Syntax

   @SecondOrderConformal([REJECTABLE],<A>,<B>,<C>,<D>,<E>,<F>,<G>,<H>)
   @SecondOrderConformal([REJECTABLE],<A>,<B>,<C>,<D>,<E>,<F>,<G>,<H>,<I>)

Arguments

   <A>,<B>,<C>,<D>,<E>,<F>,<G>,<H>  
   
      Coefficients of the 2D conformal transformation. The transformation 
      results in the x and y coordinates being modified by:
      
         x' = C + E(x-A) - F(y-B) + G((y-B)^2 - (x-A)^2) - 2H(x-A)(y-B)
         y' = D + E(y-B) + F(x-A) + H((y-B)^2 - (x-A)^2) + 2G(x-A)(y-B)
   
      Range: Real number   
      
   <A>,<B>,<C>,<D>,<E>,<F>,<G>,<H>,<I>,<J>,<K>,<L> 
   
      Coefficients of the 3D conformal transformation. The transformation 
      results in the x and y coordinates being modified identical to above, and 
      in addition, the coordinates being modified by:
      
         z' = z + I

      Range: Real number   
      
Description

   This function performs a second-order conformal transformation to the feature 
   coordinates upon which it is invoked. Depending on the input geometry and 
   input parameters, a 2D or 3D transformation is performed.
   
   This transformation is non-linear, and thus does not preserves the shape of 
   geometries. However, we preserve the integrity of the input geometry (i.e. 
   input lines will be kept as lines with modified coordinates with respect to 
   the transformation).
   
   If the parameters G and H are zero, then this function performs an equivalent 
   affine (linear) transformation. Using @Affine in this case will achieve the 
   same result.
   
      Note: This operation is not supported for 3D features.