This program is the property of:

		    Hinke Osinga and James England
	    Bristol Centre for Applied Nonlinear Mathematics
			University of Bristol
			   Queen's Building
			    University Walk
		   Bristol BS8 1TR, United Kingdom

     email: H.M.Osinga@bristol.ac.uk, James.England@bristol.ac.uk

and may be used, modified and distributed freely, subject to the following
restrictions:

1. A copy of this file (COPYRIGHT) must be distributed along with any
   copies that you redistribute; this includes copies that you have
   modified, or copies of programs or other software products that
   include this software.

2. The header must remain in all files. Modifications of the software
   must carry prominent notices in this header, stating who changed
   the files and the date of any change. 

3. Global Manifolds 1D is distributed in the hope that it will be
   useful, but there is no warranty or other guarantee of fitness. The 
   software is provided as is without any obligation on the part of 
   the author to assist in its use, correction, modification or 
   enhancement.

4. We would appreciate an email if you use or have used this software;
   this data will remain confidential and will not be disclosed to any
   third party.

If you use a picture produced by this software in a publication,
please give credit with a notice such as the following: 

	Figures 1, 2 and 4 were generated with DsTool [1,2,3].

where [1,2,3] refers to the following papers:

[1] A. Back, J. Guckenheimer, M.R. Myers, F.J. Wicklin and P.A. Worfolk,
    "DsTool: Computer assisted exploration of dynamical systems",
    Notices Amer. Math. Soc. 39(4) (1992), pp. 303-309.

[2] B. Krauskopf and H.M. Osinga,
    "Investigating torus bifurcations in the forced Van der Pol oscillator",
    in E.J. Doedel and L.S. Tuckerman (Eds.) "Numerical Methods for 
    Bifurcation Problems and Large-Scale Dynamical Systems," 
    IMA Vol. Math. Appl. 119, pp. 199-208, Springer-Verlag 2000.

[3] J. England, B. Krauskopf and H.M. Osinga, 
    "Computing one-dimensional stable manifolds of planar maps without
     the inverse", 
    Bristol Centre for Applied Nonlinear Mathematics 
    preprint #2003.02, April 2003.
