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- ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
- ;;;;;;;; ;;;;;;;;
- ;;;;;;;; Example Shape #2-cannot be sorted by the ;;;;;;;;
- ;;;;;;;; correct ordering of its facets. ;;;;;;;;
- ;;;;;;;; ;;;;;;;;
- ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
-
- SHAPE 10000
-
- ;;;;;;;;;vertex list;;;;;;;;;;;;;;;;;;;;;;
-
- VERTEX 01,-150,-50,-50
- VERTEX 02,-50,-50,-50
- VERTEX 03,-50,-150,-50
- VERTEX 04,50,-150,-50
- VERTEX 05,50,-50,-50
- VERTEX 06,150,-50,-50
- VERTEX 07,150,+50,-50
- VERTEX 08,50,+50,-50
- VERTEX 09,50,+150,-50
- VERTEX 10,-50,+150,-50
- VERTEX 11,-50,+50,-50
- VERTEX 12,-150,+50,-50
-
- VERTEX 101,-150,-50,50
- VERTEX 102,-50,-50,50
- VERTEX 103,-50,-150,50
- VERTEX 104,50,-150,50
- VERTEX 105,50,-50,50
- VERTEX 106,150,-50,50
- VERTEX 107,150,+50,50
- VERTEX 108,50,+50,50
- VERTEX 109,50,+150,50
- VERTEX 110,-50,+150,50
- VERTEX 111,-50,+50,50
- VERTEX 112,-150,+50,50
-
- ;;;;;;;;;facet list;;;;;;;;;;;;;;;;;;;;;;;
-
- DRWPOLY 36,02,01,101,102 ;The facets have been listed here in the
- DRWPOLY 37,05,04,104,105 ;optimum order. The sorting is the best
- DRWPOLY 38,08,07,107,108 ;it can possibly be using basic facet
- DRWPOLY 37,11,10,110,111 ;ordering.
-
- DRWPOLY 36,12,11,111,112 ;Unfortunately it is not correct and is
- DRWPOLY 37,09,08,108,109 ;unresolvable using this method of sorting.
- DRWPOLY 36,06,05,105,106 ;
- DRWPOLY 35,03,02,102,103 ;
-
- DRWPOLY 34,01,12,112,101 ;These 4 seperate facets are the end-caps
- DRWPOLY 34,04,03,103,104 ;of the 4 "arms" of the cross.
- DRWPOLY 34,07,06,106,107 ;
- DRWPOLY 34,10,09,109,110 ;
-
- DRWPOLY 32,112,111,102,101 ;This is the back '+' face, made up of 5
- DRWPOLY 32,105,104,103,102 ;seperate square facets.
- DRWPOLY 32,108,107,106,105 ;
- DRWPOLY 32,111,110,109,108 ;
- DRWPOLY 32,111,108,105,102 ;
-
- DRWPOLY 32,01,02,11,12 ;This is the front '+' face, made up of 5
- DRWPOLY 32,02,03,04,05 ;seperate square facets.
- DRWPOLY 32,05,06,07,08 ;
- DRWPOLY 32,08,09,10,11 ;
- DRWPOLY 32,02,05,08,11 ;
-
- RETURN
- END
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