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using namespace std;
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using namespace std;
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namespace CGLA {
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namespace CGLA {
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  template<class T, class V>
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		template<class T, class V>
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  void ArithVec3Float<T,V>::get_spherical(T &theta, T &phi, T &rlen ) const
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		void ArithVec3Float<T,V>::get_spherical(T &theta, T &phi, T &rlen ) const
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  {  
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		{  
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    rlen = length();
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				rlen = length();
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    theta = acos((*this)[2]/rlen);    
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				theta = acos((*this)[2]/rlen);    
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    if ((*this)[0]>0)
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				if ((*this)[0]>0)
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      phi = atan((*this)[1]/(*this)[0]);
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						phi = atan((*this)[1]/(*this)[0]);
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    else 
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				else 
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      if ((*this)[0]<0)
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						if ((*this)[0]<0)
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	phi = atan((*this)[1]/(*this)[0]) + M_PI;
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								phi = atan((*this)[1]/(*this)[0]) + M_PI;
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      else 
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						else 
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	phi = ((*this)[1]>0) ? M_PI_2 : -1 * M_PI_2;
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								phi = ((*this)[1]>0) ? M_PI_2 : -1 * M_PI_2;
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  }
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		}
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  template<class T, class V>
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		template<class T, class V>
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  void ArithVec3Float<T,V>::set_spherical(T theta, T phi, T rlen )
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		void ArithVec3Float<T,V>::set_spherical(T theta, T phi, T rlen )
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  {
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		{
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    (*this)[0] = rlen * sin(theta) * cos(phi);
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				(*this)[0] = rlen * sin(theta) * cos(phi);
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    (*this)[1] = rlen * sin(theta) * sin(phi);
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				(*this)[1] = rlen * sin(theta) * sin(phi);
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    (*this)[2] = rlen * cos(theta);
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				(*this)[2] = rlen * cos(theta);
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  }
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		}
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  template<class T, class V>
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		template<class T, class V>
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  void orthogonal(const ArithVec3Float<T,V>& _a, 
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		void orthogonal(const ArithVec3Float<T,V>& _a, 
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		  ArithVec3Float<T,V>& b, 
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										ArithVec3Float<T,V>& b, 
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		  ArithVec3Float<T,V>& c)
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										ArithVec3Float<T,V>& c)
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  {
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		{
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    V a = normalize(_a);
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				V a = normalize(_a);
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    T max_sqval=sqr(a[0]);
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				T max_sqval=sqr(a[0]);
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    int mi=0;
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				unsigned int mi=0;
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    for(int i=1;i<3;i++)
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				for(unsigned int i=1;i<3;i++)
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      {
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				{
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	T sqval = sqr(a[i]);
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						T sqval = sqr(a[i]);
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	if(max_sqval<sqval)
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						if(max_sqval<sqval)
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	  {
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						{
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	    max_sqval = sqval;
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								max_sqval = sqval;
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	    mi = i;
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								mi = i;
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	  }
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						}
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      }
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				}
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    b[mi] = 0;
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				b[mi] = 0;
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    b[(mi+1)%3] = 1;
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				b[(mi+1)%3] = 1;
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    b[(mi+2)%3] = 0;
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				b[(mi+2)%3] = 0;
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    b = normalize(b-a*dot(b,a));
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				b = normalize(b-a*dot(b,a));
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    c = normalize(cross(a,b));
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				c = normalize(cross(a,b));
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    if(dot(cross(b,c), a) < 0) swap(b,c);
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				if(dot(cross(b,c), a) < 0) swap(b,c);
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  }
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		}
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  template class ArithVec3Float<float, Vec3f>;
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		template class ArithVec3Float<float, Vec3f>;
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  template void orthogonal<float,Vec3f>(const ArithVec3Float<float,Vec3f>& a, 
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		template void orthogonal<float,Vec3f>(const ArithVec3Float<float,Vec3f>& a, 
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					ArithVec3Float<float,Vec3f>& b, 
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																					ArithVec3Float<float,Vec3f>& b, 
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					ArithVec3Float<float,Vec3f>& c);
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																					ArithVec3Float<float,Vec3f>& c);
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  template class ArithVec3Float<double, Vec3d>;
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		template class ArithVec3Float<double, Vec3d>;
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  template void orthogonal<double,Vec3d>(const ArithVec3Float<double,Vec3d>& a,
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		template void orthogonal<double,Vec3d>(const ArithVec3Float<double,Vec3d>& a,
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					 ArithVec3Float<double,Vec3d>& b, 
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																					 ArithVec3Float<double,Vec3d>& b, 
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					 ArithVec3Float<double,Vec3d>& c);
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																					 ArithVec3Float<double,Vec3d>& c);
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}
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}