Programming Assignment 1
The purpose of this assignment is to help you "get your feet wet".
  
1 Background: 
  As you should recall from lecture, one way to think about map
  projections involves placing a projection surface against the globe
  and rays from a light source, passing through points on the globe
  and the projection plane.  In a stereographic projection,
  the rays originate from a pole.  In an azimuthal
  projection, the projection surface is a plane.
  
2 Overview: 
  For this assignment, you must write an application (in C/C++ using
  OpenGL) that displays a stereographic, azimuthal projection of the
  Earth.
  
  Some groups will have the projection plane at the equator and others
  will have the projection plane at the pole(s).  You will be told
  which when your group is formed.  (Note: It is important to think about
  both cases, regardless of which one you must implement.) 
  
 
3 Requirements: 
  Your application must be able to display both the northern
  hemisphere and the southern hemisphere.  The northern hemsiphere
  must be displayed when the application is passed 'n' as the
  command-line paramter and the southern hemsiphere must be displayed
  when the application is passed 's' as the command-line paramter.
  (Note: 
argv[0] will contain the name of the application
  and 
argv[1] will contain the command-line parameter of
  interest.)
  
  The minimum and maximum coordinates of the window should be set to
  the minimum and maximum coordinates of the equator.  [Note: If you
  use the SVA library created for this course, the minimum and maximum
  coordinates are set when you call svaCreate().  If you
  use "pure" OpenGL, they are set by a call to
  glOrtho().]
  
 
4 Deliverables: 
  For this assignment:
  
- 
  You must derive the equations for the stereographic, azimuthal
  projection and submit your derivation.  If you are unable to
  complete the derivation you may find the answer in a reliable
  source (e.g., not Wikipedia) and complete the application, but
  you must submit your attempt at the derivation (and cite the source
  of the equations you used).
  
 
- 
  You must submit "hardcopy" of your code.
  
 
- 
  You must submit an electronic copy of your code on CD.  It must
  include a "read me" file that explains how to build the application.
  
 
  These deliverables must be submitted in a folder that is labeled
  with the names of all of the members of your group.