6f}, {-97.8f,30.8f}, {-97.8f,30.8f}, {-97.4f,35.6f}, {-100.2f,37.2f}, {-100.2f,37.2f}, {-103.8f,36.8f}, {-95.4f,48.8f}, {-95.4f,48.8f}, {-94.6f,50.f}, {-97.8f,52.4f}, {-97.8f,52.4f}, {-115.f,56.f}, {-117.4f,72.4f}, {-117.4f,72.4f}, {-131.f,87.2f}, {-131.f,92.4f}, {-131.f,94.705f}, {-130.73f,97.852f}, {-130.03f,102.46f}, {-130.03f,102.46f}, {-130.6f,110.8f}, {-103.f,111.6f}, {-75.4f,112.4f}, {299.72f,80.245f}, {299.72f,80.245f}}}, {"mcccclccccccccccclz", {{-115.6f,102.6f}, {-140.6f,63.2f}, {-126.2f,119.6f}, {-126.2f,119.6f}, {-117.4f,154.f}, {12.2f,116.4f}, {12.2f,116.4f}, {12.2f,116.4f}, {181.f,86.f}, {192.2f,82.f}, {203.4f,78.f}, {298.6f,84.4f}, {298.6f,84.4f}, {293.f,67.6f}, {228.2f,21.2f}, {209.f,44.4f}, {195.4f,40.4f}, {181.8f,36.4f}, {184.2f,46.f}, {181.f,46.8f}, {177.8f,47.6f}, {138.6f,22.8f}, {132.2f,23.6f}, {125.8f,24.4f}, {100.46f,0.649006f}, {115.4f,32.4f}, {131.4f,66.4f}, {57.f,71.6f}, {40.2f,60.4f}, {23.4f,49.2f}, {47.4f,78.8f}, {47.4f,78.8f}, {65.8f,98.8f}, {31.4f,82.f}, {31.4f,82.f}, {-3.f,69.2f}, {-27.f,94.8f}, {-30.2f,95.6f}, {-33.4f,96.4f}, {-38.2f,99.6f}, {-39.f,93.2f}, {-39.8f,86.8f}, {-47.31f,70.099f}, {-79.f,96.4f}, {-99.f,113.f}, {-112.8f,91.f}, {-112.8f,91.f}, {-115.6f,102.6f}}}, {"mcccccccclcccclcccz", {{133.51f,25.346f}, {127.11f,26.146f}, {101.74f,2.407f}, {116.71f,34.146f}, {133.31f,69.346f}, {58.31f,73.346f}, {41.51f,62.146f}, {24.709f,50.946f}, {48.71f,80.546f}, {48.71f,80.546f}, {67.11f,100.55f}, {32.709f,83.746f}, {32.709f,83.746f}, {-1.69101f,70.946f}, {-25.691f,96.546f}, {-28.891f,97.346f}, {-32.091f,98.146f}, {-36.891f,101.35f}, {-37.691f,94.946f}, {-38.491f,88.546f}, {-45.87f,72.012f}, {-77.691f,98.146f}, {-98.927f,115.49f}, {-112.42f,94.037f}, {-112.42f,94.037f}, {-115.62f,104.15f}, {-140.62f,64.346f}, {-125.55f,122.66f}, {-125.55f,122.66f}, {-116.74f,157.06f}, {13.51f,118.15f}, {13.51f,118.15f}, {13.51f,118.15f}, {182.31f,87.746f}, {193.51f,83.746f}, {204.71f,79.746f}, {299.04f,86.073f}, {299.04f,86.073f}, {293.51f,68.764f}, {228.71f,22.364f}, {210.31f,46.146f}, {196.71f,42.146f}, {183.11f,38.146f}, {185.51f,47.746f}, {182.31f,48.546f}, {179.11f,49.346f}, {139.91f,24.546f}, {133.51f,25.346f}}}, {"mcccccccclcccclcccz", {{134.82f,27.091f}, {128.42f,27.891f}, {103.68f,3.862f}, {118.02f,35.891f}, {134.22f,72.092f}, {59.619f,75.092f}, {42.819f,63.892f}, {26.019f,52.692f}, {50.019f,82.292f}, {50.019f,82.292f}, {68.419f,102.29f}, {34.019f,85.492f}, {34.019f,85.492f}, {-0.380993f,72.692f}, {-24.382f,98.292f}, {-27.582f,99.092f}, {-30.782f,99.892f}, {-35.582f,103.09f}, {-36.382f,96.692f}, {-37.182f,90.292f}, {-44.43f,73.925f}, {-76.382f,99.892f}, {-98.855f,117.98f}, {-112.04f,97.074f}, {-112.04f,97.074f}, {-115.64f,105.69f}, {-139.44f,66.692f}, {-124.89f,125.71f}, {-124.89f,125.71f}, {-116.09f,160.11f}, {14.82f,119.89f}, {14.82f,119.89f}, {14.82f,119.89f}, {183.62f,89.492f}, {194.82f,85.492f}, {206.02f,81.492f}, {299.47f,87.746f}, {299.47f,87.746f}, {294.02f,69.928f}, {229.22f,23.528f}, {211.62f,47.891f}, {198.02f,43.891f}, {184.42f,39.891f}, {186.82f,49.491f}, {183.62f,50.292f}, {180.42f,51.092f}, {141.22f,26.291f}, {134.82f,27.091f}}}, {"mcccccccclcccclcccz", {{136.13f,28.837f}, {129.73f,29.637f}, {105.f,5.605f}, {119.33f,37.637f}, {136.13f,75.193f}, {60.394f,76.482f}, {44.128f,65.637f}, {27.328f,54.437f}, {51.328f,84.037f}, {51.328f,84.037f}, {69.728f,104.04f}, {35.328f,87.237f}, {35.328f,87.237f}, {0.927998f,74.437f}, {-23.072f,100.04f}, {-26.272f,100.84f}, {-29.472f,101.64f}, {-34.272f,104.84f}, {-35.072f,98.437f}, {-35.872f,92.037f}, {-42.989f,75.839f}, {-75.073f,101.64f}, {-98.782f,120.47f}, {-111.66f,100.11f}, {-111.66f,100.11f}, 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{148.6f,68.6f}, {144.6f,68.8f}, {144.6f,68.8f}, {145.2f,78.4f}, {129.8f,74.2f}, {129.8f,74.2f}, {128.2f,74.4f}, {126.6f,74.6f}, {115.4f,73.8f}, {109.6f,71.6f}, {103.8f,69.4f}, {97.001f,69.4f}, {97.001f,69.4f}, {97.001f,69.4f}, {93.001f,71.2f}, {85.4f,71.f}, {77.8f,70.8f}, {69.8f,73.6f}, {69.8f,73.6f}, {65.4f,73.2f}, {74.f,68.8f}, {74.2f,69.f}, {74.4f,69.2f}, {80.f,63.6f}, {72.f,64.2f}, {50.203f,65.835f}, {39.4f,55.6f}, {39.4f,55.6f}, {37.4f,54.2f}, {34.8f,51.4f}, {34.8f,51.4f}, {24.8f,49.4f}, {36.2f,63.8f}, {36.2f,63.8f}, {37.4f,65.2f}, {36.f,66.2f}, {36.f,66.2f}, {35.2f,64.6f}, {27.4f,59.2f}, {27.4f,59.2f}, {24.589f,58.227f}, {23.226f,56.893f}, {20.895f,54.407f}}}, {"mcccz", {{29.f,128.8f}, {29.f,128.8f}, {28.8f,127.f}, {30.6f,127.8f}, {32.4f,128.6f}, {205.8f,115.6f}, {229.4f,148.f}, {229.4f,148.f}, {219.8f,122.4f}, {29.f,128.8f}}}, {"mcccz", {{11.526f,104.46f}, {11.526f,104.46f}, {11.082f,106.46f}, {12.631f,105.25f}, {28.699f,92.622f}, {61.141f,33.72f}, {116.831f,28.086f}, {116.831f,28.086f}, {78.519f,15.976f}, {11.531f,104.46f}}}, {"mcccz", {{22.726f,102.66f}, {22.726f,102.66f}, {21.363f,101.47f}, {23.231f,100.85f}, {25.099f,100.22f}, {137.541f,27.72f}, {176.831f,35.686f}, {176.831f,35.686f}, {149.721f,28.176f}, {22.731f,102.66f}}}, {"mcccz", {{36.855f,98.898f}, {36.855f,98.898f}, {35.654f,97.543f}, {37.586f,97.158f}, {39.518f,96.774f}, {160.216f,39.061f}, {198.176f,51.927f}, {198.176f,51.927f}, {172.236f,41.053f}, {36.856f,98.898f}}}, }; int kNumTigerPaths = (int)SK_ARRAY_COUNT(kTigerPaths);