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/dports/math/cgal/CGAL-5.3/include/CGAL/
H A Dapply_to_range.h42 xr_right, yr_bottom;//the coordinates of the screen boundaries in apply_to_range() local
46 xr_left = p1.x(); xr_right = p2.x(); in apply_to_range()
50 hface2 = t.locate(POINT(xr_right, yr_top)); in apply_to_range()
51 hface3 = t.locate(POINT(xr_right, yr_bottom)); in apply_to_range()
54 l1 = t.line_walk(POINT(xr_left, yr_top), POINT(xr_right, yr_top), hface1); in apply_to_range()
55 l2 = t.line_walk(POINT(xr_right, yr_top), POINT(xr_right, yr_bottom), hface2); in apply_to_range()
56 l3 = t.line_walk(POINT(xr_right, yr_bottom), POINT(xr_left, yr_bottom), hface3); in apply_to_range()
64 if((*v).point().x() < xr_left || (*v).point().x() > xr_right || in apply_to_range()
89 t.triangle(l1).has_on_unbounded_side(POINT(xr_right, yr_top))); in apply_to_range()
101 t.triangle(l2).has_on_unbounded_side(POINT(xr_right, yr_bottom))); in apply_to_range()
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