<!DOCTYPE KigDocument>
<KigDocument axes="1" grid="1" Version="0.7.0" >
 <CoordinateSystem>Euclidean</CoordinateSystem>
 <Hierarchy>
  <Data type="string" id="1" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
  <Data type="double" id="2" >0.811312</Data>
  <Data type="string" id="3" >connect in the given order by hyperbolic segments</Data>
  <Data type="int" id="4" >1</Data>
  <Data type="point" id="5" >
   <x>-0.000758328</x>
   <y>-0.0872991</y>
  </Data>
  <Data type="string" id="6" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
  <Data type="string" id="7" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
  <Data type="double" id="8" >0.900981</Data>
  <Data type="string" id="9" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
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  <Data type="string" id="11" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
  <Data type="double" id="12" >2</Data>
  <Data type="string" id="13" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
  <Data type="string" id="14" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
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  <Data type="double" id="16" >0</Data>
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  <Data type="string" id="26" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
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  <Data type="string" id="33" >def calc( arg1, arg2 ):
	# Calculate whatever you want to show here, and return it.
	# For example, to implement a mid point, you would put this 
	# code here:
	#	return Point( ( arg1.coordinate() + arg2.coordinate() ) / 2 )
	# Please refer to the manual for more information.
        a=arg1.coordinate();
        b=arg2.coordinate();
        ax=a.x
        ay=a.y
        if ay &lt; 0:
           return InvalidObject()

        bx=b.x
        by=b.y
        if by &lt; 0:
           return InvalidObject()

        asq=ax*ax + ay*ay
        bsq=bx*bx + by*by

        den = 2*(bx - ax)
        if den == 0:
          return Segment(a,b)

        x = (bsq - asq)/den
        c = Coordinate(x,0)
        rsq = asq + x*x - 2*x*ax
        r = sqrt (rsq)

        if rsq > 100*asq:
          return Segment(a,b)

        alfa = atan2(ay, ax-x)
        beta = atan2(by, bx-x)

        return Arc(c,r,alfa,beta-alfa)

</Data>
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