{

using Vec2f = omath::Vector2<float>;

omath_table.new_usertype<Vec2f>(

"Vec2", sol::constructors<Vec2f(), Vec2f(float, float)>(),

"x", sol::property([](const Vec2f& v) { return v.x; }, [](Vec2f& v, const float val) { v.x = val; }),

"y", sol::property([](const Vec2f& v) { return v.y; }, [](Vec2f& v, const float val) { v.y = val; }),

sol::meta_function::addition, sol::resolve<Vec2f(const Vec2f&) const>(&Vec2f::operator+),

sol::meta_function::subtraction, sol::resolve<Vec2f(const Vec2f&) const>(&Vec2f::operator-),

sol::meta_function::unary_minus, sol::resolve<Vec2f() const>(&Vec2f::operator-),

sol::meta_function::equal_to, &Vec2f::operator==,

sol::meta_function::less_than, sol::resolve<bool(const Vec2f&) const>(&Vec2f::operator<),

sol::meta_function::less_than_or_equal_to, sol::resolve<bool(const Vec2f&) const>(&Vec2f::operator<=),

sol::meta_function::to_string,

[](const Vec2f& v) { return std::format("Vec2({}, {})", v.x, v.y); },

sol::meta_function::multiplication,

sol::overload(sol::resolve<Vec2f(const float&) const>(&Vec2f::operator*),

[](const float s, const Vec2f& v) { return v * s; }),

sol::meta_function::division,

sol::resolve<Vec2f(const float&) const>(&Vec2f::operator/),

"length", &Vec2f::length,

"length_sqr", &Vec2f::length_sqr,

"normalized", &Vec2f::normalized,

"dot", &Vec2f::dot,

"distance_to", &Vec2f::distance_to,

"distance_to_sqr", &Vec2f::distance_to_sqr,

"sum", &Vec2f::sum,

"abs",

[](const Vec2f& v)

{

Vec2f copy = v;

copy.abs();

return copy;

});