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/*
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This file is part of Magnum.
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Copyright © 2010, 2011, 2012, 2013, 2014, 2015, 2016, 2017, 2018, 2019
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Vladimír Vondruš <mosra@centrum.cz>
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Permission is hereby granted, free of charge, to any person obtaining a
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copy of this software and associated documentation files (the "Software"),
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to deal in the Software without restriction, including without limitation
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the rights to use, copy, modify, merge, publish, distribute, sublicense,
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and/or sell copies of the Software, and to permit persons to whom the
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Software is furnished to do so, subject to the following conditions:
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The above copyright notice and this permission notice shall be included
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in all copies or substantial portions of the Software.
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THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
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IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
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FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL
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THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
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LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING
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FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER
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DEALINGS IN THE SOFTWARE.
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*/
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#include <Corrade/TestSuite/Tester.h>
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#include "Magnum/Math/Matrix3.h"
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#include "Magnum/Math/Matrix4.h"
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#include "Magnum/Math/Algorithms/GaussJordan.h"
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namespace Magnum { namespace Math { namespace Test { namespace {
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struct MatrixBenchmark: Corrade::TestSuite::Tester {
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explicit MatrixBenchmark();
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void multiply3();
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void multiply4();
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void comatrix3();
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void invert3();
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void invert3GaussJordan();
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void invert3Rigid();
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void invert3Orthogonal();
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void comatrix4();
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void invert4();
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void invert4GaussJordan();
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void invert4Rigid();
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void invert4Orthogonal();
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void transformVector3();
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void transformPoint3();
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void transformVector4();
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void transformPoint4();
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};
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MatrixBenchmark::MatrixBenchmark() {
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addBenchmarks({&MatrixBenchmark::multiply3,
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&MatrixBenchmark::multiply4}, 500);
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addBenchmarks({&MatrixBenchmark::comatrix3,
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&MatrixBenchmark::invert3,
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&MatrixBenchmark::invert3GaussJordan,
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&MatrixBenchmark::invert3Rigid,
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&MatrixBenchmark::invert3Orthogonal,
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&MatrixBenchmark::comatrix4,
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&MatrixBenchmark::invert4,
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&MatrixBenchmark::invert4GaussJordan,
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&MatrixBenchmark::invert4Rigid,
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&MatrixBenchmark::invert4Orthogonal}, 50);
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addBenchmarks({&MatrixBenchmark::transformVector3,
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&MatrixBenchmark::transformPoint3,
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&MatrixBenchmark::transformVector4,
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&MatrixBenchmark::transformPoint4}, 1000);
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}
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typedef Math::Vector2<Float> Vector2;
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typedef Math::Vector3<Float> Vector3;
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typedef Math::Vector4<Float> Vector4;
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typedef Math::Matrix4<Float> Matrix4;
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typedef Math::Matrix3<Float> Matrix3;
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enum: std::size_t { Repeats = 10000 };
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using namespace Literals;
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const Matrix3 Data3Orthogonal = Matrix3::rotation(134.7_degf);
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const Matrix3 Data3Rigid = Data3Orthogonal*Matrix3::translation(Vector2::yAxis());
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const Matrix3 Data3 = Data3Orthogonal*Matrix3::scaling(Vector2{2.5f})*Matrix3::translation(Vector2::yAxis());
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const Matrix4 Data4Orthogonal = Matrix4::rotation(134.7_degf, Vector3{1.0f, 3.0f, -1.4f}.normalized());
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const Matrix4 Data4Rigid = Data4Orthogonal*Matrix4::translation(Vector3::zAxis());
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const Matrix4 Data4 = Data4Orthogonal*Matrix4::scaling(Vector3{2.5f})*Matrix4::translation(Vector3::zAxis());
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void MatrixBenchmark::multiply3() {
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Matrix3 a = Data3;
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CORRADE_BENCHMARK(Repeats) {
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a = a*a;
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::multiply4() {
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Matrix4 a = Data4;
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CORRADE_BENCHMARK(Repeats) {
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a = a*a;
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::comatrix3() {
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Matrix3 a = Data3;
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CORRADE_BENCHMARK(Repeats) {
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a = a.comatrix();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert3() {
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Matrix3 a = Data3;
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CORRADE_BENCHMARK(Repeats) {
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a = a.inverted();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert3GaussJordan() {
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Matrix3 a = Data3;
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CORRADE_BENCHMARK(Repeats) {
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a = Math::Algorithms::gaussJordanInverted(a);
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert3Rigid() {
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Matrix3 a = Data3Rigid;
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CORRADE_BENCHMARK(Repeats) {
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a = a.invertedRigid();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert3Orthogonal() {
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Matrix3 a = Data3Orthogonal;
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CORRADE_BENCHMARK(Repeats) {
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a = a.invertedOrthogonal();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::comatrix4() {
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Matrix4 a = Data4;
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CORRADE_BENCHMARK(Repeats) {
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a = a.comatrix();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert4() {
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Matrix4 a = Data4;
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CORRADE_BENCHMARK(Repeats) {
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a = a.inverted();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert4GaussJordan() {
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Matrix4 a = Data4;
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CORRADE_BENCHMARK(Repeats) {
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a = Math::Algorithms::gaussJordanInverted(a);
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert4Rigid() {
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Matrix4 a = Data4Rigid;
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CORRADE_BENCHMARK(Repeats) {
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a = a.invertedRigid();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::invert4Orthogonal() {
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Matrix4 a = Data4Orthogonal;
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CORRADE_BENCHMARK(Repeats) {
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a = a.invertedOrthogonal();
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}
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CORRADE_VERIFY(a.toVector().sum() != 0);
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}
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void MatrixBenchmark::transformVector3() {
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Vector2 a{3.0f, -2.2f};
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CORRADE_BENCHMARK(Repeats) {
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a = Data3.transformVector(a);
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}
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CORRADE_VERIFY(a.sum() != 0);
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}
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void MatrixBenchmark::transformPoint3() {
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Vector2 a{3.0f, -2.2f};
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CORRADE_BENCHMARK(Repeats) {
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a = Data3.transformPoint(a);
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}
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CORRADE_VERIFY(a.sum() != 0);
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}
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void MatrixBenchmark::transformVector4() {
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Vector3 a{1.0f, 3.0f, -2.2f};
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CORRADE_BENCHMARK(Repeats) {
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a = Data4.transformVector(a);
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}
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CORRADE_VERIFY(a.sum() != 0);
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}
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void MatrixBenchmark::transformPoint4() {
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Vector3 a{1.0f, 3.0f, -2.2f};
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CORRADE_BENCHMARK(Repeats) {
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a = Data4.transformVector(a);
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}
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CORRADE_VERIFY(a.sum() != 0);
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}
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}}}}
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CORRADE_TEST_MAIN(Magnum::Math::Test::MatrixBenchmark)
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