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        glRotate,  glRotated,  glRotatef  -  multiply  the current
       matrix by a rotation matrix
       void glRotated(
               GLdouble angle,
               GLdouble x,
               GLdouble y,
               GLdouble z ); void glRotatef(
               GLfloat angle,
               GLfloat x,
               GLfloat y,
               GLfloat z );
       Specifies the angle of rotation, in degrees.  Specify  the
       x, y, and z coordinates of a vector, respectively.
       glRotate() produces a rotation of angle degrees around the
       vector (x, y, z). The current matrix (see  glMatrixMode())
       is  multiplied  by  a  rotation  matrix  with  the product
       replacing the current matrix, as  if  glMultMatrix()  were
       called with the following matrix as its argument: x^2(1-c)
       + c     xy(1-c)  -  zs   xz(1-c)  +  ys  0  yx(1-c)  +  zs
       y^2(1-c)  + c   yz(1-c) - xs 0 xz(1-c) - ys   yz(1-c) + xs
       z^2(1-c) + c  0
            0              0              0      1
       Where c = cos (angle), s = sin (angle), and ||(x, y,  z)||
       = 1 (if not, the GL will normalize this vector).
       If  the  matrix  mode is either GL_MODELVIEW or GL_PROJECTION,
 all objects drawn after  glRotate()  is  called  are
       rotated.  Use glPushMatrix() and glPopMatrix() to save and
       restore the unrotated coordinate system.
       This rotation follows the right-hand rule, so if the  vector
 (x, y, z) points toward the user, the rotation will be
       counterclockwise.
       GL_INVALID_OPERATION is generated if  glRotate()  is  executed
  between  the  execution of glBegin() and the corresponding
 execution of glEnd().
        glGet() with argument GL_MATRIX_MODE
       glGet() with argument GL_COLOR_MATRIX
       glGet() with argument GL_MODELVIEW_MATRIX
       glGet() with argument GL_PROJECTION_MATRIX
       glGet() with argument GL_TEXTURE_MATRIX
       glMultMatrix(3),     glMatrixMode(3),     glPushMatrix(3),
       glScale(3), glTranslate(3)
                                                     glRotate(3G)
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