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#ifndef Magnum_Physics_ShapeGroup_h
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#define Magnum_Physics_ShapeGroup_h
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/*
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Copyright © 2010, 2011, 2012 Vladimír Vondruš <mosra@centrum.cz>
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This file is part of Magnum.
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Magnum is free software: you can redistribute it and/or modify
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it under the terms of the GNU Lesser General Public License version 3
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only, as published by the Free Software Foundation.
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Magnum is distributed in the hope that it will be useful,
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but WITHOUT ANY WARRANTY; without even the implied warranty of
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MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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GNU Lesser General Public License version 3 for more details.
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*/
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/** @file
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* @brief Class Magnum::Physics::ShapeGroup, typedef Magnum::Physics::ShapeGroup2D, Magnum::Physics::ShapeGroup3D
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*/
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#include "AbstractShape.h"
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#include <type_traits>
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#include <utility>
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#include "magnumCompatibility.h"
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namespace Magnum { namespace Physics {
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#ifndef DOXYGEN_GENERATING_OUTPUT
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namespace Implementation {
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enum GroupOperation {
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RefA = 0x01,
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RefB = 0x02,
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RefAB = 0x03,
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// Complement = 1 << 2,
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// Union = 2 << 2,
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// Intersection = 3 << 2,
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// Difference = 4 << 2,
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// Xor = 5 << 2,
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And = 6 << 2,
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Or = 7 << 2,
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Not = 8 << 2,
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FirstObjectOnly = 9 << 2,
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AlwaysFalse = 10 << 2
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};
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}
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#define enableIfIsBaseType typename std::enable_if<std::is_base_of<AbstractShape<T::Dimensions>, T>::value, ShapeGroup<T::Dimensions>>::type
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#define enableIfAreBaseType typename std::enable_if<T::Dimensions == U::Dimensions && std::is_base_of<AbstractShape<T::Dimensions>, T>::value && std::is_base_of<AbstractShape<T::Dimensions>, U>::value, ShapeGroup<T::Dimensions>>::type
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#endif
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/**
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@brief Shape group
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Result of logical operations on shapes.
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See @ref collision-detection for brief introduction.
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@see ShapeGroup2D, ShapeGroup3D
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*/
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template<std::uint8_t dimensions> class PHYSICS_EXPORT ShapeGroup: public AbstractShape<dimensions> {
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#ifndef DOXYGEN_GENERATING_OUTPUT
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// template<class T> friend constexpr operator~(const T& a) -> enableIfIsBaseType;
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// template<class T> friend constexpr operator~(T&& a) -> enableIfIsBaseType;
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// template<class T> friend constexpr operator~(T& a) -> enableIfIsBaseType;
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template<class T> friend constexpr auto operator!(const T& a) -> enableIfIsBaseType;
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template<class T> friend constexpr auto operator!(T&& a) -> enableIfIsBaseType;
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template<class T> friend constexpr auto operator!(T& a) -> enableIfIsBaseType;
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#define friendOp(char) \
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template<class T, class U> friend constexpr auto operator char(const T& a, const U& b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(const T& a, U&& b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(T&& a, const U& b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(T&& a, U&& b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(const T& a, std::reference_wrapper<U> b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(T&& a, std::reference_wrapper<U> b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(std::reference_wrapper<T> a, const U& b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(std::reference_wrapper<T> a, U&& b) -> enableIfAreBaseType; \
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template<class T, class U> friend constexpr auto operator char(std::reference_wrapper<T> a, std::reference_wrapper<U> b) -> enableIfAreBaseType;
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// friendOp(|)
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// friendOp(&)
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// friendOp(-)
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// friendOp(^)
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friendOp(&&)
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friendOp(||)
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#undef friendOp
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#endif
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ShapeGroup(const ShapeGroup& other) = delete;
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ShapeGroup& operator=(const ShapeGroup& other) = delete;
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public:
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/** @brief Default constructor */
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inline ShapeGroup(): operation(Implementation::GroupOperation::AlwaysFalse), a(nullptr), b(nullptr) {}
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/** @brief Move constructor */
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ShapeGroup(ShapeGroup&& other);
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/** @brief Destructor */
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~ShapeGroup();
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/** @brief Move assignment */
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ShapeGroup& operator=(ShapeGroup&& other);
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inline typename AbstractShape<dimensions>::Type type() const override {
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return AbstractShape<dimensions>::Type::ShapeGroup;
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}
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void applyTransformation(const typename DimensionTraits<dimensions, GLfloat>::MatrixType& transformation) override;
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bool collides(const AbstractShape<dimensions>* other) const override;
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/**
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* @brief First object in the group
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*
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* If there is no such object, returns `nullptr`.
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*/
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inline AbstractShape<dimensions>* first() { return a; }
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/**
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* @brief Second object in the group
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*
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* If there is no such object, returns `nullptr`.
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*/
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inline AbstractShape<dimensions>* second() { return b; }
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private:
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inline ShapeGroup(int operation, AbstractShape<dimensions>* a, AbstractShape<dimensions>* b): operation(operation), a(a), b(b) {}
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int operation;
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AbstractShape<dimensions>* a;
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AbstractShape<dimensions>* b;
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};
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/** @brief Two-dimensional shape group */
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typedef ShapeGroup<2> ShapeGroup2D;
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/** @brief Three-dimensional shape group */
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typedef ShapeGroup<3> ShapeGroup3D;
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// /* @brief Complement of shape */
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// template<class T> inline constexpr enableIfIsBaseType operator~(const T& a) {
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// return ShapeGroup(ShapeGroup::Complement, new T(a), nullptr);
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// }
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// #ifndef DOXYGEN_GENERATING_OUTPUT
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// template<class T> inline constexpr enableIfIsBaseType operator~(T&& a) {
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// return ShapeGroup(ShapeGroup::Complement, new T(std::forward<T>(a)), nullptr);
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// }
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// template<class T> inline constexpr enableIfIsBaseType operator~(T& a) {
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// return ShapeGroup(ShapeGroup::Complement|ShapeGroup::RefA, &a.get(), nullptr);
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// }
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// #endif
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/** @relates ShapeGroup
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@brief Logical NOT of shape
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*/
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template<class T> inline constexpr auto operator!(const T& a) -> enableIfIsBaseType {
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::Not, new T(a), nullptr);
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}
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#ifndef DOXYGEN_GENERATING_OUTPUT
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template<class T> inline constexpr auto operator!(T&& a) -> enableIfIsBaseType {
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::Not, new T(std::forward<T>(a)), nullptr);
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}
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template<class T> inline constexpr auto operator!(T& a) -> enableIfIsBaseType {
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::Not|Implementation::GroupOperation::RefA, &a.get(), nullptr);
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}
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#endif
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#ifdef DOXYGEN_GENERATING_OUTPUT
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// /* @brief Union of two shapes */
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// template<class T, class U> inline constexpr ShapeGroup operator&(T a, U b);
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//
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// /* @brief Intersection of two shapes */
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// template<class T, class U> inline constexpr ShapeGroup operator&(T a, U b);
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//
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// /* @brief Difference of two shapes */
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// template<class T, class U> inline constexpr ShapeGroup operator-(T a, U b);
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//
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// /* @brief XOR of two shapes */
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// template<class T, class U> inline constexpr ShapeGroup operator^(T a, U b);
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/** @relates ShapeGroup
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@brief Logical AND of two shapes
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[Short-circuit evaluation](http://en.wikipedia.org/wiki/Short-circuit_evaluation)
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is used here, so this operation can be used for providing simplified shape
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version, because collision with @p b is computed only if @p a collides.
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See @ref collision-detection-shape-simplification for an example.
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*/
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template<std::uint8_t dimensions, class T, class U> inline constexpr ShapeGroup<dimensions> operator&&(T a, U b);
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/** @relates ShapeGroup
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@brief Logical OR of two shapes
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[Short-circuit evaluation](http://en.wikipedia.org/wiki/Short-circuit_evaluation)
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is used, so if collision with @p a is detected, collision with @p b is not
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computed.
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*/
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template<std::uint8_t dimensions, class T, class U> inline constexpr ShapeGroup<dimensions> operator||(T a, U b);
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#else
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#define op(type, char) \
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template<class T, class U> inline constexpr auto operator char(const T& a, const U& b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type, new T(a), new U(b)); \
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} \
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template<class T, class U> inline constexpr auto operator char(const T& a, U&& b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type, new T(a), new U(std::forward<U>(b))); \
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} \
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template<class T, class U> inline constexpr auto operator char(T&& a, const U& b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type, new T(std::forward<T>(a)), new U(b)); \
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} \
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template<class T, class U> inline constexpr auto operator char(T&& a, U&& b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type, new T(std::forward<T>(a)), new U(std::forward<U>(b))); \
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} \
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template<class T, class U> inline constexpr auto operator char(const T& a, std::reference_wrapper<U> b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type|Implementation::GroupOperation::RefB, new T(a), &b.get()); \
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} \
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template<class T, class U> inline constexpr auto operator char(T&& a, std::reference_wrapper<U> b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type|Implementation::GroupOperation::RefB, new T(std::forward<T>(a)), &b.get()); \
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} \
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template<class T, class U> inline constexpr auto operator char(std::reference_wrapper<T> a, const U& b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type|Implementation::GroupOperation::RefA, &a.get(), new U(b)); \
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} \
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template<class T, class U> inline constexpr auto operator char(std::reference_wrapper<T> a, U&& b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type|Implementation::GroupOperation::RefA, &a.get(), new U(std::forward<U>(b))); \
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} \
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template<class T, class U> inline constexpr auto operator char(std::reference_wrapper<T> a, std::reference_wrapper<U> b) -> enableIfAreBaseType { \
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return ShapeGroup<T::Dimensions>(Implementation::GroupOperation::type|Implementation::GroupOperation::RefAB, &a.get(), &b.get()); \
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}
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// op(Union, |)
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// op(Intersection, &)
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// op(Difference, -)
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// op(Xor, ^)
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op(And, &&)
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op(Or, ||)
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#undef op
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#endif
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#undef enableIfIsBaseType
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#undef enableIfAreBaseType
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}}
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#endif
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