7694 lines
		
	
	
		
			202 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
			
		
		
	
	
			7694 lines
		
	
	
		
			202 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
# Exported from NWmax 0.8 b61 at 2/1/2020 10:03:07 AM
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# mdl file
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#
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#NWmax MODEL ASCII
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# model: pmn0_belt251
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#local file: Unknown
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filedependancy Unknown
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newmodel pmn0_belt251
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setsupermodel pmn0_belt251 NULL
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classification Character
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setanimationscale 1.0
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#NWmax GEOM  ASCII
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beginmodelgeom pmn0_belt251
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node dummy pmn0_belt251
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  parent NULL
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endnode
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node trimesh pmn0_belt251
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  parent pmn0_belt251
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  position -0.0124299 0.0202872 -0.0256404
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  orientation 0.0 0.0 -1.0 -3.23759
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  wirecolor 0.984314 0.972549 0.976471 
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  tilefade 0
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  scale 1.0
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  render 1
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  Shadow 0
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  beaming 0
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  inheritcolor 0
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  rotatetexture 0
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  alpha 1.0
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  transparencyhint 0
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  selfillumcolor 0.0 0.0 0.0 
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  ambient 1.0 1.0 1.0 
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  diffuse 1.0 1.0 1.0 
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  specular 0.0 0.0 0.0 
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  shininess 1
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  center undefined
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  bitmap pmh0_belt251
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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 | 
						|
  faces 724
 | 
						|
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 | 
						|
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 | 
						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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 | 
						|
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						|
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						|
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 | 
						|
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 | 
						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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 | 
						|
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 | 
						|
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						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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						|
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 | 
						|
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						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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 | 
						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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 | 
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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						|
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 | 
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						|
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 | 
						|
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						|
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 | 
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 | 
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 | 
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 | 
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 | 
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						|
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						|
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 | 
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 | 
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						|
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						|
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    191 192 190  -2147483648  5446 5447 5445  1
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    423 424 419  -2147483648  5684 5685 5680  1
 | 
						|
    425 424 423  -2147483648  5686 5685 5684  1
 | 
						|
    426 427 428  -2147483648  5687 5688 5689  1
 | 
						|
    426 428 429  -2147483648  5687 5689 5690  1
 | 
						|
    429 430 426  -2147483648  5690 5691 5687  1
 | 
						|
    431 430 429  -2147483648  5692 5691 5690  1
 | 
						|
    430 431 432  -2147483648  5691 5692 5693  1
 | 
						|
    432 433 430  -2147483648  5693 5694 5691  1
 | 
						|
    430 433 434  -2147483648  5691 5694 5695  1
 | 
						|
    429 435 431  -2147483648  5690 5696 5692  1
 | 
						|
    431 435 402  -2147483648  5692 5696 5663  1
 | 
						|
    402 400 431  -2147483648  5663 5661 5692  1
 | 
						|
    432 431 400  -2147483648  5693 5692 5661  1
 | 
						|
    436 435 429  -2147483648  5697 5696 5690  1
 | 
						|
    435 436 402  -2147483648  5696 5697 5663  1
 | 
						|
    429 437 436  -2147483648  5690 5698 5697  1
 | 
						|
    429 438 437  -2147483648  5690 5699 5698  1
 | 
						|
    439 440 441  -2147483648  5700 5701 5702  1
 | 
						|
    441 440 442  -2147483648  5702 5701 5703  1
 | 
						|
    442 443 441  -2147483648  5703 5704 5702  1
 | 
						|
    441 443 444  -2147483648  5702 5704 5705  1
 | 
						|
    445 441 444  -2147483648  5707 5702 5706  1
 | 
						|
    444 446 445  -2147483648  5706 5708 5707  1
 | 
						|
    443 442 447  -2147483648  5704 5703 5709  1
 | 
						|
    447 448 443  -2147483648  5709 5710 5704  1
 | 
						|
    443 448 449  -2147483648  5704 5710 5711  1
 | 
						|
    449 444 443  -2147483648  5711 5705 5704  1
 | 
						|
    450 448 447  -2147483648  5712 5710 5709  1
 | 
						|
    448 450 451  -2147483648  5710 5712 5713  1
 | 
						|
    451 449 448  -2147483648  5713 5711 5710  1
 | 
						|
    452 450 447  -2147483648  5714 5712 5709  1
 | 
						|
    447 453 452  -2147483648  5709 5715 5714  1
 | 
						|
    454 453 447  -2147483648  5716 5715 5709  1
 | 
						|
    453 454 455  -2147483648  5715 5716 5717  1
 | 
						|
    456 455 454  -2147483648  5718 5717 5716  1
 | 
						|
    454 457 456  -2147483648  5716 5719 5718  1
 | 
						|
    456 457 458  -2147483648  5718 5719 5720  1
 | 
						|
    458 459 456  -2147483648  5720 5721 5718  1
 | 
						|
    458 460 459  -2147483648  5720 5722 5721  1
 | 
						|
    447 461 454  -2147483648  5709 5723 5716  1
 | 
						|
    454 461 457  -2147483648  5716 5723 5719  1
 | 
						|
    457 461 462  -2147483648  5719 5723 5724  1
 | 
						|
    463 464 465  -2147483648  5725 5726 5727  1
 | 
						|
    463 465 467  -2147483648  5725 5728 5729  1
 | 
						|
    467 466 463  -2147483648  5729 5730 5725  1
 | 
						|
    467 468 466  -2147483648  5731 5732 5730  1
 | 
						|
    469 467 465  -2147483648  5733 5729 5728  1
 | 
						|
    467 469 470  -2147483648  5729 5733 5734  1
 | 
						|
    469 471 472  -2147483648  5733 5735 5736  1
 | 
						|
    472 470 469  -2147483648  5736 5734 5733  1
 | 
						|
    473 472 471  -2147483648  5737 5736 5735  1
 | 
						|
    471 474 473  -2147483648  5735 5738 5737  1
 | 
						|
    475 473 474  -2147483648  5739 5737 5738  1
 | 
						|
    476 477 478  -2147483648  5740 5741 5742  1
 | 
						|
    478 479 476  -2147483648  5742 5743 5740  1
 | 
						|
    480 481 482  -2147483648  5744 5745 5746  1
 | 
						|
    482 483 480  -2147483648  5746 5747 5744  1
 | 
						|
    484 485 486  -2147483648  5748 5749 5750  1
 | 
						|
    486 487 484  -2147483648  5750 5751 5748  1
 | 
						|
    488 484 487  -2147483648  5752 5748 5751  1
 | 
						|
    487 489 488  -2147483648  5751 5753 5752  1
 | 
						|
    490 488 489  -2147483648  5754 5752 5753  1
 | 
						|
    489 491 490  -2147483648  5753 5755 5754  1
 | 
						|
    492 490 491  -2147483648  5756 5754 5755  1
 | 
						|
    487 486 493  -2147483648  5751 5750 5757  1
 | 
						|
    493 494 487  -2147483648  5757 5758 5751  1
 | 
						|
    489 487 494  -2147483648  5753 5751 5758  1
 | 
						|
    494 495 489  -2147483648  5758 5759 5753  1
 | 
						|
    491 489 495  -2147483648  5755 5753 5759  1
 | 
						|
    495 496 491  -2147483648  5759 5760 5755  1
 | 
						|
    497 491 496  -2147483648  5761 5755 5760  1
 | 
						|
    491 497 492  -2147483648  5755 5761 5756  1
 | 
						|
    498 492 497  -2147483648  5762 5756 5761  1
 | 
						|
    497 499 498  -2147483648  5761 5763 5762  1
 | 
						|
    500 498 499  -2147483648  5764 5762 5763  1
 | 
						|
    494 493 501  -2147483648  5758 5757 5765  1
 | 
						|
    501 502 494  -2147483648  5765 5766 5758  1
 | 
						|
    495 494 502  -2147483648  5759 5758 5766  1
 | 
						|
    502 503 495  -2147483648  5766 5767 5759  1
 | 
						|
    496 495 503  -2147483648  5760 5759 5767  1
 | 
						|
    503 504 496  -2147483648  5767 5768 5760  1
 | 
						|
    505 496 504  -2147483648  5769 5760 5768  1
 | 
						|
    496 505 497  -2147483648  5760 5769 5761  1
 | 
						|
    499 497 505  -2147483648  5763 5761 5769  1
 | 
						|
    505 506 499  -2147483648  5769 5770 5763  1
 | 
						|
    507 499 506  -2147483648  5771 5763 5770  1
 | 
						|
    499 507 500  -2147483648  5763 5771 5764  1
 | 
						|
    508 500 507  -2147483648  5772 5764 5771  1
 | 
						|
    507 509 508  -2147483648  5771 5773 5772  1
 | 
						|
    510 508 509  -2147483648  5774 5772 5773  1
 | 
						|
    509 511 510  -2147483648  5773 5775 5774  1
 | 
						|
    504 512 505  -2147483648  5768 5776 5769  1
 | 
						|
    506 505 512  -2147483648  5770 5769 5776  1
 | 
						|
    512 513 506  -2147483648  5776 5777 5770  1
 | 
						|
    514 506 513  -2147483648  5778 5770 5777  1
 | 
						|
    506 514 507  -2147483648  5770 5778 5771  1
 | 
						|
    509 507 514  -2147483648  5773 5771 5778  1
 | 
						|
    514 515 509  -2147483648  5778 5779 5773  1
 | 
						|
    511 509 515  -2147483648  5775 5773 5779  1
 | 
						|
    515 516 511  -2147483648  5779 5780 5775  1
 | 
						|
    516 515 517  -2147483648  5780 5779 5781  1
 | 
						|
    517 518 516  -2147483648  5781 5782 5780  1
 | 
						|
    513 519 514  -2147483648  5777 5783 5778  1
 | 
						|
    515 514 519  -2147483648  5779 5778 5783  1
 | 
						|
    519 517 515  -2147483648  5783 5781 5779  1
 | 
						|
    520 521 522  -2147483648  5784 5785 5786  1
 | 
						|
    522 523 520  -2147483648  5786 5787 5784  1
 | 
						|
    524 520 523  -2147483648  5788 5784 5787  1
 | 
						|
    523 525 524  -2147483648  5787 5789 5788  1
 | 
						|
    526 524 525  -2147483648  5790 5788 5789  1
 | 
						|
    525 527 526  -2147483648  5789 5791 5790  1
 | 
						|
    528 526 527  -2147483648  5792 5790 5791  1
 | 
						|
    523 522 529  -2147483648  5787 5786 5793  1
 | 
						|
    529 530 523  -2147483648  5793 5794 5787  1
 | 
						|
    525 523 530  -2147483648  5789 5787 5794  1
 | 
						|
    530 531 525  -2147483648  5794 5795 5789  1
 | 
						|
    527 525 531  -2147483648  5791 5789 5795  1
 | 
						|
    531 532 527  -2147483648  5795 5796 5791  1
 | 
						|
    533 527 532  -2147483648  5797 5791 5796  1
 | 
						|
    527 533 528  -2147483648  5791 5797 5792  1
 | 
						|
    534 528 533  -2147483648  5798 5792 5797  1
 | 
						|
    533 535 534  -2147483648  5797 5799 5798  1
 | 
						|
    536 534 535  -2147483648  5800 5798 5799  1
 | 
						|
    535 537 536  -2147483648  5799 5801 5800  1
 | 
						|
    538 536 537  -2147483648  5802 5800 5801  1
 | 
						|
    532 539 533  -2147483648  5796 5803 5797  1
 | 
						|
    535 533 539  -2147483648  5799 5797 5803  1
 | 
						|
    539 540 535  -2147483648  5803 5804 5799  1
 | 
						|
    537 535 540  -2147483648  5801 5799 5804  1
 | 
						|
    540 541 537  -2147483648  5804 5805 5801  1
 | 
						|
    542 537 541  -2147483648  5806 5801 5805  1
 | 
						|
    537 542 538  -2147483648  5801 5806 5802  1
 | 
						|
    543 538 542  -2147483648  5807 5802 5806  1
 | 
						|
    542 544 543  -2147483648  5806 5808 5807  1
 | 
						|
    544 542 545  -2147483648  5808 5806 5809  1
 | 
						|
    545 546 544  -2147483648  5809 5810 5808  1
 | 
						|
    541 545 542  -2147483648  5805 5809 5806  1
 | 
						|
    547 548 549  -2147483648  5811 5812 5813  1
 | 
						|
    552 551 550  -2147483648  5817 5816 5815  1
 | 
						|
    551 552 553  -2147483648  5816 5817 5818  1
 | 
						|
    553 554 551  -2147483648  5818 5819 5816  1
 | 
						|
    557 547 549  -2147483648  5820 5814 5813  1
 | 
						|
    547 557 550  -2147483648  5814 5820 5815  1
 | 
						|
    555 550 557  -2147483648  5821 5815 5820  1
 | 
						|
    550 555 552  -2147483648  5815 5821 5817  1
 | 
						|
    549 556 557  -2147483648  5813 5822 5820  1
 | 
						|
    556 558 557  -2147483648  5822 5824 5823  1
 | 
						|
    559 554 553  -2147483648  5825 5819 5818  1
 | 
						|
    560 561 562  -2147483648  6270 6271 6272  1
 | 
						|
    562 561 563  -2147483648  6272 6271 6273  1
 | 
						|
    563 564 562  -2147483648  6273 6274 6272  1
 | 
						|
    565 562 564  -2147483648  6275 6272 6274  1
 | 
						|
    566 562 565  -2147483648  6276 6272 6275  1
 | 
						|
    562 566 560  -2147483648  6272 6276 6270  1
 | 
						|
    560 566 567  -2147483648  6270 6276 6277  1
 | 
						|
    567 568 560  -2147483648  6277 6278 6270  1
 | 
						|
    569 568 567  -2147483648  6279 6278 6277  1
 | 
						|
    564 563 570  -2147483648  6274 6273 6280  1
 | 
						|
    570 571 564  -2147483648  6280 6281 6274  1
 | 
						|
    572 564 571  -2147483648  6282 6274 6281  1
 | 
						|
    564 572 565  -2147483648  6274 6282 6275  1
 | 
						|
    571 570 573  -2147483648  6281 6280 6283  1
 | 
						|
    573 574 571  -2147483648  6283 6284 6281  1
 | 
						|
    575 571 574  -2147483648  6285 6281 6284  1
 | 
						|
    571 575 572  -2147483648  6281 6285 6282  1
 | 
						|
    574 573 576  -2147483648  6284 6283 6286  1
 | 
						|
    576 577 574  -2147483648  6286 6287 6284  1
 | 
						|
    578 574 577  -2147483648  6288 6284 6287  1
 | 
						|
    574 578 575  -2147483648  6284 6288 6285  1
 | 
						|
    577 576 579  -2147483648  6287 6286 6289  1
 | 
						|
    579 580 577  -2147483648  6289 6290 6287  1
 | 
						|
    581 577 580  -2147483648  6291 6287 6290  1
 | 
						|
    577 581 578  -2147483648  6287 6291 6288  1
 | 
						|
    580 579 582  -2147483648  6290 6289 6292  1
 | 
						|
    582 583 580  -2147483648  6292 6293 6290  1
 | 
						|
    584 580 583  -2147483648  6294 6290 6293  1
 | 
						|
    580 584 581  -2147483648  6290 6294 6291  1
 | 
						|
    583 582 585  -2147483648  6293 6292 6295  1
 | 
						|
    585 586 583  -2147483648  6295 6296 6293  1
 | 
						|
    583 586 587  -2147483648  6293 6296 6297  1
 | 
						|
    587 588 583  -2147483648  6297 6298 6293  1
 | 
						|
    583 588 584  -2147483648  6293 6298 6294  1
 | 
						|
    589 586 585  -2147483648  6299 6296 6295  1
 | 
						|
    587 586 589  -2147483648  6297 6296 6299  1
 | 
						|
    589 590 587  -2147483648  6299 6300 6297  1
 | 
						|
    591 590 589  -2147483648  6301 6300 6299  1
 | 
						|
    589 592 591  -2147483648  6299 6302 6301  1
 | 
						|
    593 591 592  -2147483648  6303 6301 6302  1
 | 
						|
    592 594 593  -2147483648  6302 6304 6303  1
 | 
						|
    595 593 594  -2147483648  6305 6303 6304  1
 | 
						|
    585 596 589  -2147483648  6295 6306 6299  1
 | 
						|
    592 589 596  -2147483648  6302 6299 6306  1
 | 
						|
    596 597 592  -2147483648  6306 6307 6302  1
 | 
						|
    594 592 597  -2147483648  6304 6302 6307  1
 | 
						|
    597 598 594  -2147483648  6307 6308 6304  1
 | 
						|
    599 594 598  -2147483648  6309 6304 6308  1
 | 
						|
    594 599 595  -2147483648  6304 6309 6305  1
 | 
						|
    600 595 599  -2147483648  6310 6305 6309  1
 | 
						|
    599 601 600  -2147483648  6309 6311 6310  1
 | 
						|
    602 600 601  -2147483648  6312 6310 6311  1
 | 
						|
    601 603 602  -2147483648  6311 6313 6312  1
 | 
						|
    604 602 603  -2147483648  6314 6312 6313  1
 | 
						|
    598 605 599  -2147483648  6308 6315 6309  1
 | 
						|
    601 599 605  -2147483648  6311 6309 6315  1
 | 
						|
    605 606 601  -2147483648  6315 6316 6311  1
 | 
						|
    603 601 606  -2147483648  6313 6311 6316  1
 | 
						|
    606 569 603  -2147483648  6316 6279 6313  1
 | 
						|
    567 603 569  -2147483648  6277 6313 6279  1
 | 
						|
    603 567 604  -2147483648  6313 6277 6314  1
 | 
						|
    604 567 566  -2147483648  6314 6277 6276  1
 | 
						|
    566 607 604  -2147483648  6276 6317 6314  1
 | 
						|
    565 607 566  -2147483648  6275 6317 6276  1
 | 
						|
  tverts 6318
 | 
						|
    0.54248 0.117187 0
 | 
						|
    0.550781 0.133789 0
 | 
						|
    0.553711 0.131836 0
 | 
						|
    0.54248 0.117187 0
 | 
						|
    0.553711 0.131836 0
 | 
						|
    0.550781 0.133789 0
 | 
						|
    0.161621 0.571777 0
 | 
						|
    0.174316 0.558594 0
 | 
						|
    0.182129 0.564453 0
 | 
						|
    0.192871 0.733398 0
 | 
						|
    0.192871 0.737793 0
 | 
						|
    0.189941 0.733398 0
 | 
						|
    0.172852 0.594727 0
 | 
						|
    0.172852 0.594727 0
 | 
						|
    0.166992 0.581543 0
 | 
						|
    0.172852 0.594727 0
 | 
						|
    0.166992 0.581543 0
 | 
						|
    0.172852 0.594727 0
 | 
						|
    0.295898 0.590332 0
 | 
						|
    0.29248 0.587402 0
 | 
						|
    0.291992 0.570801 0
 | 
						|
    0.014648 0.618652 0
 | 
						|
    0.005859 0.598145 0
 | 
						|
    0.015137 0.595703 0
 | 
						|
    0.053711 0.97168 0
 | 
						|
    0.056641 0.977539 0
 | 
						|
    0.050781 0.980957 0
 | 
						|
    0.95752 0.175781 0
 | 
						|
    0.95752 0.167969 0
 | 
						|
    0.941895 0.167969 0
 | 
						|
    0.95752 0.175781 0
 | 
						|
    0.941895 0.167969 0
 | 
						|
    0.95752 0.167969 0
 | 
						|
    0.90332 0.496582 0
 | 
						|
    0.896973 0.494629 0
 | 
						|
    0.902344 0.478027 0
 | 
						|
    0.911133 0.480469 0
 | 
						|
    0.916504 0.48584 0
 | 
						|
    0.907715 0.499023 0
 | 
						|
    0.902344 0.478027 0
 | 
						|
    0.908691 0.461426 0
 | 
						|
    0.921875 0.464844 0
 | 
						|
    0.935059 0.470215 0
 | 
						|
    0.931641 0.481445 0
 | 
						|
    0.948242 0.480957 0
 | 
						|
    0.951172 0.473145 0
 | 
						|
    0.963867 0.483398 0
 | 
						|
    0.913574 0.447754 0
 | 
						|
    0.928223 0.450195 0
 | 
						|
    0.936523 0.459961 0
 | 
						|
    0.952148 0.459473 0
 | 
						|
    0.966309 0.475586 0
 | 
						|
    0.978516 0.48584 0
 | 
						|
    0.963867 0.483398 0
 | 
						|
    0.979492 0.476074 0
 | 
						|
    0.97998 0.459961 0
 | 
						|
    0.938477 0.450195 0
 | 
						|
    0.95166 0.449707 0
 | 
						|
    0.964844 0.459961 0
 | 
						|
    0.979004 0.44873 0
 | 
						|
    0.964355 0.449219 0
 | 
						|
    0.902344 0.478027 0
 | 
						|
    0.896973 0.494629 0
 | 
						|
    0.90332 0.496582 0
 | 
						|
    0.911133 0.480469 0
 | 
						|
    0.908691 0.461426 0
 | 
						|
    0.921875 0.464844 0
 | 
						|
    0.913574 0.447754 0
 | 
						|
    0.928223 0.450195 0
 | 
						|
    0.936523 0.459961 0
 | 
						|
    0.938477 0.450195 0
 | 
						|
    0.916504 0.48584 0
 | 
						|
    0.931641 0.481445 0
 | 
						|
    0.935059 0.470215 0
 | 
						|
    0.952148 0.459473 0
 | 
						|
    0.95166 0.449707 0
 | 
						|
    0.964844 0.459961 0
 | 
						|
    0.964355 0.449219 0
 | 
						|
    0.907715 0.499023 0
 | 
						|
    0.979004 0.44873 0
 | 
						|
    0.97998 0.459961 0
 | 
						|
    0.979004 0.44873 0
 | 
						|
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						|
    0.029785 0.100098 0
 | 
						|
    0.022949 0.100098 0
 | 
						|
    0.016113 0.086426 0
 | 
						|
    0.035156 0.107422 0
 | 
						|
    0.030762 0.111328 0
 | 
						|
    0.006836 0.102539 0
 | 
						|
    0.046387 0.118164 0
 | 
						|
    0.042969 0.122559 0
 | 
						|
    0.01709 0.119141 0
 | 
						|
    0.05957 0.124512 0
 | 
						|
    0.05957 0.130371 0
 | 
						|
    0.05957 0.145508 0
 | 
						|
    0.033203 0.135254 0
 | 
						|
    0.07666 0.122559 0
 | 
						|
    0.085938 0.135254 0
 | 
						|
    0.102539 0.119141 0
 | 
						|
    0.088379 0.111328 0
 | 
						|
    0.112305 0.102539 0
 | 
						|
    0.096191 0.100098 0
 | 
						|
    0.103027 0.086426 0
 | 
						|
    0.072754 0.118164 0
 | 
						|
    0.083984 0.107422 0
 | 
						|
    0.089355 0.100098 0
 | 
						|
    0.085938 0.087402 0
 | 
						|
    0.105469 0.072266 0
 | 
						|
    0.088867 0.07666 0
 | 
						|
    0.10498 0.051758 0
 | 
						|
    0.09082 0.061035 0
 | 
						|
    0.07666 0.047852 0
 | 
						|
    0.07959 0.088867 0
 | 
						|
    0.083984 0.074219 0
 | 
						|
    0.05957 0.037598 0
 | 
						|
endnode
 | 
						|
endmodelgeom pmn0_belt251
 | 
						|
donemodel pmn0_belt251
 |