9908 lines
		
	
	
		
			339 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
			
		
		
	
	
			9908 lines
		
	
	
		
			339 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
| # Exported from NWMax Plus v5.06.01 at 7/3/2014 2:56:50 AM
 | |
| # mdl file
 | |
| #
 | |
| #NWMax Plus MODEL  ASCII
 | |
| # model: c_Lynx
 | |
| filedependancy Unknown
 | |
| newmodel c_Lynx
 | |
| setsupermodel c_Lynx c_cat
 | |
| classification Character
 | |
| setanimationscale 0.72
 | |
| #NWMax Plus GEOM  ASCII
 | |
| beginmodelgeom c_Lynx
 | |
| node dummy c_Lynx
 | |
|   parent NULL
 | |
| endnode
 | |
| node dummy rootdummy
 | |
|   parent c_Lynx
 | |
|   position 0.0 -0.378566 0.561041
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.341176 0.882353 0.560784 
 | |
| endnode
 | |
| node trimesh Cat_thorax
 | |
|   parent rootdummy
 | |
|   position 0.0 -9.57489e-006 7.01904e-006
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0374995 0.0713278 -0.0157071
 | |
|     0.0350614 0.0713278 -0.0157071
 | |
|     -0.0374995 0.0713278 -0.0639415
 | |
|     0.0350614 0.0713278 -0.0639415
 | |
|     -0.0374995 0.367523 -0.0157071
 | |
|     0.0350614 0.367523 -0.0157071
 | |
|     -0.0374995 0.367523 -0.0639415
 | |
|     0.0350614 0.367523 -0.0639415
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_Lfrontbicep
 | |
|   parent Cat_thorax
 | |
|   position -0.03835 0.394344 0.014808
 | |
|   orientation -5.0136e-006 0.0 1.0 -0.0338713
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.00400393 0.000340785 -0.024935
 | |
|     0.000494948 -0.056823 -0.024935
 | |
|     -0.0684332 -0.0047299 -0.026063
 | |
|     -0.0639343 -0.0618936 -0.026063
 | |
|     -0.00132386 0.000551686 -0.17895
 | |
|     0.00317502 -0.056612 -0.17895
 | |
|     -0.0657531 -0.004519 -0.180078
 | |
|     -0.0612542 -0.0616827 -0.180078
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_Lfrontforepaw
 | |
|   parent Cat_Lfrontbicep
 | |
|   position -0.00858535 -0.0237284 -0.317616
 | |
|   orientation 5.00308e-006 0.0 -1.0 -0.0338713
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0567595 -0.0261389 0.0207266
 | |
|     -0.0573714 0.00760692 0.019802
 | |
|     -0.00909824 -0.0252345 0.0221886
 | |
|     -0.00971016 0.00851128 0.0212639
 | |
|     -0.0518447 -0.0303682 -0.136887
 | |
|     -0.0524566 0.00337762 -0.137812
 | |
|     -0.00418341 -0.0294638 -0.135426
 | |
|     -0.00479535 0.00428196 -0.13635
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_Lfrontpaw
 | |
|   parent Cat_Lfrontforepaw
 | |
|   position -0.016824 -0.021576 -0.183072
 | |
|   orientation 0.999078 -0.0429291 0.0 0.0
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0112964 0.0272013 -0.0141041
 | |
|     0.0101826 0.0919512 -0.0141042
 | |
|     0.0139107 0.0272462 -0.0889776
 | |
|     0.0127969 0.091996 -0.0889776
 | |
|     -0.0361269 0.0263854 -0.0157604
 | |
|     -0.0372407 0.0911352 -0.0157605
 | |
|     -0.0335126 0.0264304 -0.0906344
 | |
|     -0.0346265 0.09118 -0.0906344
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_Lfrontbicep01
 | |
|   parent Cat_thorax
 | |
|   position 0.0451169 0.394344 0.014808
 | |
|   orientation 0.426839 0.00394595 -0.904319 -0.0204447
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0507731 0.00421281 -0.0183358
 | |
|     0.0523942 -0.0576941 -0.0188762
 | |
|     0.00983472 0.00313772 -0.0179878
 | |
|     0.0114558 -0.0587692 -0.0185281
 | |
|     0.0493014 0.00564638 -0.187019
 | |
|     0.0509226 -0.0562605 -0.187559
 | |
|     0.00836304 0.00457129 -0.186671
 | |
|     0.00998424 -0.0573356 -0.187211
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_Lfrontforepaw01
 | |
|   parent Cat_Lfrontbicep01
 | |
|   position 0.00894926 -0.0208208 -0.31781
 | |
|   orientation -0.546048 -0.83343 0.0850049 -0.0160009
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0444345 -0.0064951 0.0188418
 | |
|     0.0438693 -0.0394116 0.0189849
 | |
|     0.00463486 -0.00582002 0.0169203
 | |
|     0.00406964 -0.0387366 0.0170634
 | |
|     0.0534498 -0.0074634 -0.168236
 | |
|     0.0528846 -0.0403799 -0.168094
 | |
|     0.0136502 -0.00678833 -0.170158
 | |
|     0.013085 -0.0397049 -0.170014
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_Lfrontpaw01
 | |
|   parent Cat_Lfrontforepaw01
 | |
|   position 0.0292096 -0.0220364 -0.182699
 | |
|   orientation -0.00520505 0.615441 0.788166 -0.0216579
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0225974 0.0455905 -0.0559951
 | |
|     0.0209562 0.0925904 -0.0559951
 | |
|     -0.00244873 0.0447159 -0.0559951
 | |
|     -0.00408999 0.091716 -0.0559951
 | |
|     0.0225974 0.0455905 -0.0188988
 | |
|     0.0209562 0.0925904 -0.0188988
 | |
|     -0.00244873 0.0447159 -0.0188988
 | |
|     -0.00408999 0.091716 -0.0188988
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_neck
 | |
|   parent Cat_thorax
 | |
|   position 0.0 0.55584 -0.0313985
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.337255 0.87451 0.776471 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0303033 -0.168806 0.0597736
 | |
|     0.0375706 -0.168806 0.0597736
 | |
|     -0.0303033 -0.167517 0.0105781
 | |
|     0.0375706 -0.167517 0.0105781
 | |
|     -0.0303033 0.090104 0.0665534
 | |
|     0.0375706 0.090104 0.0665534
 | |
|     -0.0303033 0.091392 0.0173578
 | |
|     0.0375706 0.091392 0.0173578
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node trimesh Cat_head
 | |
|   parent Cat_neck
 | |
|   position 0.0 0.0337858 0.0
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0135805 0.0102878 0.0625283
 | |
|     0.0280111 0.00938208 0.0611337
 | |
|     -0.0149743 0.0114112 0.020229
 | |
|     0.0266173 0.0105055 0.0188343
 | |
|     -0.010241 0.157784 0.0663356
 | |
|     0.0313506 0.156878 0.064941
 | |
|     -0.0116349 0.158907 0.0240362
 | |
|     0.0299567 0.158002 0.0226417
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
 | |
|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
 | |
|     3 2 6  32  0 0 0  6
 | |
|     6 7 3  32  0 0 0  6
 | |
|     2 0 4  64  0 0 0  3
 | |
|     4 6 2  64  0 0 0  3
 | |
| endnode
 | |
| node dummy impact
 | |
|   parent Cat_head
 | |
|   position 0.0 0.0790703 0.108942
 | |
|   orientation -1.0 8.03422e-007 9.5404e-007 -0.018072
 | |
|   wirecolor 0.603922 0.72549 0.898039 
 | |
| endnode
 | |
| node dummy head
 | |
|   parent Cat_head
 | |
|   position 0.0 0.0790703 0.225741
 | |
|   orientation -1.0 8.03422e-007 9.5404e-007 -0.018072
 | |
|   wirecolor 0.603922 0.72549 0.898039 
 | |
| endnode
 | |
| node trimesh Cat_hips
 | |
|   parent rootdummy
 | |
|   position 0.0 -9.57489e-006 7.01904e-006
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.341176 0.776471 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritColor 0
 | |
|   rotateTexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0149017 0.0215155 -0.0491177
 | |
|     0.0190127 0.0215155 -0.0491177
 | |
|     -0.0149017 0.0285657 -0.0253169
 | |
|     0.0190127 0.0285657 -0.0253169
 | |
|     -0.0149017 -0.247603 0.0305988
 | |
|     0.0190127 -0.247603 0.0305988
 | |
|     -0.0149017 -0.240553 0.0543997
 | |
|     0.0190127 -0.240553 0.0543997
 | |
|   faces 12
 | |
|     0 2 3  2  0 0 0  2
 | |
|     3 1 0  2  0 0 0  2
 | |
|     4 5 7  4  0 0 0  1
 | |
|     7 6 4  4  0 0 0  1
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|     0 1 5  8  0 0 0  5
 | |
|     5 4 0  8  0 0 0  5
 | |
|     1 3 7  16  0 0 0  4
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|     7 5 1  16  0 0 0  4
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| endnode
 | |
| node trimesh Cat_tailbase
 | |
|   parent Cat_hips
 | |
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|   Specular 0.0 0.0 0.0 
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|   bitmap NULL
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| endnode
 | |
| node trimesh Cat_tailtip
 | |
|   parent Cat_tailbase
 | |
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 | |
|   orientation 0.964507 -0.048934 -0.259482 -0.159454
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|   transparencyhint 0
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|   ambient 1.0 1.0 1.0 
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|   Diffuse 0.0 0.0 1.0 
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|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
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|   center undefined
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|   bitmap NULL
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 | |
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|     4 6 2  64  0 0 0  3
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| endnode
 | |
| node trimesh Cat_Lbackthigh01
 | |
|   parent Cat_hips
 | |
|   position 0.118366 -0.166512 -0.0186
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|   orientation -0.470035 -0.202301 -0.859151 -0.0185651
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|   tilefade 0
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|   scale 1.0
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|   render 0
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|   Shadow 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 
 | |
|   ambient 1.0 1.0 1.0 
 | |
|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
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 | |
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 | |
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| endnode
 | |
| node trimesh Cat_Lbackforepaw01
 | |
|   parent Cat_Lbackthigh01
 | |
|   position -0.00629524 -0.0217038 -0.304575
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|   orientation 0.178683 0.719653 -0.670948 -0.090077
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|   tilefade 0
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|   scale 1.0
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|   render 0
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|   Shadow 0
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|   beaming 0
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|   inheritColor 0
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|   alpha 1.0
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|   transparencyhint 0
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|   Diffuse 0.0 0.0 1.0 
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|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
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|   center undefined
 | |
|   bitmap NULL
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|   verts 8
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 | |
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| endnode
 | |
| node trimesh Cat_Lbackpaw01
 | |
|   parent Cat_Lbackforepaw01
 | |
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|   orientation -0.506237 0.211884 0.83596 -0.078454
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|   scale 1.0
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|   render 0
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|   beaming 0
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|   alpha 1.0
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|   transparencyhint 0
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|   ambient 1.0 1.0 1.0 
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|   Diffuse 0.0 0.0 1.0 
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|   Specular 0.0 0.0 0.0 
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|   shininess 0
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|   center undefined
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|   bitmap NULL
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|   verts 8
 | |
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 | |
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| endnode
 | |
| node trimesh Cat_Lbackthigh
 | |
|   parent Cat_hips
 | |
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|   alpha 1.0
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|   transparencyhint 0
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|   Diffuse 0.0 0.0 1.0 
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|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
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|   center undefined
 | |
|   bitmap NULL
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|   verts 8
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| endnode
 | |
| node trimesh Cat_Lbackforepaw
 | |
|   parent Cat_Lbackthigh
 | |
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|   transparencyhint 0
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|   Diffuse 0.0 0.0 1.0 
 | |
|   Specular 0.0 0.0 0.0 
 | |
|   shininess 0
 | |
|   center undefined
 | |
|   bitmap NULL
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|   verts 8
 | |
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 | |
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| endnode
 | |
| node trimesh Cat_Lbackpaw
 | |
|   parent Cat_Lbackforepaw
 | |
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|   Specular 0.0 0.0 0.0 
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|   shininess 0
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|   center undefined
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|   verts 8
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| endnode
 | |
| node dummy headconjure
 | |
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 | |
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 | |
|   orientation 1.0 0.0 0.0 0.0
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| endnode
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| node dummy handconjure
 | |
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 | |
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|   wirecolor 0.898039 0.65098 0.843137 
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| endnode
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 | |
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 | |
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 | |
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 | |
|     -0.0609364 -0.50333 0.459327
 | |
|     5.77915e-005 -0.543835 0.63802
 | |
|     5.77915e-005 -0.566577 0.631302
 | |
|     0.0185683 -0.557859 0.630623
 | |
|     -0.0184527 -0.557859 0.630623
 | |
|     0.0210471 -0.534854 0.635149
 | |
|     -0.0209315 -0.534854 0.635149
 | |
|     0.02671 -0.545876 0.631086
 | |
|     -0.0265944 -0.545876 0.631086
 | |
|     0.0185683 -0.557859 0.630623
 | |
|     0.0310302 -0.563341 0.622802
 | |
|     0.02671 -0.545876 0.631086
 | |
|     -0.0265944 -0.545876 0.631086
 | |
|     -0.0309146 -0.563341 0.622802
 | |
|     -0.0184527 -0.557859 0.630623
 | |
|     0.0399512 -0.548227 0.623734
 | |
|     -0.0398356 -0.548227 0.623734
 | |
|     0.0417808 -0.561717 0.615296
 | |
|     -0.0416652 -0.561717 0.615296
 | |
|     0.0496984 -0.542906 0.617898
 | |
|     -0.0495828 -0.542906 0.617898
 | |
|     0.0573586 -0.548295 0.604665
 | |
|     -0.057243 -0.548295 0.604665
 | |
|     0.0768071 -0.532599 0.587685
 | |
|     0.0796825 -0.519912 0.595515
 | |
|     -0.0795669 -0.519912 0.595515
 | |
|     -0.0766916 -0.532599 0.587685
 | |
|     0.0886338 -0.498951 0.585441
 | |
|     -0.0885182 -0.498951 0.585441
 | |
|     0.0846114 -0.52068 0.576304
 | |
|     -0.0844958 -0.52068 0.576304
 | |
|     0.101283 -0.50175 0.568955
 | |
|     -0.101167 -0.50175 0.568955
 | |
|     0.0928594 -0.515324 0.56147
 | |
|     -0.0927438 -0.515324 0.56147
 | |
|     0.123777 -0.498828 0.528001
 | |
|     -0.123661 -0.498828 0.528001
 | |
|     0.112183 -0.512433 0.525118
 | |
|     -0.112067 -0.512433 0.525118
 | |
|     0.12284 -0.49705 0.494789
 | |
|     -0.122725 -0.49705 0.494789
 | |
|     0.102639 -0.515831 0.494893
 | |
|     -0.102523 -0.515831 0.494893
 | |
|     0.12284 -0.49705 0.494789
 | |
|     0.102639 -0.515831 0.494893
 | |
|     -0.102523 -0.515831 0.494893
 | |
|     -0.122725 -0.49705 0.494789
 | |
|     5.77927e-005 -0.497821 0.446443
 | |
|     5.77927e-005 -0.483287 0.444702
 | |
|     0.0165419 -0.592346 0.602107
 | |
|     0.0179399 -0.57909 0.617776
 | |
|     5.77915e-005 -0.583684 0.617726
 | |
|     -0.0178243 -0.57909 0.617776
 | |
|     -0.0164263 -0.592346 0.602107
 | |
|     5.77915e-005 -0.593984 0.604518
 | |
|     0.0331258 -0.577245 0.609292
 | |
|     -0.0330102 -0.577245 0.609292
 | |
|     0.0472628 -0.571744 0.5996
 | |
|     -0.0471472 -0.571744 0.5996
 | |
|     0.0599506 -0.562366 0.588902
 | |
|     -0.059835 -0.562366 0.588902
 | |
|     0.0716881 -0.553677 0.572038
 | |
|     -0.0715725 -0.553677 0.572038
 | |
|     0.0804682 -0.538747 0.560623
 | |
|     -0.0803526 -0.538747 0.560623
 | |
|     0.091869 -0.532719 0.53944
 | |
|     -0.0917534 -0.532719 0.53944
 | |
|     0.102823 -0.522335 0.51392
 | |
|     -0.102707 -0.522335 0.51392
 | |
|     0.0870122 -0.530035 0.485418
 | |
|     -0.0868966 -0.530035 0.485418
 | |
|     0.078511 -0.524133 0.471398
 | |
|     -0.0783954 -0.524133 0.471398
 | |
|     0.0580051 -0.518703 0.455502
 | |
|     -0.0578895 -0.518703 0.455502
 | |
|     5.77927e-005 -0.515394 0.445647
 | |
|     5.77915e-005 -0.603495 0.592045
 | |
|     0.0169453 -0.605298 0.588741
 | |
|     -0.0168297 -0.605298 0.588741
 | |
|     0.0336757 -0.591145 0.597574
 | |
|     -0.0335601 -0.591145 0.597574
 | |
|     0.0326732 -0.605361 0.580998
 | |
|     -0.0325576 -0.605361 0.580998
 | |
|     0.0618103 -0.577003 0.574028
 | |
|     0.0527516 -0.594845 0.573459
 | |
|     0.0587619 -0.586173 0.559718
 | |
|     -0.0586463 -0.586173 0.559718
 | |
|     -0.052636 -0.594845 0.573459
 | |
|     -0.0616948 -0.577003 0.574028
 | |
|     0.065416 -0.566539 0.558209
 | |
|     0.0672128 -0.561937 0.546088
 | |
|     -0.0670972 -0.561937 0.546088
 | |
|     -0.0653004 -0.566539 0.558209
 | |
|     0.0781316 -0.550183 0.543287
 | |
|     -0.078016 -0.550183 0.543287
 | |
|     0.087033 -0.545771 0.524421
 | |
|     0.0661877 -0.56901 0.521863
 | |
|     -0.0660721 -0.56901 0.521863
 | |
|     -0.0869174 -0.545771 0.524421
 | |
|     0.0758804 -0.554773 0.508399
 | |
|     -0.0757648 -0.554773 0.508399
 | |
|     0.0895786 -0.535747 0.502626
 | |
|     -0.089463 -0.535747 0.502626
 | |
|     0.0767251 -0.54482 0.491275
 | |
|     -0.0766095 -0.54482 0.491275
 | |
|     0.0870122 -0.530035 0.485418
 | |
|     -0.0868966 -0.530035 0.485418
 | |
|     0.0724614 -0.540887 0.475898
 | |
|     -0.0723458 -0.540887 0.475898
 | |
|     0.078511 -0.524133 0.471398
 | |
|     -0.0783954 -0.524133 0.471398
 | |
|     0.0518061 -0.539219 0.453718
 | |
|     -0.0516905 -0.539219 0.453718
 | |
|     0.0580051 -0.518703 0.455502
 | |
|     -0.0578895 -0.518703 0.455502
 | |
|     0.0375143 -0.533337 0.448508
 | |
|     -0.0373987 -0.533337 0.448508
 | |
|     5.77927e-005 -0.515394 0.445647
 | |
|     5.77916e-005 -0.528931 0.443783
 | |
|     5.77915e-005 -0.614256 0.578698
 | |
|     0.0160496 -0.618421 0.575473
 | |
|     -0.015934 -0.618421 0.575473
 | |
|     0.0291837 -0.613651 0.568398
 | |
|     -0.0290681 -0.613651 0.568398
 | |
|     0.0459903 -0.604295 0.565835
 | |
|     -0.0458747 -0.604295 0.565835
 | |
|     0.030467 -0.610562 0.555508
 | |
|     -0.0303514 -0.610562 0.555508
 | |
|     0.0406182 -0.60308 0.554094
 | |
|     0.0262524 -0.610475 0.541926
 | |
|     0.0293396 -0.603023 0.541299
 | |
|     -0.029224 -0.603023 0.541299
 | |
|     -0.0261369 -0.610475 0.541926
 | |
|     -0.0405026 -0.60308 0.554094
 | |
|     0.0416275 -0.595901 0.551309
 | |
|     -0.0415119 -0.595901 0.551309
 | |
|     0.0615228 -0.570731 0.530237
 | |
|     0.0537044 -0.580615 0.520262
 | |
|     -0.0535888 -0.580615 0.520262
 | |
|     -0.0614072 -0.570731 0.530237
 | |
|     0.0483236 -0.584593 0.509083
 | |
|     -0.048208 -0.584593 0.509083
 | |
|     0.0614661 -0.565023 0.494943
 | |
|     -0.0613505 -0.565023 0.494943
 | |
|     0.0575073 -0.555836 0.476454
 | |
|     -0.0573917 -0.555836 0.476454
 | |
|     5.77915e-005 -0.621693 0.565231
 | |
|     0.012467 -0.624817 0.562574
 | |
|     -0.0123514 -0.624817 0.562574
 | |
|     0.02437 -0.61983 0.558086
 | |
|     -0.0242545 -0.61983 0.558086
 | |
|     0.0194685 -0.619938 0.54229
 | |
|     -0.0193529 -0.619938 0.54229
 | |
|     0.0189172 -0.614608 0.52971
 | |
|     -0.0188016 -0.614608 0.52971
 | |
|     0.0419256 -0.589735 0.515818
 | |
|     0.032431 -0.598302 0.514367
 | |
|     -0.0323154 -0.598302 0.514367
 | |
|     -0.0418101 -0.589735 0.515818
 | |
|     0.0383815 -0.593859 0.503167
 | |
|     -0.0382659 -0.593859 0.503167
 | |
|     0.046031 -0.575675 0.48812
 | |
|     -0.0459154 -0.575675 0.48812
 | |
|     0.0479469 -0.561726 0.470601
 | |
|     -0.0478313 -0.561726 0.470601
 | |
|     5.77915e-005 -0.624526 0.54884
 | |
|     5.77915e-005 -0.626089 0.53691
 | |
|     0.00756771 -0.625484 0.535658
 | |
|     -0.00745213 -0.625484 0.535658
 | |
|     0.0103656 -0.625934 0.548662
 | |
|     -0.01025 -0.625934 0.548662
 | |
|     0.0125241 -0.623347 0.532504
 | |
|     -0.0124085 -0.623347 0.532504
 | |
|     0.0155823 -0.619622 0.5246
 | |
|     -0.0154667 -0.619622 0.5246
 | |
|     0.0186327 -0.613654 0.516746
 | |
|     -0.0185171 -0.613654 0.516746
 | |
|     0.0199479 -0.606518 0.520739
 | |
|     -0.0198323 -0.606518 0.520739
 | |
|     0.0278035 -0.60499 0.509329
 | |
|     -0.027688 -0.60499 0.509329
 | |
|     0.0480511 -0.586322 0.588254
 | |
|     -0.0479355 -0.586322 0.588254
 | |
|     5.77915e-005 -0.566577 0.631302
 | |
|     5.77915e-005 -0.630667 0.521842
 | |
|     0.0070191 -0.629559 0.520414
 | |
|     -0.00690352 -0.629559 0.520414
 | |
|     0.0116226 -0.628202 0.518494
 | |
|     -0.011507 -0.628202 0.518494
 | |
|     0.0173528 -0.62502 0.514034
 | |
|     -0.0172372 -0.62502 0.514034
 | |
|     0.0216048 -0.620471 0.50927
 | |
|     -0.0214892 -0.620471 0.50927
 | |
|     0.0261991 -0.611345 0.503191
 | |
|     -0.0260835 -0.611345 0.503191
 | |
|     0.0360272 -0.602479 0.496923
 | |
|     -0.0359116 -0.602479 0.496923
 | |
|     0.0436552 -0.584692 0.483233
 | |
|     -0.0435396 -0.584692 0.483233
 | |
|     0.0459205 -0.571795 0.466571
 | |
|     -0.0458049 -0.571795 0.466571
 | |
|     5.77915e-005 -0.640665 0.506391
 | |
|     0.00824819 -0.639507 0.505077
 | |
|     -0.00813261 -0.639507 0.505077
 | |
|     0.013927 -0.637848 0.502994
 | |
|     -0.0138114 -0.637848 0.502994
 | |
|     0.0198438 -0.633057 0.499099
 | |
|     -0.0197282 -0.633057 0.499099
 | |
|     0.0236447 -0.624611 0.494869
 | |
|     -0.0235291 -0.624611 0.494869
 | |
|     0.0354331 -0.613487 0.488793
 | |
|     -0.0353176 -0.613487 0.488793
 | |
|     0.0438904 -0.592308 0.475318
 | |
|     -0.0437748 -0.592308 0.475318
 | |
|     0.0439882 -0.581933 0.461106
 | |
|     -0.0438726 -0.581933 0.461106
 | |
|     0.0401274 -0.564743 0.456492
 | |
|     -0.0400118 -0.564743 0.456492
 | |
|     0.0394507 -0.574052 0.450624
 | |
|     -0.0393352 -0.574052 0.450624
 | |
|     0.032118 -0.620303 0.479846
 | |
|     -0.0320024 -0.620303 0.479846
 | |
|     0.0432676 -0.60206 0.469302
 | |
|     -0.043152 -0.60206 0.469302
 | |
|     0.0407792 -0.591711 0.455216
 | |
|     -0.0406636 -0.591711 0.455216
 | |
|     0.0358218 -0.587148 0.446138
 | |
|     -0.0357062 -0.587148 0.446138
 | |
|     0.0157159 -0.628997 0.479718
 | |
|     0.0197824 -0.626707 0.479006
 | |
|     -0.0196668 -0.626707 0.479006
 | |
|     -0.0156003 -0.628997 0.479718
 | |
|     0.0395435 -0.610736 0.464253
 | |
|     -0.0394279 -0.610736 0.464253
 | |
|     0.0365406 -0.600956 0.450504
 | |
|     -0.036425 -0.600956 0.450504
 | |
|     0.0306859 -0.611483 0.448333
 | |
|     0.0311269 -0.599499 0.444038
 | |
|     -0.0310113 -0.599499 0.444038
 | |
|     -0.0305703 -0.611483 0.448333
 | |
|     0.0296511 -0.622791 0.45958
 | |
|     -0.0295355 -0.622791 0.45958
 | |
|     0.0239047 -0.617701 0.448824
 | |
|     0.0234199 -0.611081 0.445139
 | |
|     -0.0233043 -0.611081 0.445139
 | |
|     -0.0237891 -0.617701 0.448824
 | |
|     0.0214928 -0.628769 0.456414
 | |
|     -0.0213772 -0.628769 0.456414
 | |
|     0.00567915 -0.633507 0.455607
 | |
|     5.77915e-005 -0.633003 0.456029
 | |
|     5.77915e-005 -0.626163 0.450063
 | |
|     -0.00556357 -0.633507 0.455607
 | |
|     0.00576385 -0.62725 0.450386
 | |
|     -0.00564826 -0.62725 0.450386
 | |
|     0.0121644 -0.634435 0.462637
 | |
|     0.0202762 -0.63249 0.464462
 | |
|     -0.0201606 -0.63249 0.464462
 | |
|     -0.0120488 -0.634435 0.462637
 | |
|     0.013192 -0.63153 0.455595
 | |
|     0.0150906 -0.623696 0.44913
 | |
|     -0.014975 -0.623696 0.44913
 | |
|     -0.0130764 -0.63153 0.455595
 | |
|     0.0146483 -0.62122 0.447819
 | |
|     -0.0145327 -0.62122 0.447819
 | |
|     0.0255236 -0.627697 0.469804
 | |
|     -0.025408 -0.627697 0.469804
 | |
|     0.00592127 -0.625439 0.449385
 | |
|     -0.00580569 -0.625439 0.449385
 | |
|     0.0573087 -0.569763 0.548448
 | |
|     -0.0571931 -0.569763 0.548448
 | |
|     0.0592814 -0.568901 0.539118
 | |
|     -0.0591658 -0.568901 0.539118
 | |
|     0.0242226 -0.602239 0.529347
 | |
|     -0.024107 -0.602239 0.529347
 | |
|     0.0313298 -0.59457 0.521166
 | |
|     -0.0312142 -0.59457 0.521166
 | |
|     0.0510645 -0.578342 0.528491
 | |
|     -0.0509489 -0.578342 0.528491
 | |
|     0.0429707 -0.585679 0.5225
 | |
|     -0.0428551 -0.585679 0.5225
 | |
|     0.0533408 -0.58267 0.55225
 | |
|     -0.0532252 -0.58267 0.55225
 | |
|     0.027082 -0.595306 0.531254
 | |
|     0.0287365 -0.596475 0.539893
 | |
|     -0.0286209 -0.596475 0.539893
 | |
|     -0.0269664 -0.595306 0.531254
 | |
|     0.0401865 -0.592137 0.548808
 | |
|     -0.0400709 -0.592137 0.548808
 | |
|     0.0501711 -0.582524 0.548848
 | |
|     0.0549082 -0.571941 0.543731
 | |
|     -0.0547926 -0.571941 0.543731
 | |
|     -0.0500555 -0.582524 0.548848
 | |
|     0.047322 -0.580567 0.530233
 | |
|     0.0368007 -0.586712 0.524878
 | |
|     -0.0366852 -0.586712 0.524878
 | |
|     -0.0472064 -0.580567 0.530233
 | |
|     0.0372126 -0.587262 0.526912
 | |
|     -0.037097 -0.587262 0.526912
 | |
|     0.0372126 -0.587262 0.526912
 | |
|     0.0389189 -0.588589 0.531174
 | |
|     0.0327368 -0.593014 0.533374
 | |
|     -0.0326212 -0.593014 0.533374
 | |
|     -0.0388033 -0.588589 0.531174
 | |
|     -0.037097 -0.587262 0.526912
 | |
|     0.027082 -0.595306 0.531254
 | |
|     -0.0269664 -0.595306 0.531254
 | |
|     0.047322 -0.580567 0.530233
 | |
|     0.0455248 -0.583784 0.533909
 | |
|     -0.0454092 -0.583784 0.533909
 | |
|     -0.0472064 -0.580567 0.530233
 | |
|     0.050942 -0.578322 0.540916
 | |
|     -0.0508264 -0.578322 0.540916
 | |
|     0.0287365 -0.596475 0.539893
 | |
|     -0.0286209 -0.596475 0.539893
 | |
|     0.0343588 -0.594499 0.538607
 | |
|     -0.0342432 -0.594499 0.538607
 | |
|     0.0401865 -0.592137 0.548808
 | |
|     -0.0400709 -0.592137 0.548808
 | |
|     0.0409457 -0.591195 0.544142
 | |
|     -0.0408301 -0.591195 0.544142
 | |
|     0.0501711 -0.582524 0.548848
 | |
|     -0.0500555 -0.582524 0.548848
 | |
|     0.0462248 -0.585799 0.544468
 | |
|     -0.0461092 -0.585799 0.544468
 | |
|     0.0549082 -0.571941 0.543731
 | |
|     -0.0547926 -0.571941 0.543731
 | |
|     0.042704 -0.589117 0.537327
 | |
|     -0.0425884 -0.589117 0.537327
 | |
|     0.0314265 -0.543195 0.445059
 | |
|     5.77915e-005 -0.536099 0.439053
 | |
|     -0.0313109 -0.543195 0.445059
 | |
|     0.0405452 -0.552899 0.450665
 | |
|     0.04504 -0.558058 0.461639
 | |
|     -0.0449244 -0.558058 0.461639
 | |
|     -0.0404296 -0.552899 0.450665
 | |
|     0.0275097 -0.548594 0.437753
 | |
|     -0.0273941 -0.548594 0.437753
 | |
|     5.77915e-005 -0.542429 0.432555
 | |
|     0.0389857 -0.569555 0.44887
 | |
|     -0.0388701 -0.569555 0.44887
 | |
|     0.0387402 -0.559967 0.444844
 | |
|     -0.0386246 -0.559967 0.444844
 | |
|     0.0240176 -0.556443 0.431085
 | |
|     -0.023902 -0.556443 0.431085
 | |
|     5.77915e-005 -0.550953 0.426292
 | |
|     0.0365491 -0.577306 0.44324
 | |
|     -0.0364335 -0.577306 0.44324
 | |
|     0.037115 -0.570571 0.438617
 | |
|     -0.0369994 -0.570571 0.438617
 | |
|     0.0243564 -0.568229 0.424656
 | |
|     5.77915e-005 -0.563623 0.419177
 | |
|     -0.0242408 -0.568229 0.424656
 | |
|     0.0336834 -0.586267 0.438824
 | |
|     -0.0335678 -0.586267 0.438824
 | |
|     0.0339673 -0.582153 0.433948
 | |
|     -0.0338517 -0.582153 0.433948
 | |
|     0.0214969 -0.586547 0.421914
 | |
|     5.77915e-005 -0.576959 0.41617
 | |
|     -0.0213813 -0.586547 0.421914
 | |
|     0.0300286 -0.593251 0.437174
 | |
|     -0.029913 -0.593251 0.437174
 | |
|     0.0291615 -0.590374 0.430242
 | |
|     -0.0290459 -0.590374 0.430242
 | |
|     5.77915e-005 -0.596611 0.420256
 | |
|     0.0187251 -0.601889 0.435621
 | |
|     5.77915e-005 -0.609475 0.434875
 | |
|     5.77915e-005 -0.605161 0.427449
 | |
|     -0.0186095 -0.601889 0.435621
 | |
|     0.020139 -0.59927 0.428178
 | |
|     -0.0200234 -0.59927 0.428178
 | |
|     0.0428824 -0.552488 0.457864
 | |
|     -0.0427668 -0.552488 0.457864
 | |
|     5.77927e-005 -0.470631 0.442154
 | |
|     0.0371148 -0.472786 0.455617
 | |
|     -0.0369992 -0.472786 0.455617
 | |
|     0.0835026 -0.48003 0.470015
 | |
|     -0.083387 -0.48003 0.470015
 | |
|     0.10966 -0.477224 0.490551
 | |
|     -0.109545 -0.477224 0.490551
 | |
|     0.123777 -0.498828 0.528001
 | |
|     -0.123661 -0.498828 0.528001
 | |
|     0.129488 -0.473462 0.520706
 | |
|     -0.129373 -0.473462 0.520706
 | |
|     0.101283 -0.50175 0.568955
 | |
|     -0.101167 -0.50175 0.568955
 | |
|     0.117193 -0.47841 0.559024
 | |
|     -0.117077 -0.47841 0.559024
 | |
|     0.0886338 -0.498951 0.585441
 | |
|     0.0906242 -0.492175 0.581442
 | |
|     -0.0905086 -0.492175 0.581442
 | |
|     -0.0885182 -0.498951 0.585441
 | |
|     0.0380648 -0.541711 0.631274
 | |
|     0.0247542 -0.513344 0.633621
 | |
|     -0.0246386 -0.513344 0.633621
 | |
|     -0.0379492 -0.541711 0.631274
 | |
|     5.77915e-005 -0.517441 0.639454
 | |
|     0.0320468 -0.460846 0.44291
 | |
|     5.77927e-005 -0.461522 0.434111
 | |
|     5.77927e-005 -0.448823 0.41724
 | |
|     -0.0319312 -0.460846 0.44291
 | |
|     0.0253033 -0.44559 0.422662
 | |
|     -0.0251877 -0.44559 0.422662
 | |
|     0.0744272 -0.468102 0.463696
 | |
|     -0.0743116 -0.468102 0.463696
 | |
|     0.0944834 -0.465383 0.4798
 | |
|     -0.0943678 -0.465383 0.4798
 | |
|     0.114711 -0.459226 0.506062
 | |
|     -0.114596 -0.459226 0.506062
 | |
|     0.115319 -0.4573 0.546734
 | |
|     -0.115203 -0.4573 0.546734
 | |
|     0.088309 -0.484002 0.584614
 | |
|     -0.0881934 -0.484002 0.584614
 | |
|     0.0920362 -0.465086 0.582859
 | |
|     -0.0919206 -0.465086 0.582859
 | |
|     0.072663 -0.462729 0.607937
 | |
|     -0.0725474 -0.462729 0.607937
 | |
|     0.0491513 -0.444628 0.440017
 | |
|     -0.0490357 -0.444628 0.440017
 | |
|     0.0774239 -0.44886 0.464162
 | |
|     -0.0773083 -0.448861 0.464162
 | |
|     0.0907666 -0.447497 0.487768
 | |
|     -0.090651 -0.447497 0.487768
 | |
|     0.103924 -0.442155 0.526729
 | |
|     -0.103809 -0.442155 0.526729
 | |
|     0.0929346 -0.446946 0.566237
 | |
|     -0.092819 -0.446946 0.566237
 | |
|     0.0399512 -0.548227 0.623734
 | |
|     -0.0398356 -0.548227 0.623734
 | |
|     0.0352716 -0.513527 0.629154
 | |
|     -0.035156 -0.513527 0.629154
 | |
|     0.0380648 -0.541711 0.631274
 | |
|     0.0399512 -0.548227 0.623734
 | |
|     0.0506653 -0.548781 0.638758
 | |
|     -0.0505497 -0.548781 0.638758
 | |
|     -0.0398356 -0.548227 0.623734
 | |
|     -0.0379492 -0.541711 0.631274
 | |
|     0.0467492 -0.542113 0.644563
 | |
|     -0.0466336 -0.542113 0.644563
 | |
|     0.088309 -0.484002 0.584614
 | |
|     0.072663 -0.462729 0.607937
 | |
|     0.0764486 -0.468496 0.618098
 | |
|     -0.076333 -0.468496 0.618097
 | |
|     -0.0725474 -0.462729 0.607937
 | |
|     -0.0881934 -0.484002 0.584614
 | |
|     0.0886802 -0.485074 0.595238
 | |
|     -0.0885646 -0.485074 0.595238
 | |
|     0.0418703 -0.486466 0.621463
 | |
|     0.0448104 -0.493195 0.629017
 | |
|     -0.0446948 -0.493195 0.629017
 | |
|     -0.0417547 -0.486466 0.621463
 | |
|     0.0352716 -0.513527 0.629154
 | |
|     0.0417533 -0.527227 0.644662
 | |
|     -0.0416377 -0.527227 0.644662
 | |
|     -0.035156 -0.513527 0.629154
 | |
|     0.0906242 -0.492175 0.581442
 | |
|     -0.0905086 -0.492175 0.581442
 | |
|     0.0950514 -0.493144 0.590894
 | |
|     -0.0949358 -0.493144 0.590894
 | |
|     0.0642809 -0.553605 0.66165
 | |
|     -0.0641653 -0.553605 0.66165
 | |
|     0.0608363 -0.547983 0.666322
 | |
|     -0.0607207 -0.547983 0.666322
 | |
|     0.0752388 -0.474398 0.625621
 | |
|     -0.0751232 -0.474398 0.625621
 | |
|     0.090925 -0.484148 0.603656
 | |
|     -0.0908094 -0.484148 0.603656
 | |
|     0.052637 -0.502447 0.64737
 | |
|     -0.0525214 -0.502447 0.64737
 | |
|     0.0558169 -0.534863 0.666534
 | |
|     -0.0557013 -0.534863 0.666534
 | |
|     0.0956322 -0.491887 0.601932
 | |
|     -0.0955166 -0.491887 0.601932
 | |
|     0.0752252 -0.551271 0.677503
 | |
|     -0.0751096 -0.551271 0.677503
 | |
|     0.0723795 -0.545904 0.680288
 | |
|     -0.0722639 -0.545904 0.680288
 | |
|     0.0779904 -0.484838 0.632885
 | |
|     -0.0778748 -0.484838 0.632885
 | |
|     0.0933362 -0.488833 0.623922
 | |
|     -0.0932206 -0.488833 0.623922
 | |
|     0.0633297 -0.510991 0.659199
 | |
|     -0.0632141 -0.510991 0.659199
 | |
|     0.0652984 -0.534536 0.674005
 | |
|     -0.0651828 -0.534536 0.674005
 | |
|     0.0973066 -0.495551 0.6211
 | |
|     -0.097191 -0.495551 0.6211
 | |
|     0.0814002 -0.54052 0.67652
 | |
|     -0.0812846 -0.54052 0.67652
 | |
|     0.0795828 -0.537778 0.677665
 | |
|     -0.0794672 -0.537778 0.677665
 | |
|     0.0817714 -0.500961 0.646344
 | |
|     -0.0816558 -0.500961 0.646344
 | |
|     0.0903722 -0.506032 0.646688
 | |
|     -0.0902566 -0.506032 0.646688
 | |
|     0.0755462 -0.516688 0.663414
 | |
|     -0.0754306 -0.516688 0.663414
 | |
|     0.0719537 -0.529149 0.672719
 | |
|     -0.0718381 -0.529149 0.672719
 | |
|     0.093501 -0.509445 0.646162
 | |
|     -0.0933854 -0.509445 0.646162
 | |
|     0.0840762 -0.521457 0.66345
 | |
|     -0.0839606 -0.521457 0.66345
 | |
|     0.0874202 -0.523268 0.662268
 | |
|     -0.0873046 -0.523268 0.662268
 | |
|     0.0506653 -0.548781 0.638758
 | |
|     -0.0505497 -0.548781 0.638758
 | |
|     0.0534444 -0.545535 0.638524
 | |
|     -0.0533289 -0.545535 0.638524
 | |
|     0.0906242 -0.492175 0.581442
 | |
|     0.0950514 -0.493144 0.590894
 | |
|     0.093113 -0.495532 0.593385
 | |
|     -0.0929974 -0.495532 0.593385
 | |
|     -0.0949358 -0.493144 0.590894
 | |
|     -0.0905086 -0.492175 0.581442
 | |
|     0.0642809 -0.553605 0.66165
 | |
|     -0.0641653 -0.553605 0.66165
 | |
|     0.0643578 -0.551146 0.659474
 | |
|     -0.0642422 -0.551146 0.659474
 | |
|     0.0956322 -0.491887 0.601932
 | |
|     0.0929162 -0.493935 0.606479
 | |
|     -0.0928006 -0.493935 0.606479
 | |
|     -0.0955166 -0.491887 0.601932
 | |
|     0.0752252 -0.551271 0.677503
 | |
|     -0.0751096 -0.551271 0.677503
 | |
|     0.0742413 -0.549563 0.674049
 | |
|     -0.0741257 -0.549563 0.674049
 | |
|     0.0973066 -0.495551 0.6211
 | |
|     0.095517 -0.498607 0.621419
 | |
|     -0.0954014 -0.498607 0.621419
 | |
|     -0.097191 -0.495551 0.6211
 | |
|     0.0814002 -0.54052 0.67652
 | |
|     -0.0812846 -0.54052 0.67652
 | |
|     0.0797982 -0.540874 0.674232
 | |
|     -0.0796826 -0.540874 0.674232
 | |
|     0.093501 -0.509445 0.646162
 | |
|     0.089829 -0.511889 0.645283
 | |
|     -0.0897134 -0.511889 0.645283
 | |
|     -0.0933854 -0.509445 0.646162
 | |
|     0.0874202 -0.523268 0.662268
 | |
|     -0.0873046 -0.523268 0.662268
 | |
|     0.0848666 -0.525591 0.661757
 | |
|     -0.084751 -0.525591 0.661757
 | |
|     0.0536696 -0.538091 0.621545
 | |
|     -0.053554 -0.538091 0.621545
 | |
|     0.0545982 -0.539409 0.636542
 | |
|     -0.0544826 -0.539409 0.636542
 | |
|     0.0866898 -0.499099 0.601676
 | |
|     -0.0865742 -0.499099 0.601676
 | |
|     0.085633 -0.502299 0.592982
 | |
|     -0.0855174 -0.502299 0.592982
 | |
|     0.063576 -0.545102 0.655922
 | |
|     -0.0634604 -0.545102 0.655922
 | |
|     0.0861202 -0.497855 0.610714
 | |
|     -0.0860046 -0.497855 0.610714
 | |
|     0.069814 -0.545214 0.666697
 | |
|     -0.0696984 -0.545214 0.666697
 | |
|     0.085965 -0.501954 0.622658
 | |
|     -0.0858494 -0.501954 0.622658
 | |
|     0.0748679 -0.540146 0.67192
 | |
|     -0.0747523 -0.540146 0.67192
 | |
|     0.081185 -0.510326 0.639571
 | |
|     -0.0810694 -0.510326 0.639571
 | |
|     0.0780589 -0.526143 0.660935
 | |
|     -0.0779433 -0.526143 0.660935
 | |
|     0.060479 -0.528115 0.615983
 | |
|     0.0610003 -0.532495 0.632146
 | |
|     -0.0608847 -0.532495 0.632146
 | |
|     -0.0603634 -0.528115 0.615983
 | |
|     0.0789406 -0.505467 0.615743
 | |
|     0.080409 -0.509117 0.603741
 | |
|     -0.0802934 -0.509117 0.603741
 | |
|     -0.078825 -0.505467 0.615743
 | |
|     0.0666244 -0.536073 0.649957
 | |
|     -0.0665089 -0.536073 0.649957
 | |
|     0.0742654 -0.508789 0.626675
 | |
|     -0.0741498 -0.508789 0.626675
 | |
|     0.070072 -0.537515 0.660214
 | |
|     -0.0699564 -0.537515 0.660214
 | |
|     0.0734129 -0.512355 0.635659
 | |
|     -0.0732973 -0.512355 0.635659
 | |
|     0.0739405 -0.527759 0.656978
 | |
|     -0.0738249 -0.527759 0.656978
 | |
|     0.0768923 -0.517658 0.601848
 | |
|     -0.0767767 -0.517658 0.601848
 | |
|     0.0727159 -0.5088 0.617378
 | |
|     0.0711784 -0.515483 0.609039
 | |
|     -0.0710628 -0.515483 0.609039
 | |
|     -0.0726003 -0.5088 0.617378
 | |
|     0.0676133 -0.519627 0.62314
 | |
|     -0.0674977 -0.519627 0.62314
 | |
|     0.0696479 -0.522866 0.63665
 | |
|     -0.0695323 -0.522866 0.63665
 | |
|     0.069553 -0.523151 0.644485
 | |
|     -0.0694374 -0.523151 0.644485
 | |
|     5.77933e-005 -0.430147 0.390801
 | |
|     0.0197584 -0.426595 0.397193
 | |
|     -0.0196428 -0.426595 0.397193
 | |
|     0.0417085 -0.419756 0.421677
 | |
|     -0.0415929 -0.419756 0.421677
 | |
|     0.0575455 -0.420491 0.441926
 | |
|     -0.0574299 -0.420491 0.441926
 | |
|     0.0736644 -0.423523 0.467603
 | |
|     -0.0735488 -0.423523 0.467603
 | |
|     0.0841546 -0.422642 0.504427
 | |
|     -0.084039 -0.422642 0.504427
 | |
|     0.0821402 -0.421955 0.543326
 | |
|     -0.0820246 -0.421955 0.543326
 | |
|     0.0651155 -0.450356 0.60249
 | |
|     -0.0649999 -0.450356 0.60249
 | |
|     0.0567608 -0.422408 0.587523
 | |
|     -0.0566452 -0.422408 0.587523
 | |
|     0.0279714 -0.449701 0.621892
 | |
|     -0.0278558 -0.449701 0.621892
 | |
|     0.0235769 -0.420471 0.610241
 | |
|     -0.0234613 -0.420471 0.610241
 | |
|     5.77927e-005 -0.448618 0.626174
 | |
|     5.77927e-005 -0.418484 0.613896
 | |
|     5.77936e-005 -0.420452 0.374307
 | |
|     0.0208424 -0.418241 0.379407
 | |
|     -0.0207268 -0.418241 0.379407
 | |
|     0.0461508 -0.402271 0.39653
 | |
|     -0.0460352 -0.402271 0.39653
 | |
|     0.0641066 -0.394799 0.421515
 | |
|     -0.063991 -0.394799 0.421515
 | |
|     0.07881 -0.392343 0.451814
 | |
|     -0.0786944 -0.392343 0.451814
 | |
|     0.0881938 -0.388391 0.489952
 | |
|     -0.0880782 -0.388391 0.489952
 | |
|     0.0848154 -0.387147 0.53597
 | |
|     -0.0846998 -0.387147 0.53597
 | |
|     0.0664968 -0.385659 0.580362
 | |
|     -0.0663812 -0.385659 0.580362
 | |
|     0.0254558 -0.379643 0.604566
 | |
|     -0.0253402 -0.379643 0.604566
 | |
|     5.77926e-005 -0.377227 0.609526
 | |
|     5.77924e-005 -0.408734 0.353625
 | |
|     5.77956e-005 -0.378234 0.322159
 | |
|     0.0281917 -0.373586 0.332642
 | |
|     -0.0280761 -0.373586 0.332642
 | |
|     0.0238131 -0.400913 0.356258
 | |
|     -0.0236975 -0.400913 0.356258
 | |
|     0.0873874 -0.353483 0.335591
 | |
|     -0.0872718 -0.353483 0.335591
 | |
|     0.0527554 -0.383641 0.373949
 | |
|     -0.0526398 -0.383641 0.373949
 | |
|     0.087801 -0.371632 0.375123
 | |
|     -0.0876854 -0.371632 0.375122
 | |
|     0.0959786 -0.379071 0.408531
 | |
|     -0.095863 -0.379071 0.408531
 | |
|     0.102497 -0.382005 0.451027
 | |
|     -0.102381 -0.382005 0.451027
 | |
|     0.101732 -0.373844 0.49605
 | |
|     -0.101617 -0.373844 0.49605
 | |
|     0.0940306 -0.367763 0.535174
 | |
|     -0.093915 -0.367763 0.535174
 | |
|     0.0900306 -0.350364 0.575227
 | |
|     -0.089915 -0.350364 0.575227
 | |
|     0.0637364 -0.335551 0.609109
 | |
|     -0.0636208 -0.335551 0.609109
 | |
|     0.0318075 -0.319896 0.627917
 | |
|     -0.0316919 -0.319896 0.627917
 | |
|     5.7793e-005 -0.319782 0.622804
 | |
|     5.77914e-005 -0.30552 0.294634
 | |
|     5.77914e-005 -0.264226 0.292775
 | |
|     0.0387153 -0.256215 0.300958
 | |
|     -0.0385997 -0.256215 0.300958
 | |
|     0.0398332 -0.296805 0.304935
 | |
|     -0.0397176 -0.296805 0.304935
 | |
|     0.124747 -0.310151 0.327603
 | |
|     0.125313 -0.251223 0.322388
 | |
|     0.126021 -0.264231 0.35499
 | |
|     -0.125905 -0.264231 0.35499
 | |
|     -0.125197 -0.251223 0.322388
 | |
|     -0.124631 -0.310151 0.327603
 | |
|     0.130271 -0.318893 0.365238
 | |
|     -0.130156 -0.318893 0.365238
 | |
|     0.127659 -0.275435 0.395183
 | |
|     -0.127543 -0.275435 0.395183
 | |
|     0.128301 -0.324979 0.402937
 | |
|     -0.128185 -0.324979 0.402937
 | |
|     0.12858 -0.274355 0.444353
 | |
|     -0.128465 -0.274355 0.444353
 | |
|     0.127749 -0.324099 0.445937
 | |
|     -0.127633 -0.324099 0.445937
 | |
|     0.122919 -0.276594 0.491302
 | |
|     -0.122803 -0.276594 0.491302
 | |
|     0.118023 -0.321119 0.4933
 | |
|     -0.117907 -0.321119 0.4933
 | |
|     0.11937 -0.276691 0.532538
 | |
|     -0.119254 -0.276691 0.532538
 | |
|     0.116202 -0.312079 0.535993
 | |
|     -0.116086 -0.312079 0.535993
 | |
|     0.0982594 -0.295109 0.580189
 | |
|     -0.0981438 -0.295109 0.580189
 | |
|     0.0724461 -0.285638 0.60713
 | |
|     -0.0723305 -0.285638 0.60713
 | |
|     0.0363794 -0.279352 0.620154
 | |
|     -0.0362638 -0.279352 0.620154
 | |
|     5.77921e-005 -0.275679 0.612941
 | |
|     0.0387153 -0.256215 0.300958
 | |
|     5.77914e-005 -0.264226 0.292775
 | |
|     5.77918e-005 -0.226661 0.289006
 | |
|     -0.0385997 -0.256215 0.300958
 | |
|     0.0530649 -0.22014 0.302354
 | |
|     -0.0529493 -0.22014 0.302354
 | |
|     0.109845 -0.217867 0.316672
 | |
|     -0.109729 -0.217867 0.316672
 | |
|     0.114431 -0.226999 0.346376
 | |
|     -0.114315 -0.226999 0.346376
 | |
|     0.115485 -0.23679 0.39105
 | |
|     -0.115369 -0.23679 0.39105
 | |
|     0.117474 -0.236092 0.440747
 | |
|     -0.117358 -0.236092 0.440747
 | |
|     0.11659 -0.230349 0.480579
 | |
|     -0.116474 -0.230349 0.480579
 | |
|     0.11198 -0.232516 0.516578
 | |
|     -0.111865 -0.232516 0.516578
 | |
|     0.102347 -0.238084 0.548798
 | |
|     -0.102232 -0.238084 0.548798
 | |
|     0.0736274 -0.241727 0.586431
 | |
|     -0.0735118 -0.241727 0.586431
 | |
|     0.0361949 -0.243099 0.599816
 | |
|     -0.0360793 -0.243099 0.599816
 | |
|     5.77921e-005 -0.239293 0.60203
 | |
|     5.77924e-005 -0.193427 0.294427
 | |
|     0.0433908 -0.189278 0.300478
 | |
|     -0.0432752 -0.189278 0.300478
 | |
|     0.0681119 -0.176034 0.321942
 | |
|     0.0602124 -0.220434 0.324358
 | |
|     -0.0600968 -0.220434 0.324358
 | |
|     -0.0679964 -0.176034 0.321942
 | |
|     0.0681119 -0.176034 0.321942
 | |
|     0.084253 -0.17773 0.357586
 | |
|     0.0824962 -0.233523 0.359124
 | |
|     -0.0823806 -0.233523 0.359124
 | |
|     -0.0841374 -0.17773 0.357586
 | |
|     -0.0679964 -0.176034 0.321942
 | |
|     0.0602124 -0.220434 0.324358
 | |
|     -0.0600968 -0.220434 0.324358
 | |
|     0.10188 -0.180571 0.397404
 | |
|     0.0938106 -0.241841 0.400541
 | |
|     -0.093695 -0.241841 0.400541
 | |
|     -0.101765 -0.180571 0.397404
 | |
|     0.113865 -0.180535 0.436838
 | |
|     0.105123 -0.226503 0.440429
 | |
|     -0.105008 -0.226503 0.440429
 | |
|     -0.113749 -0.180535 0.436838
 | |
|     0.0898642 -0.184912 0.535214
 | |
|     0.0663532 -0.208935 0.57357
 | |
|     -0.0662377 -0.208935 0.57357
 | |
|     -0.0897486 -0.184912 0.535214
 | |
|     0.0319176 -0.214409 0.593723
 | |
|     -0.031802 -0.214409 0.593723
 | |
|     5.77921e-005 -0.213403 0.597936
 | |
|     5.77921e-005 -0.136703 0.282874
 | |
|     0.0352148 -0.137656 0.28965
 | |
|     -0.0350992 -0.137656 0.28965
 | |
|     0.072921 -0.124541 0.31434
 | |
|     -0.0728054 -0.124541 0.31434
 | |
|     0.072921 -0.124541 0.31434
 | |
|     -0.0728054 -0.124541 0.31434
 | |
|     0.0982842 -0.118371 0.348061
 | |
|     -0.0981686 -0.118371 0.348061
 | |
|     0.120336 -0.112661 0.390376
 | |
|     -0.120221 -0.112661 0.390376
 | |
|     0.128074 -0.113169 0.432693
 | |
|     -0.127958 -0.113169 0.432693
 | |
|     0.114435 -0.179419 0.471708
 | |
|     -0.11432 -0.179419 0.471708
 | |
|     0.124967 -0.116825 0.470473
 | |
|     -0.124851 -0.116825 0.470473
 | |
|     0.105551 -0.179988 0.503551
 | |
|     -0.105435 -0.179988 0.503551
 | |
|     0.113683 -0.125402 0.503193
 | |
|     -0.113568 -0.125402 0.503193
 | |
|     0.0964266 -0.131873 0.530838
 | |
|     -0.096311 -0.131873 0.530838
 | |
|     0.0655112 -0.142495 0.556724
 | |
|     -0.0653956 -0.142495 0.556724
 | |
|     0.0324063 -0.148876 0.578773
 | |
|     -0.0322907 -0.148876 0.578773
 | |
|     5.77921e-005 -0.152982 0.591145
 | |
|     5.77921e-005 -0.0550672 0.28344
 | |
|     0.0361806 -0.0563665 0.289556
 | |
|     -0.036065 -0.0563665 0.289556
 | |
|     0.0793283 -0.0549951 0.317171
 | |
|     -0.0792127 -0.0549951 0.317171
 | |
|     0.0793283 -0.0549951 0.317171
 | |
|     -0.0792127 -0.0549951 0.317171
 | |
|     0.107203 -0.0565846 0.348318
 | |
|     -0.107088 -0.0565846 0.348318
 | |
|     0.127047 -0.056478 0.392866
 | |
|     -0.126932 -0.056478 0.392866
 | |
|     0.134121 -0.0587409 0.433564
 | |
|     -0.134005 -0.0587409 0.433564
 | |
|     0.128286 -0.061142 0.472286
 | |
|     -0.12817 -0.061142 0.472286
 | |
|     0.113563 -0.0682642 0.506524
 | |
|     -0.113448 -0.0682642 0.506525
 | |
|     0.0984674 -0.0742355 0.535599
 | |
|     -0.0983518 -0.0742354 0.535598
 | |
|     0.068414 -0.0812535 0.56171
 | |
|     -0.0682984 -0.0812534 0.56171
 | |
|     0.034266 -0.0854556 0.581254
 | |
|     -0.0341504 -0.0854556 0.581254
 | |
|     5.77921e-005 -0.0877673 0.59227
 | |
|     5.77921e-005 0.026495 0.296094
 | |
|     0.0335647 0.024743 0.300432
 | |
|     -0.0334491 0.024743 0.300432
 | |
|     0.0774699 0.012494 0.330336
 | |
|     -0.0773544 0.012494 0.330336
 | |
|     0.0774699 0.012494 0.330336
 | |
|     -0.0773544 0.012494 0.330336
 | |
|     0.0985122 0.00254535 0.359411
 | |
|     -0.0983966 0.00254535 0.359411
 | |
|     0.12015 -0.00102401 0.402136
 | |
|     -0.120034 -0.00102401 0.402136
 | |
|     0.128543 -0.00367297 0.441156
 | |
|     -0.128428 -0.00367297 0.441156
 | |
|     0.122112 -0.00817513 0.479306
 | |
|     -0.121997 -0.00817513 0.479306
 | |
|     0.107321 -0.0131371 0.515138
 | |
|     -0.107205 -0.0131371 0.515138
 | |
|     0.0962418 -0.0168431 0.542222
 | |
|     -0.0961262 -0.0168431 0.542222
 | |
|     0.0656376 -0.0225114 0.572084
 | |
|     -0.065522 -0.0225114 0.572084
 | |
|     0.0338345 -0.0246762 0.588829
 | |
|     -0.0337189 -0.0246762 0.588829
 | |
|     5.77921e-005 -0.0258337 0.597648
 | |
|     5.77921e-005 0.0852502 0.311225
 | |
|     0.0306304 0.0806557 0.322062
 | |
|     -0.0305148 0.0806557 0.322062
 | |
|     0.0317711 0.148917 0.345474
 | |
|     0.0612604 0.154245 0.358754
 | |
|     0.0769697 0.0859325 0.347232
 | |
|     -0.0768541 0.0859325 0.347232
 | |
|     -0.0611449 0.154245 0.358754
 | |
|     -0.0316555 0.148917 0.345473
 | |
|     0.0728492 0.0683997 0.347884
 | |
|     -0.0727336 0.0683997 0.347884
 | |
|     0.111188 0.0307629 0.380253
 | |
|     0.108487 0.0521405 0.380754
 | |
|     0.114055 0.0591397 0.413183
 | |
|     -0.11394 0.0591397 0.413183
 | |
|     -0.108372 0.0521405 0.380754
 | |
|     -0.111073 0.0307629 0.380253
 | |
|     0.111357 0.0549373 0.454031
 | |
|     -0.111241 0.0549373 0.454031
 | |
|     0.10718 0.0515877 0.492252
 | |
|     -0.107065 0.0515877 0.492252
 | |
|     0.0965602 0.0548606 0.531168
 | |
|     -0.0964446 0.0548606 0.531168
 | |
|     0.0885274 0.0456406 0.55569
 | |
|     -0.0884118 0.0456406 0.55569
 | |
|     0.0612718 0.0400534 0.584915
 | |
|     -0.0611562 0.0400534 0.584915
 | |
|     0.032214 0.0381214 0.601357
 | |
|     -0.0320984 0.0381214 0.601357
 | |
|     5.77921e-005 0.0369725 0.608894
 | |
|     5.77909e-005 0.15434 0.335447
 | |
|     0.126482 0.0799237 0.414819
 | |
|     0.12701 0.0893501 0.372666
 | |
|     0.139898 0.143692 0.379492
 | |
|     -0.139782 0.143692 0.379492
 | |
|     -0.126894 0.0893501 0.372666
 | |
|     -0.126366 0.0799237 0.414819
 | |
|     0.139511 0.145342 0.428266
 | |
|     -0.139396 0.145342 0.428266
 | |
|     0.127879 0.0725421 0.456144
 | |
|     -0.127764 0.0725421 0.456144
 | |
|     0.136641 0.152105 0.46904
 | |
|     -0.136525 0.152105 0.46904
 | |
|     0.117847 0.0665037 0.504374
 | |
|     -0.117731 0.0665037 0.504374
 | |
|     0.131671 0.148163 0.504954
 | |
|     -0.131555 0.148163 0.504954
 | |
|     0.117985 0.142279 0.547913
 | |
|     -0.117869 0.142279 0.547913
 | |
|     0.078724 0.134368 0.586785
 | |
|     -0.0786084 0.134368 0.586785
 | |
|     0.0416934 0.131909 0.606123
 | |
|     -0.0415778 0.131909 0.606123
 | |
|     5.77921e-005 0.13038 0.614278
 | |
|     0.0317711 0.148917 0.345474
 | |
|     5.77909e-005 0.15434 0.335447
 | |
|     5.77889e-005 0.243644 0.358154
 | |
|     -0.0316555 0.148917 0.345473
 | |
|     0.0179453 0.240505 0.365494
 | |
|     -0.0178297 0.240505 0.365494
 | |
|     0.0612604 0.154245 0.358754
 | |
|     -0.0611449 0.154245 0.358754
 | |
|     0.0310119 0.240527 0.381814
 | |
|     -0.0308963 0.240527 0.381814
 | |
|     0.117568 0.223482 0.393969
 | |
|     -0.117453 0.223482 0.393969
 | |
|     0.117082 0.23211 0.441937
 | |
|     -0.116966 0.23211 0.441937
 | |
|     0.112982 0.234455 0.489464
 | |
|     -0.112866 0.234455 0.489464
 | |
|     0.100786 0.224718 0.539613
 | |
|     -0.10067 0.224718 0.539613
 | |
|     0.0730992 0.218295 0.571086
 | |
|     -0.0729837 0.218295 0.571086
 | |
|     0.0421134 0.217336 0.590442
 | |
|     -0.0419978 0.217336 0.590442
 | |
|     5.77921e-005 0.215207 0.598498
 | |
|     5.77921e-005 0.278627 0.400956
 | |
|     0.0104897 0.277037 0.405694
 | |
|     -0.0103741 0.277037 0.405694
 | |
|     0.0275656 0.281293 0.419862
 | |
|     -0.02745 0.281293 0.419862
 | |
|     0.0696283 0.290951 0.421634
 | |
|     -0.0695127 0.290951 0.421634
 | |
|     0.0681086 0.291501 0.466841
 | |
|     -0.067993 0.291501 0.466841
 | |
|     0.0714384 0.288947 0.497374
 | |
|     -0.0713228 0.288947 0.497374
 | |
|     0.0639191 0.288163 0.532377
 | |
|     -0.0638035 0.288163 0.532377
 | |
|     0.0404954 0.278521 0.563738
 | |
|     -0.0403798 0.278521 0.563738
 | |
|     0.020449 0.276794 0.570195
 | |
|     -0.0203334 0.276794 0.570195
 | |
|     5.77921e-005 0.275016 0.57409
 | |
|     5.77921e-005 0.277418 0.427922
 | |
|     5.77921e-005 0.274537 0.44328
 | |
|     0.0366756 0.29702 0.471144
 | |
|     -0.03656 0.29702 0.471144
 | |
|     0.0372504 0.297537 0.504922
 | |
|     -0.0371348 0.297537 0.504922
 | |
|     0.0365126 -0.57306 0.45151
 | |
|     -0.036397 -0.57306 0.45151
 | |
|     0.0377136 -0.563713 0.457468
 | |
|     -0.037598 -0.563713 0.457468
 | |
|     0.0327306 -0.586058 0.447738
 | |
|     -0.032615 -0.586058 0.447738
 | |
|     0.0274052 -0.597831 0.445715
 | |
|     -0.0272896 -0.597831 0.445715
 | |
|     5.77915e-005 -0.620841 0.451723
 | |
|     0.0194422 -0.608666 0.447973
 | |
|     -0.0193266 -0.608666 0.447973
 | |
|     0.0124399 -0.616355 0.450955
 | |
|     -0.0123243 -0.616355 0.450955
 | |
|     0.035854 -0.569233 0.449758
 | |
|     -0.0357384 -0.569233 0.449758
 | |
|     0.0338023 -0.576609 0.443826
 | |
|     -0.0336867 -0.576609 0.443826
 | |
|     0.0307758 -0.585394 0.439487
 | |
|     -0.0306602 -0.585394 0.439487
 | |
|     0.027311 -0.592072 0.438043
 | |
|     -0.0271954 -0.592072 0.438043
 | |
|     0.0165764 -0.599899 0.436658
 | |
|     -0.0164608 -0.599899 0.436658
 | |
|     5.77915e-005 -0.605511 0.435753
 | |
|     5.77915e-005 -0.541011 0.477354
 | |
|     5.77915e-005 -0.53134 0.468997
 | |
|     0.0294293 -0.543212 0.457071
 | |
|     -0.0293137 -0.543212 0.457071
 | |
|     5.77915e-005 -0.543379 0.46241
 | |
|     0.0124399 -0.616355 0.450955
 | |
|     5.77915e-005 -0.616591 0.453377
 | |
|     0.0149133 -0.609174 0.456786
 | |
|     -0.0147977 -0.609174 0.456786
 | |
|     -0.0123243 -0.616355 0.450955
 | |
|     0.0194422 -0.608666 0.447973
 | |
|     -0.0193266 -0.608666 0.447973
 | |
|     0.0199482 -0.596735 0.45576
 | |
|     -0.0198326 -0.596735 0.45576
 | |
|     0.0274052 -0.597831 0.445715
 | |
|     -0.0272896 -0.597831 0.445715
 | |
|     0.0248427 -0.582839 0.457444
 | |
|     -0.0247271 -0.582839 0.457444
 | |
|     0.0327306 -0.586058 0.447738
 | |
|     -0.032615 -0.586058 0.447738
 | |
|     0.0280143 -0.575175 0.463112
 | |
|     0.0365126 -0.57306 0.45151
 | |
|     -0.036397 -0.57306 0.45151
 | |
|     -0.0278988 -0.575175 0.463112
 | |
|     0.028878 -0.563235 0.469426
 | |
|     0.0377136 -0.563713 0.457468
 | |
|     -0.037598 -0.563713 0.457468
 | |
|     -0.0287625 -0.563235 0.469426
 | |
|     0.0373943 -0.548214 0.455842
 | |
|     -0.0372787 -0.548214 0.455842
 | |
|     0.0301306 -0.55414 0.451558
 | |
|     -0.030015 -0.55414 0.451558
 | |
|     0.0278891 -0.560807 0.444675
 | |
|     0.035854 -0.569233 0.449758
 | |
|     -0.0357384 -0.569233 0.449758
 | |
|     -0.0277735 -0.560807 0.444675
 | |
|     0.0251405 -0.569232 0.436656
 | |
|     0.0338023 -0.576609 0.443826
 | |
|     -0.0336867 -0.576609 0.443826
 | |
|     -0.0250249 -0.569232 0.436656
 | |
|     0.025057 -0.581695 0.433646
 | |
|     -0.0249414 -0.581695 0.433646
 | |
|     0.0307758 -0.585394 0.439487
 | |
|     -0.0306602 -0.585394 0.439487
 | |
|     0.0253111 -0.589167 0.430826
 | |
|     0.027311 -0.592072 0.438043
 | |
|     -0.0271954 -0.592072 0.438043
 | |
|     -0.0251955 -0.589167 0.430826
 | |
|     0.0126242 -0.600843 0.429238
 | |
|     0.0165764 -0.599899 0.436658
 | |
|     -0.0164608 -0.599899 0.436658
 | |
|     -0.0125086 -0.600843 0.429238
 | |
|     5.77915e-005 -0.605511 0.435753
 | |
|     5.77915e-005 -0.599493 0.432118
 | |
|     5.77915e-005 -0.607015 0.457233
 | |
|     5.77915e-005 -0.597439 0.460478
 | |
|     5.77915e-005 -0.585667 0.466102
 | |
|     5.77915e-005 -0.572091 0.475172
 | |
|     5.77915e-005 -0.553579 0.48005
 | |
|     5.77915e-005 -0.548311 0.458866
 | |
|     5.77915e-005 -0.557128 0.444796
 | |
|     5.77915e-005 -0.566963 0.439507
 | |
|     5.77915e-005 -0.580528 0.435765
 | |
|     5.77915e-005 -0.588706 0.432162
 | |
|     5.77915e-005 -0.620841 0.451723
 | |
|     0.0473672 -0.325263 0.323738
 | |
|     -0.0472516 -0.325263 0.323738
 | |
|     5.77919e-005 -0.340092 0.29863
 | |
|     0.104172 -0.231526 0.393347
 | |
|     -0.104057 -0.231526 0.393347
 | |
|     0.097877 -0.220802 0.349618
 | |
|     -0.0977614 -0.220802 0.349618
 | |
|     0.0964266 -0.209948 0.319801
 | |
|     -0.096311 -0.209948 0.319801
 | |
|     0.0863106 -0.207348 0.298347
 | |
|     0.0530649 -0.22014 0.302354
 | |
|     -0.0529493 -0.22014 0.302354
 | |
|     -0.086195 -0.207348 0.298347
 | |
|     0.088589 -0.337531 0.312728
 | |
|     -0.0884734 -0.337531 0.312728
 | |
|     0.12266 -0.302478 0.301102
 | |
|     -0.122545 -0.302478 0.301101
 | |
|     0.0387153 -0.256215 0.300958
 | |
|     0.0543649 -0.223269 0.276317
 | |
|     -0.0542493 -0.223269 0.276317
 | |
|     -0.0385997 -0.256215 0.300958
 | |
|     0.0426168 -0.255476 0.282433
 | |
|     -0.0425012 -0.255476 0.282432
 | |
|     0.122389 -0.245766 0.294427
 | |
|     -0.122273 -0.245766 0.294427
 | |
|     0.107599 -0.215171 0.286588
 | |
|     -0.107483 -0.215171 0.286588
 | |
|     0.084573 -0.210462 0.277445
 | |
|     -0.0844574 -0.210462 0.277445
 | |
|     0.0437931 -0.292915 0.286953
 | |
|     -0.0436775 -0.292915 0.286953
 | |
|     0.0520199 -0.316275 0.304828
 | |
|     -0.0519043 -0.316275 0.304828
 | |
|     0.0426168 -0.255476 0.282433
 | |
|     -0.0425012 -0.255476 0.282432
 | |
|     0.0919682 -0.336294 0.261075
 | |
|     -0.0918526 -0.336294 0.261075
 | |
|     0.116028 -0.301542 0.253646
 | |
|     -0.115913 -0.301542 0.253645
 | |
|     0.0539357 -0.232394 0.256118
 | |
|     -0.0538201 -0.232394 0.256118
 | |
|     0.0468567 -0.259507 0.260417
 | |
|     -0.0467412 -0.259507 0.260417
 | |
|     0.111838 -0.253152 0.25005
 | |
|     -0.111722 -0.253152 0.25005
 | |
|     0.096149 -0.223671 0.251417
 | |
|     -0.0960334 -0.223671 0.251417
 | |
|     0.0771652 -0.219876 0.252693
 | |
|     -0.0770496 -0.219876 0.252693
 | |
|     0.0503361 -0.294387 0.258298
 | |
|     -0.0502205 -0.294387 0.258298
 | |
|     0.0598904 -0.316548 0.260218
 | |
|     -0.0597748 -0.316548 0.260217
 | |
|     0.0468567 -0.259507 0.260417
 | |
|     -0.0467412 -0.259507 0.260417
 | |
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 | |
|     -0.094411 -0.335339 0.20592
 | |
|     0.115011 -0.30575 0.201866
 | |
|     -0.114896 -0.30575 0.201865
 | |
|     0.0574536 -0.247671 0.204574
 | |
|     -0.057338 -0.247671 0.204574
 | |
|     0.0528156 -0.270619 0.206844
 | |
|     -0.0527 -0.270619 0.206844
 | |
|     0.109951 -0.266428 0.200618
 | |
|     -0.109835 -0.266428 0.200618
 | |
|     0.0939226 -0.243726 0.200319
 | |
|     -0.093807 -0.243726 0.200319
 | |
|     0.0766053 -0.239044 0.201385
 | |
|     -0.0764897 -0.239044 0.201385
 | |
|     0.0562598 -0.300375 0.208486
 | |
|     -0.0561442 -0.300375 0.208486
 | |
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 | |
|     -0.0648951 -0.322082 0.208301
 | |
|     0.0528156 -0.270619 0.206844
 | |
|     -0.0527 -0.270619 0.206844
 | |
|     0.0962994 -0.339958 0.153338
 | |
|     -0.0961838 -0.339958 0.153337
 | |
|     0.113867 -0.314611 0.149367
 | |
|     -0.113752 -0.314611 0.149366
 | |
|     0.0639622 -0.262243 0.154814
 | |
|     -0.0638466 -0.262243 0.154814
 | |
|     0.0597808 -0.284137 0.156104
 | |
|     -0.0596652 -0.284137 0.156104
 | |
|     0.109765 -0.277421 0.152251
 | |
|     -0.109649 -0.277421 0.152251
 | |
|     0.0954258 -0.256975 0.152384
 | |
|     -0.0953102 -0.256975 0.152384
 | |
|     0.0803338 -0.253331 0.152797
 | |
|     -0.0802182 -0.253331 0.152797
 | |
|     0.06258 -0.310923 0.156774
 | |
|     -0.0624644 -0.310923 0.156774
 | |
|     0.0698515 -0.329883 0.153644
 | |
|     -0.0697359 -0.329883 0.153644
 | |
|     0.0597808 -0.284137 0.156104
 | |
|     -0.0596652 -0.284137 0.156104
 | |
|     0.0958002 -0.346706 0.108914
 | |
|     -0.0956846 -0.346706 0.108913
 | |
|     0.113667 -0.325796 0.105882
 | |
|     -0.113551 -0.325796 0.105881
 | |
|     0.0681375 -0.275841 0.110154
 | |
|     -0.0680219 -0.275841 0.110154
 | |
|     0.0627927 -0.295191 0.10999
 | |
|     -0.0626771 -0.295191 0.109989
 | |
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 | |
|     -0.111741 -0.290534 0.106918
 | |
|     0.099365 -0.272748 0.107835
 | |
|     -0.0992494 -0.272748 0.107835
 | |
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 | |
|     -0.084603 -0.267895 0.108982
 | |
|     0.0643121 -0.322068 0.109667
 | |
|     -0.0641965 -0.322068 0.109667
 | |
|     0.070505 -0.337431 0.109146
 | |
|     -0.0703894 -0.337431 0.109146
 | |
|     0.0627927 -0.295191 0.10999
 | |
|     -0.0626771 -0.295191 0.109989
 | |
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 | |
|     -0.0952814 -0.352243 0.0704805
 | |
|     0.117365 -0.334621 0.0649726
 | |
|     -0.117249 -0.334621 0.0649725
 | |
|     0.0715841 -0.28879 0.0692962
 | |
|     -0.0714685 -0.28879 0.0692961
 | |
|     0.0647252 -0.305749 0.0690209
 | |
|     -0.0646096 -0.305749 0.0690208
 | |
|     0.116291 -0.306723 0.0661036
 | |
|     -0.116176 -0.306723 0.0661035
 | |
|     0.104479 -0.289111 0.0677557
 | |
|     -0.104363 -0.289111 0.0677556
 | |
|     0.0895162 -0.282721 0.0687032
 | |
|     -0.0894006 -0.282721 0.0687032
 | |
|     0.0633329 -0.326703 0.0684936
 | |
|     -0.0632173 -0.326703 0.0684936
 | |
|     0.068027 -0.341828 0.0676694
 | |
|     -0.0679114 -0.341828 0.0676693
 | |
|     0.0647252 -0.305749 0.0690209
 | |
|     -0.0646096 -0.305749 0.0690208
 | |
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 | |
|     -0.0948262 -0.354233 0.0571052
 | |
|     0.121159 -0.343793 0.0452397
 | |
|     -0.121043 -0.343793 0.0452397
 | |
|     0.0703279 -0.310995 0.0281031
 | |
|     -0.0702123 -0.310995 0.028103
 | |
|     0.0614482 -0.324017 0.0366793
 | |
|     -0.0613326 -0.324017 0.0366793
 | |
|     0.121635 -0.326478 0.0344106
 | |
|     -0.12152 -0.326478 0.0344105
 | |
|     0.107715 -0.312522 0.0266536
 | |
|     -0.107599 -0.312522 0.0266535
 | |
|     0.0906226 -0.306114 0.0266547
 | |
|     -0.090507 -0.306114 0.0266546
 | |
|     0.0598024 -0.340092 0.0469808
 | |
|     -0.0596869 -0.340092 0.0469808
 | |
|     0.0651312 -0.351326 0.0543133
 | |
|     -0.0650157 -0.351326 0.0543133
 | |
|     0.0614482 -0.324017 0.0366793
 | |
|     -0.0613326 -0.324017 0.0366793
 | |
|     0.0966066 -0.376113 0.0585362
 | |
|     0.104951 -0.375033 0.0543375
 | |
|     -0.104835 -0.375033 0.0543374
 | |
|     -0.096491 -0.376113 0.0585362
 | |
|     0.0677485 -0.334008 0.00844901
 | |
|     -0.0676329 -0.334008 0.00844896
 | |
|     0.0677485 -0.334008 0.00844901
 | |
|     0.0512158 -0.342907 0.0241669
 | |
|     -0.0511002 -0.342907 0.0241669
 | |
|     -0.0676329 -0.334008 0.00844896
 | |
|     0.130975 -0.346303 0.0215716
 | |
|     -0.13086 -0.346303 0.0215715
 | |
|     0.121951 -0.335686 0.00684364
 | |
|     -0.121835 -0.335686 0.00684359
 | |
|     0.0909818 -0.32743 0.00800557
 | |
|     -0.0908662 -0.32743 0.00800552
 | |
|     0.0519528 -0.350523 0.0404138
 | |
|     -0.0518372 -0.350523 0.0404138
 | |
|     0.0622311 -0.360942 0.0526682
 | |
|     -0.0621155 -0.360942 0.0526682
 | |
|     0.073221 -0.364623 0.0553311
 | |
|     -0.0731054 -0.364623 0.055331
 | |
|     0.127515 -0.360541 0.0394709
 | |
|     -0.127399 -0.360541 0.0394709
 | |
|     0.114397 -0.367367 0.0479104
 | |
|     0.117049 -0.392083 0.0425412
 | |
|     0.119795 -0.380627 0.0411424
 | |
|     -0.11968 -0.380627 0.0411423
 | |
|     -0.116933 -0.392083 0.0425412
 | |
|     -0.114281 -0.367367 0.0479103
 | |
|     0.0522601 -0.352662 0.00773971
 | |
|     -0.0521445 -0.352662 0.00773966
 | |
|     0.0480503 -0.356299 0.0198147
 | |
|     -0.0479347 -0.356299 0.0198146
 | |
|     0.135928 -0.362272 0.0168263
 | |
|     -0.135813 -0.362272 0.0168262
 | |
|     0.131257 -0.354119 0.00545725
 | |
|     -0.131141 -0.354119 0.0054572
 | |
|     0.0483892 -0.367638 0.0350332
 | |
|     -0.0482736 -0.367638 0.0350331
 | |
|     0.0596623 -0.378025 0.046093
 | |
|     -0.0595467 -0.378025 0.046093
 | |
|     0.0837498 -0.372463 0.057372
 | |
|     0.0799398 -0.39449 0.0508168
 | |
|     0.089993 -0.398697 0.052261
 | |
|     -0.0898774 -0.398697 0.052261
 | |
|     -0.0798242 -0.39449 0.0508168
 | |
|     -0.0836342 -0.372463 0.0573719
 | |
|     0.131367 -0.381211 0.0327986
 | |
|     -0.131251 -0.381211 0.0327986
 | |
|     0.118424 -0.407937 0.0277546
 | |
|     0.121579 -0.393206 0.0281616
 | |
|     -0.121463 -0.393206 0.0281615
 | |
|     -0.118309 -0.407937 0.0277546
 | |
|     0.0500095 -0.362503 0.00718479
 | |
|     -0.0498939 -0.362503 0.00718475
 | |
|     0.0480047 -0.366332 0.0126456
 | |
|     -0.0478891 -0.366332 0.0126455
 | |
|     0.136381 -0.373332 0.0120412
 | |
|     -0.136265 -0.373332 0.0120412
 | |
|     0.133751 -0.364179 0.00531679
 | |
|     -0.133635 -0.364179 0.00531674
 | |
|     0.048578 -0.384359 0.0224347
 | |
|     -0.0484625 -0.384359 0.0224346
 | |
|     0.0589639 -0.397827 0.0295981
 | |
|     -0.0588483 -0.397827 0.0295981
 | |
|     0.0803458 -0.419363 0.0325216
 | |
|     -0.0802302 -0.419363 0.0325216
 | |
|     0.0890314 -0.42008 0.0323967
 | |
|     -0.0889158 -0.42008 0.0323966
 | |
|     0.134125 -0.39088 0.0221328
 | |
|     -0.134009 -0.39088 0.0221328
 | |
|     0.118005 -0.407762 0.00808677
 | |
|     0.120331 -0.394147 0.00898701
 | |
|     -0.120215 -0.394147 0.00898696
 | |
|     -0.117889 -0.407762 0.00808672
 | |
|     0.0496415 -0.381558 0.0068484
 | |
|     -0.0495259 -0.381558 0.00684835
 | |
|     0.134866 -0.382178 0.00638519
 | |
|     -0.13475 -0.382178 0.00638514
 | |
|     0.051912 -0.392196 0.00791985
 | |
|     -0.0517964 -0.392196 0.0079198
 | |
|     0.0584099 -0.399751 0.00918757
 | |
|     -0.0582943 -0.399751 0.00918752
 | |
|     0.0809154 -0.422155 0.00750756
 | |
|     -0.0807998 -0.422155 0.00750751
 | |
|     0.0900834 -0.419569 0.00728215
 | |
|     -0.0899678 -0.419569 0.0072821
 | |
|     0.131201 -0.391011 0.00815797
 | |
|     -0.131085 -0.391011 0.00815792
 | |
|     0.0677485 -0.334008 0.00844901
 | |
|     0.0909818 -0.32743 0.00800557
 | |
|     0.0891178 -0.370183 0.00500011
 | |
|     -0.0890022 -0.370183 0.00500007
 | |
|     -0.0908662 -0.32743 0.00800552
 | |
|     -0.0676329 -0.334008 0.00844896
 | |
|     0.121951 -0.335686 0.00684364
 | |
|     -0.121835 -0.335686 0.00684359
 | |
|     0.0522601 -0.352662 0.00773971
 | |
|     -0.0521445 -0.352662 0.00773966
 | |
|     0.131257 -0.354119 0.00545725
 | |
|     -0.131141 -0.354119 0.0054572
 | |
|     0.0500095 -0.362503 0.00718479
 | |
|     -0.0498939 -0.362503 0.00718475
 | |
|     0.133751 -0.364179 0.00531679
 | |
|     -0.133635 -0.364179 0.00531674
 | |
|     0.131201 -0.391011 0.00815797
 | |
|     0.120331 -0.394147 0.00898701
 | |
|     -0.120215 -0.394147 0.00898696
 | |
|     -0.131085 -0.391011 0.00815792
 | |
|     0.0496415 -0.381558 0.0068484
 | |
|     -0.0495259 -0.381558 0.00684835
 | |
|     0.134866 -0.382178 0.00638519
 | |
|     -0.13475 -0.382178 0.00638514
 | |
|     0.0584099 -0.399751 0.00918757
 | |
|     0.051912 -0.392196 0.00791985
 | |
|     -0.0517964 -0.392196 0.0079198
 | |
|     -0.0582943 -0.399751 0.00918752
 | |
|     0.0954594 -0.411412 0.00786746
 | |
|     0.0900834 -0.419569 0.00728215
 | |
|     -0.0899678 -0.419569 0.0072821
 | |
|     -0.0953438 -0.411412 0.00786742
 | |
|     0.0967298 -0.387359 0.0535456
 | |
|     0.102816 -0.400217 0.0512338
 | |
|     -0.102701 -0.400217 0.0512338
 | |
|     -0.0966142 -0.387359 0.0535455
 | |
|     0.0956066 -0.411985 0.0339495
 | |
|     0.104844 -0.420839 0.0322736
 | |
|     -0.104729 -0.420839 0.0322736
 | |
|     -0.095491 -0.411985 0.0339494
 | |
|     0.0954594 -0.411412 0.00786746
 | |
|     0.102218 -0.416954 0.00767929
 | |
|     -0.102102 -0.416954 0.00767923
 | |
|     -0.0953438 -0.411412 0.00786742
 | |
|     0.110487 -0.399311 0.0467355
 | |
|     -0.110372 -0.399311 0.0467354
 | |
|     0.113068 -0.416619 0.0292462
 | |
|     -0.112953 -0.416619 0.0292462
 | |
|     0.110448 -0.416631 0.00773854
 | |
|     -0.110333 -0.416631 0.00773849
 | |
|     0.0679035 -0.372298 0.0492299
 | |
|     -0.0677879 -0.372298 0.0492298
 | |
|     0.0684255 -0.395303 0.0310184
 | |
|     -0.0683099 -0.395303 0.0310182
 | |
|     0.0690488 -0.400191 0.00803269
 | |
|     -0.0689332 -0.400191 0.00803264
 | |
|     0.0720811 -0.414792 0.00761665
 | |
|     0.0716487 -0.406927 0.0315305
 | |
|     -0.0715331 -0.406927 0.0315305
 | |
|     -0.0719655 -0.414792 0.00761661
 | |
|     0.0714111 -0.384578 0.0497676
 | |
|     -0.0712955 -0.384578 0.0497675
 | |
|     0.0690488 -0.400191 0.00803269
 | |
|     -0.0689332 -0.400191 0.00803264
 | |
|     0.0720811 -0.414792 0.00761665
 | |
|     -0.0719655 -0.414792 0.00761661
 | |
|     0.0809154 -0.422155 0.00750756
 | |
|     -0.0807998 -0.422155 0.00750751
 | |
|     0.102218 -0.416954 0.00767929
 | |
|     -0.102102 -0.416954 0.00767923
 | |
|     0.118005 -0.407762 0.00808677
 | |
|     0.110448 -0.416631 0.00773854
 | |
|     -0.110333 -0.416631 0.00773849
 | |
|     -0.117889 -0.407762 0.00808672
 | |
|     0.0883626 0.0613693 0.36983
 | |
|     0.0769697 0.0859325 0.347232
 | |
|     -0.0768541 0.0859325 0.347232
 | |
|     -0.088247 0.0613693 0.36983
 | |
|     0.0990322 0.0790285 0.367654
 | |
|     -0.0989166 0.0790285 0.367654
 | |
|     5.77921e-005 0.28314 0.485974
 | |
|     5.77921e-005 0.295416 0.5123
 | |
|     0.0261502 0.293381 0.519341
 | |
|     -0.0260346 0.293381 0.519341
 | |
|     0.0799208 0.106044 0.318631
 | |
|     -0.0798052 0.106044 0.318631
 | |
|     0.103699 0.0937509 0.326026
 | |
|     -0.103583 0.0937509 0.326026
 | |
|     0.0612604 0.154245 0.358754
 | |
|     -0.0611449 0.154245 0.358754
 | |
|     0.0614418 0.162002 0.324258
 | |
|     -0.0613262 0.162002 0.324257
 | |
|     0.120647 0.0994333 0.328425
 | |
|     -0.120531 0.0994333 0.328425
 | |
|     0.137383 0.147264 0.333175
 | |
|     -0.137267 0.147264 0.333175
 | |
|     0.0419544 0.228599 0.338869
 | |
|     -0.0418389 0.228599 0.338869
 | |
|     0.0614418 0.162002 0.324258
 | |
|     -0.0613262 0.162002 0.324257
 | |
|     0.119114 0.21769 0.347976
 | |
|     -0.118998 0.21769 0.347976
 | |
|     0.0420514 0.277591 0.368092
 | |
|     -0.0419358 0.277591 0.368092
 | |
|     0.0729521 0.280933 0.369176
 | |
|     -0.0728365 0.280933 0.369176
 | |
|     0.0814418 0.118976 0.290826
 | |
|     -0.0813262 0.118976 0.290825
 | |
|     0.10632 0.108114 0.293763
 | |
|     -0.106205 0.108114 0.293763
 | |
|     0.0652084 0.16171 0.293261
 | |
|     -0.0650929 0.16171 0.293261
 | |
|     0.121263 0.111969 0.294072
 | |
|     -0.121147 0.111969 0.294072
 | |
|     0.136952 0.152302 0.296107
 | |
|     -0.136837 0.152302 0.296107
 | |
|     0.0510134 0.222839 0.303977
 | |
|     -0.0508978 0.222839 0.303977
 | |
|     0.0652084 0.16171 0.293261
 | |
|     -0.0650929 0.16171 0.293261
 | |
|     0.121113 0.213961 0.308547
 | |
|     -0.120997 0.213961 0.308547
 | |
|     0.058802 0.264993 0.32325
 | |
|     -0.0586865 0.264994 0.32325
 | |
|     0.0824498 0.269942 0.328422
 | |
|     -0.0823342 0.269942 0.328422
 | |
|     0.0873378 0.146328 0.250546
 | |
|     -0.0872222 0.146328 0.250546
 | |
|     0.110115 0.138927 0.251243
 | |
|     -0.11 0.138927 0.251243
 | |
|     0.0714127 0.173188 0.256916
 | |
|     -0.0712971 0.173188 0.256916
 | |
|     0.122832 0.14182 0.251882
 | |
|     -0.122717 0.14182 0.251882
 | |
|     0.136154 0.163492 0.258794
 | |
|     -0.136038 0.163492 0.258793
 | |
|     0.0589121 0.229596 0.271203
 | |
|     -0.0587965 0.229596 0.271203
 | |
|     0.0714127 0.173188 0.256916
 | |
|     -0.0712971 0.173188 0.256916
 | |
|     0.124356 0.219142 0.27403
 | |
|     -0.124241 0.219142 0.27403
 | |
|     0.0694987 0.268775 0.28758
 | |
|     -0.0693831 0.268775 0.28758
 | |
|     0.0904434 0.273025 0.29021
 | |
|     -0.0903278 0.273025 0.29021
 | |
|     0.0921354 0.180546 0.223498
 | |
|     -0.0920198 0.180546 0.223498
 | |
|     0.113103 0.174552 0.224282
 | |
|     -0.112988 0.174552 0.224281
 | |
|     0.0735093 0.212077 0.229285
 | |
|     -0.0733937 0.212077 0.229285
 | |
|     0.1235 0.181793 0.225965
 | |
|     -0.123385 0.181793 0.225965
 | |
|     0.128035 0.203915 0.228573
 | |
|     -0.12792 0.203915 0.228573
 | |
|     0.0671077 0.253302 0.245296
 | |
|     -0.0669921 0.253302 0.245296
 | |
|     0.0735093 0.212077 0.229285
 | |
|     -0.0733937 0.212077 0.229285
 | |
|     0.122078 0.245965 0.24031
 | |
|     -0.121962 0.245965 0.24031
 | |
|     0.0733192 0.282931 0.254514
 | |
|     -0.0732036 0.282931 0.254514
 | |
|     0.0966962 0.283992 0.253786
 | |
|     -0.0965806 0.283992 0.253786
 | |
|     0.0974762 0.222507 0.195566
 | |
|     -0.0973606 0.222507 0.195566
 | |
|     0.115154 0.218078 0.195726
 | |
|     -0.115038 0.218078 0.195725
 | |
|     0.0792201 0.244214 0.199075
 | |
|     -0.0791045 0.244214 0.199075
 | |
|     0.12163 0.219957 0.19665
 | |
|     -0.121514 0.219957 0.19665
 | |
|     0.128763 0.239137 0.200022
 | |
|     -0.128647 0.239137 0.200022
 | |
|     0.0722835 0.273577 0.209412
 | |
|     -0.0721679 0.273577 0.209412
 | |
|     0.0792201 0.244214 0.199075
 | |
|     -0.0791045 0.244214 0.199075
 | |
|     0.126231 0.269829 0.210412
 | |
|     -0.126115 0.269829 0.210412
 | |
|     0.0805178 0.299665 0.218954
 | |
|     -0.0804022 0.299665 0.218954
 | |
|     0.100503 0.300986 0.220424
 | |
|     -0.100387 0.300986 0.220424
 | |
|     0.0983858 0.242337 0.170356
 | |
|     0.122338 0.240632 0.172858
 | |
|     -0.122222 0.240632 0.172858
 | |
|     -0.0982702 0.242336 0.170356
 | |
|     0.0741117 0.267808 0.173878
 | |
|     -0.0739961 0.267808 0.173878
 | |
|     0.133882 0.26361 0.175688
 | |
|     -0.133766 0.26361 0.175688
 | |
|     0.0727153 0.300251 0.18493
 | |
|     -0.0725997 0.300251 0.18493
 | |
|     0.0741117 0.267808 0.173878
 | |
|     -0.0739961 0.267808 0.173878
 | |
|     0.131807 0.29583 0.187787
 | |
|     -0.131692 0.29583 0.187787
 | |
|     0.080129 0.3252 0.19856
 | |
|     -0.0800134 0.3252 0.19856
 | |
|     0.100975 0.325656 0.203852
 | |
|     -0.10086 0.325656 0.203852
 | |
|     0.0718859 0.303681 0.1697
 | |
|     -0.0717703 0.303681 0.1697
 | |
|     0.133365 0.299155 0.175268
 | |
|     -0.133249 0.299155 0.175268
 | |
|     0.0810186 0.330395 0.178022
 | |
|     -0.080903 0.330395 0.178022
 | |
|     0.109328 0.329467 0.186363
 | |
|     -0.109213 0.329467 0.186363
 | |
|     0.098693 0.255337 0.151688
 | |
|     -0.0985774 0.255337 0.151688
 | |
|     0.11977 0.253713 0.154292
 | |
|     -0.119654 0.253713 0.154292
 | |
|     0.0809754 0.277901 0.151448
 | |
|     -0.0808598 0.2779 0.151448
 | |
|     0.129285 0.274387 0.151698
 | |
|     -0.129169 0.274387 0.151698
 | |
|     0.0750322 0.305761 0.151241
 | |
|     -0.0749166 0.305761 0.151241
 | |
|     0.0809754 0.277901 0.151448
 | |
|     -0.0808598 0.2779 0.151448
 | |
|     0.12754 0.301097 0.155339
 | |
|     -0.127425 0.301096 0.155339
 | |
|     0.0858538 0.326638 0.154555
 | |
|     -0.0857382 0.326638 0.154555
 | |
|     0.108015 0.326316 0.160149
 | |
|     -0.1079 0.326316 0.160149
 | |
|     0.102039 0.257812 0.125388
 | |
|     -0.101924 0.257812 0.125388
 | |
|     0.118351 0.256719 0.124278
 | |
|     -0.118236 0.256719 0.124278
 | |
|     0.0891378 0.277878 0.121341
 | |
|     -0.0890222 0.277878 0.121341
 | |
|     0.130736 0.275744 0.11903
 | |
|     -0.130621 0.275744 0.11903
 | |
|     0.0910002 0.301935 0.119678
 | |
|     -0.0908846 0.301935 0.119678
 | |
|     0.0891378 0.277878 0.121341
 | |
|     -0.0890222 0.277878 0.121341
 | |
|     0.129206 0.300201 0.117342
 | |
|     -0.12909 0.300201 0.117342
 | |
|     0.0982154 0.316463 0.117176
 | |
|     -0.0980998 0.316463 0.117176
 | |
|     0.113178 0.316861 0.116152
 | |
|     -0.113062 0.316861 0.116152
 | |
|     0.0973586 0.251222 0.0771411
 | |
|     -0.097243 0.251222 0.0771411
 | |
|     0.120591 0.248047 0.0779263
 | |
|     -0.120475 0.248047 0.0779263
 | |
|     0.0898026 0.268462 0.0739638
 | |
|     -0.089687 0.268462 0.0739638
 | |
|     0.135462 0.263861 0.0736351
 | |
|     -0.135346 0.263861 0.0736352
 | |
|     0.0928514 0.287825 0.0712103
 | |
|     -0.0927358 0.287824 0.0712104
 | |
|     0.0898026 0.268462 0.0739638
 | |
|     -0.089687 0.268462 0.0739638
 | |
|     0.134496 0.287101 0.0696192
 | |
|     -0.134381 0.287101 0.0696192
 | |
|     0.100247 0.301673 0.0687737
 | |
|     -0.100131 0.301673 0.0687737
 | |
|     0.129941 0.29846 0.0692365
 | |
|     -0.129825 0.298459 0.0692365
 | |
|     0.118767 0.305527 0.0681835
 | |
|     -0.118652 0.305527 0.0681836
 | |
|     0.119617 0.243638 0.051848
 | |
|     -0.119501 0.243638 0.051848
 | |
|     0.146839 0.256682 0.041557
 | |
|     -0.146723 0.256682 0.041557
 | |
|     0.0948906 0.285857 0.0256471
 | |
|     -0.094775 0.285856 0.0256471
 | |
|     0.0867146 0.272821 0.0337651
 | |
|     -0.086599 0.272821 0.0337651
 | |
|     0.148229 0.272097 0.0324359
 | |
|     -0.148113 0.272097 0.032436
 | |
|     0.135083 0.285758 0.0257957
 | |
|     -0.134968 0.285758 0.0257957
 | |
|     0.116811 0.291162 0.024847
 | |
|     -0.116695 0.291162 0.0248469
 | |
|     0.0867002 0.257533 0.0431705
 | |
|     -0.0865846 0.257533 0.0431705
 | |
|     0.0921738 0.24388 0.0517601
 | |
|     -0.0920582 0.24388 0.0517601
 | |
|     0.0867002 0.257533 0.0431705
 | |
|     -0.0865846 0.257533 0.0431705
 | |
|     0.0936491 0.267043 0.00617908
 | |
|     -0.0935334 0.267043 0.00617906
 | |
|     0.0773737 0.255537 0.0216815
 | |
|     -0.0772581 0.255537 0.0216814
 | |
|     0.158299 0.25498 0.0228776
 | |
|     -0.158184 0.25498 0.0228775
 | |
|     0.148776 0.266152 0.00661758
 | |
|     -0.148661 0.266152 0.00661755
 | |
|     0.117119 0.273501 0.00603806
 | |
|     -0.117003 0.273501 0.00603804
 | |
|     0.0769422 0.241789 0.0369099
 | |
|     -0.0768265 0.241788 0.0369098
 | |
|     0.0871803 0.231998 0.0478069
 | |
|     -0.0870646 0.231998 0.0478069
 | |
|     0.0993658 0.229997 0.0503428
 | |
|     -0.0992502 0.229997 0.0503429
 | |
|     0.153842 0.239781 0.0400413
 | |
|     -0.153726 0.23978 0.0400413
 | |
|     0.0773737 0.255537 0.0216815
 | |
|     -0.0772581 0.255537 0.0216814
 | |
|     0.139945 0.233563 0.0467191
 | |
|     0.143317 0.210227 0.0431136
 | |
|     0.145868 0.221444 0.0416152
 | |
|     -0.145753 0.221443 0.0416152
 | |
|     -0.143201 0.210227 0.0431136
 | |
|     -0.139829 0.233563 0.0467191
 | |
|     0.0784044 0.243642 0.00548735
 | |
|     -0.0782888 0.243642 0.00548731
 | |
|     0.0784044 0.243642 0.00548735
 | |
|     0.0739764 0.231958 0.0176442
 | |
|     -0.0738607 0.231958 0.0176442
 | |
|     -0.0782888 0.243642 0.00548731
 | |
|     0.163295 0.233293 0.0188476
 | |
|     -0.163179 0.233293 0.0188476
 | |
|     0.158269 0.243648 0.00607307
 | |
|     -0.158153 0.243648 0.00607304
 | |
|     0.07472 0.219772 0.0323726
 | |
|     -0.0746044 0.219772 0.0323727
 | |
|     0.0859555 0.209911 0.0430855
 | |
|     -0.0858398 0.209911 0.0430854
 | |
|     0.109283 0.225154 0.0529303
 | |
|     0.106984 0.201845 0.0487922
 | |
|     0.116911 0.202621 0.0506972
 | |
|     -0.116796 0.20262 0.0506971
 | |
|     -0.106869 0.201844 0.0487922
 | |
|     -0.109169 0.225154 0.0529303
 | |
|     0.121715 0.224815 0.0562588
 | |
|     -0.121599 0.224815 0.0562588
 | |
|     0.157474 0.218493 0.0352592
 | |
|     -0.157358 0.218492 0.0352591
 | |
|     0.145327 0.194481 0.0288656
 | |
|     0.147564 0.205971 0.0281449
 | |
|     -0.147449 0.205971 0.028145
 | |
|     -0.145211 0.194481 0.0288656
 | |
|     0.0761543 0.227001 0.00525851
 | |
|     -0.0760387 0.227001 0.00525849
 | |
|     0.0739019 0.222365 0.0112568
 | |
|     -0.0737863 0.222365 0.0112567
 | |
|     0.163719 0.222221 0.0141454
 | |
|     -0.163604 0.222221 0.0141454
 | |
|     0.160436 0.228919 0.00603318
 | |
|     -0.160321 0.228919 0.00603315
 | |
|     0.0747219 0.209988 0.0214411
 | |
|     -0.0746062 0.209988 0.021441
 | |
|     0.0854595 0.194866 0.0291314
 | |
|     -0.0853438 0.194866 0.0291314
 | |
|     0.107691 0.182741 0.0332736
 | |
|     -0.107575 0.182741 0.0332735
 | |
|     0.115874 0.181727 0.0344966
 | |
|     -0.115758 0.181727 0.0344966
 | |
|     0.160197 0.205963 0.0234983
 | |
|     -0.160081 0.205963 0.0234982
 | |
|     0.144822 0.191849 0.00625922
 | |
|     0.147319 0.204899 0.00622836
 | |
|     -0.147204 0.204899 0.00622834
 | |
|     -0.144706 0.191848 0.00625919
 | |
|     0.0767344 0.21709 0.0054068
 | |
|     -0.0766187 0.21709 0.00540677
 | |
|     0.159981 0.215577 0.00618723
 | |
|     -0.159865 0.215576 0.0061872
 | |
|     0.0780233 0.206672 0.00524754
 | |
|     -0.0779076 0.206672 0.00524752
 | |
|     0.0849643 0.194083 0.00702719
 | |
|     -0.0848486 0.194083 0.00702716
 | |
|     0.107034 0.181569 0.00665621
 | |
|     -0.106918 0.181568 0.00665618
 | |
|     0.117171 0.179421 0.00663914
 | |
|     -0.117055 0.179421 0.00663911
 | |
|     0.157933 0.20579 0.00677718
 | |
|     -0.157817 0.20579 0.00677715
 | |
|     0.0936491 0.267043 0.00617908
 | |
|     0.117119 0.273501 0.00603806
 | |
|     0.115375 0.226993 0.00404772
 | |
|     -0.11526 0.226993 0.0040477
 | |
|     -0.117003 0.273501 0.00603804
 | |
|     -0.0935334 0.267043 0.00617906
 | |
|     0.148776 0.266152 0.00661758
 | |
|     -0.148661 0.266152 0.00661755
 | |
|     0.0784044 0.243642 0.00548735
 | |
|     -0.0782888 0.243642 0.00548731
 | |
|     0.158269 0.243648 0.00607307
 | |
|     -0.158153 0.243648 0.00607304
 | |
|     0.0761543 0.227001 0.00525851
 | |
|     -0.0760387 0.227001 0.00525849
 | |
|     0.160436 0.228919 0.00603318
 | |
|     -0.160321 0.228919 0.00603315
 | |
|     0.157933 0.20579 0.00677718
 | |
|     0.147319 0.204899 0.00622836
 | |
|     -0.147204 0.204899 0.00622834
 | |
|     -0.157817 0.20579 0.00677715
 | |
|     0.0767344 0.21709 0.0054068
 | |
|     -0.0766187 0.21709 0.00540677
 | |
|     0.159981 0.215577 0.00618723
 | |
|     -0.159865 0.215576 0.0061872
 | |
|     0.0849643 0.194083 0.00702719
 | |
|     0.0780233 0.206672 0.00524754
 | |
|     -0.0779076 0.206672 0.00524752
 | |
|     -0.0848486 0.194083 0.00702716
 | |
|     0.121779 0.190594 0.0068377
 | |
|     0.117171 0.179421 0.00663914
 | |
|     -0.117055 0.179421 0.00663911
 | |
|     -0.121663 0.190594 0.00683768
 | |
|     0.121825 0.214931 0.0512824
 | |
|     0.125447 0.203193 0.0502729
 | |
|     -0.125332 0.203192 0.0502729
 | |
|     -0.121709 0.214931 0.0512824
 | |
|     0.121762 0.192369 0.0352388
 | |
|     0.126609 0.182301 0.0339919
 | |
|     -0.126493 0.1823 0.0339918
 | |
|     -0.121646 0.192369 0.0352388
 | |
|     0.121779 0.190594 0.0068377
 | |
|     0.127578 0.180741 0.00653432
 | |
|     -0.127462 0.18074 0.0065343
 | |
|     -0.121663 0.190594 0.00683768
 | |
|     0.129984 0.22631 0.0517622
 | |
|     0.133817 0.203749 0.0467015
 | |
|     -0.133701 0.203749 0.0467014
 | |
|     -0.129869 0.22631 0.0517622
 | |
|     0.136027 0.185669 0.0312025
 | |
|     -0.135911 0.185669 0.0312025
 | |
|     0.136673 0.183697 0.00635055
 | |
|     -0.136557 0.183697 0.00635053
 | |
|     0.0939675 0.217065 0.0456052
 | |
|     -0.0938518 0.217065 0.0456052
 | |
|     0.0945099 0.199697 0.0314735
 | |
|     -0.0943942 0.199697 0.0314734
 | |
|     0.0947851 0.199766 0.00681627
 | |
|     -0.0946694 0.199766 0.00681625
 | |
|     0.0978834 0.188137 0.00672553
 | |
|     0.0975587 0.189001 0.0320647
 | |
|     -0.097443 0.189001 0.0320646
 | |
|     -0.0977678 0.188137 0.00672551
 | |
|     0.0973059 0.20591 0.047
 | |
|     -0.0971902 0.205909 0.047
 | |
|     0.0947851 0.199766 0.00681627
 | |
|     -0.0946694 0.199766 0.00681625
 | |
|     0.0978834 0.188137 0.00672553
 | |
|     -0.0977678 0.188137 0.00672551
 | |
|     0.107034 0.181569 0.00665621
 | |
|     -0.106918 0.181568 0.00665618
 | |
|     0.127578 0.180741 0.00653432
 | |
|     -0.127462 0.18074 0.0065343
 | |
|     0.144822 0.191849 0.00625922
 | |
|     0.136673 0.183697 0.00635055
 | |
|     -0.136557 0.183697 0.00635053
 | |
|     -0.144706 0.191848 0.00625919
 | |
|     5.77921e-005 0.2927 0.564894
 | |
|     0.0190164 0.296086 0.551601
 | |
|     -0.0189008 0.296086 0.551601
 | |
|     0.0298122 0.296276 0.536238
 | |
|     -0.0296966 0.296276 0.536238
 | |
|     5.77921e-005 0.2927 0.564894
 | |
|     0.0190164 0.296086 0.551601
 | |
|     0.0176681 0.334451 0.526031
 | |
|     -0.0175525 0.334451 0.526031
 | |
|     -0.0189008 0.296086 0.551601
 | |
|     5.77921e-005 0.337727 0.533452
 | |
|     0.0298122 0.296276 0.536238
 | |
|     0.0288474 0.328556 0.511093
 | |
|     -0.0287318 0.328556 0.511093
 | |
|     -0.0296966 0.296276 0.536238
 | |
|     0.0261502 0.293381 0.519341
 | |
|     5.77921e-005 0.295416 0.5123
 | |
|     5.77921e-005 0.32222 0.481076
 | |
|     -0.0260346 0.293381 0.519341
 | |
|     0.0224656 0.32435 0.495481
 | |
|     -0.02235 0.32435 0.495481
 | |
|     0.0161339 0.384951 0.494674
 | |
|     -0.0160183 0.384951 0.494674
 | |
|     5.77921e-005 0.388573 0.502115
 | |
|     0.0258915 0.378797 0.481513
 | |
|     -0.0257759 0.378797 0.481513
 | |
|     5.77921e-005 0.365629 0.45423
 | |
|     0.018984 0.372543 0.463418
 | |
|     -0.0188684 0.372543 0.463418
 | |
|     0.0952258 0.0338557 0.374767
 | |
|     -0.0951102 0.0338557 0.374767
 | |
|     0.0728492 0.0683997 0.347884
 | |
|     -0.0727336 0.0683997 0.347884
 | |
|     0.0437339 -0.200372 0.278103
 | |
|     -0.0436184 -0.200372 0.278103
 | |
|     0.0508091 -0.175735 0.267535
 | |
|     -0.0506934 -0.175735 0.267535
 | |
|     0.0570694 -0.131397 0.254246
 | |
|     -0.0569538 -0.131397 0.254246
 | |
|     0.0628235 -0.0500225 0.254634
 | |
|     -0.0627079 -0.0500225 0.254634
 | |
|     0.0622511 0.0268926 0.270733
 | |
|     -0.0621355 0.0268926 0.270733
 | |
|     0.0594536 0.0801093 0.300396
 | |
|     -0.059338 0.0801093 0.300396
 | |
|     0.0261862 -0.484002 0.630658
 | |
|     -0.0260706 -0.484002 0.630658
 | |
|     5.77915e-005 -0.484751 0.634654
 | |
|     0.0418703 -0.486466 0.621463
 | |
|     -0.0417547 -0.486466 0.621463
 | |
|     0.13886 -0.47645 0.532339
 | |
|     0.113984 -0.491354 0.568336
 | |
|     -0.113869 -0.491354 0.568336
 | |
|     -0.138745 -0.47645 0.532339
 | |
|     0.155068 -0.451445 0.531131
 | |
|     0.122212 -0.473616 0.572193
 | |
|     -0.122097 -0.473616 0.572193
 | |
|     -0.154953 -0.451445 0.531131
 | |
|     0.141164 -0.472894 0.491396
 | |
|     -0.141049 -0.472894 0.491396
 | |
|     0.128093 -0.481983 0.464842
 | |
|     -0.127977 -0.481983 0.464842
 | |
|     0.148288 -0.445592 0.453714
 | |
|     -0.148173 -0.445592 0.453714
 | |
|     0.118727 -0.453219 0.402185
 | |
|     -0.118611 -0.453219 0.402185
 | |
|     0.100296 -0.504117 0.458212
 | |
|     -0.100181 -0.504117 0.458212
 | |
|     0.077951 -0.489362 0.412575
 | |
|     -0.0778354 -0.489362 0.412575
 | |
|     0.0424156 -0.509117 0.42594
 | |
|     -0.0423 -0.509117 0.42594
 | |
|     0.0949786 -0.548351 0.685397
 | |
|     -0.094863 -0.548351 0.685397
 | |
|     0.0849994 -0.567051 0.686695
 | |
|     -0.0848838 -0.567051 0.686695
 | |
|     0.112588 -0.554983 0.704985
 | |
|     -0.112473 -0.554983 0.704985
 | |
|     0.0978186 -0.580531 0.706154
 | |
|     -0.097703 -0.580531 0.706154
 | |
|     0.0809386 -0.561667 0.690898
 | |
|     -0.080823 -0.561667 0.690898
 | |
|     0.093729 -0.543523 0.691735
 | |
|     -0.0936134 -0.543523 0.691735
 | |
|     0.0924778 -0.575199 0.714638
 | |
|     -0.0923622 -0.575199 0.714638
 | |
|     0.097033 -0.550023 0.714346
 | |
|     -0.0969174 -0.550023 0.714346
 | |
|     0.0466869 -0.484467 0.359244
 | |
|     -0.0465713 -0.484467 0.359244
 | |
|     0.0736135 -0.460886 0.353146
 | |
|     -0.0734979 -0.460886 0.353146
 | |
|     5.77915e-005 -0.500583 0.375695
 | |
|     0.00541012 -0.635496 0.462516
 | |
|     -0.00529454 -0.635496 0.462516
 | |
|     0.0176453 -0.641499 0.484322
 | |
|     -0.0175297 -0.641499 0.484322
 | |
|     0.018945 0.432518 0.482575
 | |
|     5.77921e-005 0.434373 0.490239
 | |
|     -0.0188294 0.432518 0.482575
 | |
|     0.0202756 0.472042 0.479758
 | |
|     5.77921e-005 0.470697 0.486546
 | |
|     -0.02016 0.472042 0.479758
 | |
|     0.0296583 0.430097 0.463735
 | |
|     -0.0295427 0.430097 0.463735
 | |
|     0.0301188 0.475213 0.462645
 | |
|     -0.0300032 0.475213 0.462645
 | |
|     5.77921e-005 0.425045 0.429753
 | |
|     0.0209062 0.427943 0.442078
 | |
|     -0.0207906 0.427943 0.442078
 | |
|     5.77921e-005 0.480298 0.432514
 | |
|     0.0223066 0.478503 0.442874
 | |
|     -0.022191 0.478503 0.442874
 | |
|     0.0114344 0.500608 0.485976
 | |
|     5.77921e-005 0.518339 0.482197
 | |
|     5.77921e-005 0.498121 0.490792
 | |
|     -0.0113188 0.500608 0.485976
 | |
|     0.0187608 0.505687 0.473004
 | |
|     -0.0186452 0.505687 0.473004
 | |
|     5.77921e-005 0.514995 0.450413
 | |
|     0.0124649 0.510983 0.457645
 | |
|     -0.0123493 0.510983 0.457645
 | |
|     0.104591 -0.215186 0.47529
 | |
|     -0.104475 -0.215186 0.47529
 | |
|     0.0986906 -0.212297 0.508867
 | |
|     -0.098575 -0.212297 0.508867
 | |
|     0.0907394 -0.216296 0.538581
 | |
|     -0.0906238 -0.216296 0.538581
 | |
|     0.05322 -0.575263 0.536767
 | |
|     -0.0531044 -0.575263 0.536767
 | |
|     0.05322 -0.575263 0.536767
 | |
|     -0.0531044 -0.575263 0.536767
 | |
|     0.160931 -0.448679 0.494847
 | |
|     -0.160816 -0.448679 0.494847
 | |
|     0.060212 -0.533631 0.610742
 | |
|     -0.0600965 -0.533631 0.610742
 | |
|   faces 3298
 | |
|     0 1 2  -2147483648  0 1 2  1
 | |
|     3 0 4  -2147483648  3 0 4  1
 | |
|     0 2 5  -2147483648  0 2 5  1
 | |
|     4 0 5  -2147483648  4 0 5  1
 | |
|     5 2 6  -2147483648  5 2 6  1
 | |
|     7 4 5  -2147483648  7 4 5  1
 | |
|     5 6 8  -2147483648  5 6 8  1
 | |
|     8 7 5  -2147483648  8 7 5  1
 | |
|     2 9 10  -2147483648  2 9 10  1
 | |
|     11 12 4  -2147483648  11 12 4  1
 | |
|     2 10 6  -2147483648  2 10 6  1
 | |
|     7 11 4  -2147483648  7 11 4  1
 | |
|     8 6 13  -2147483648  8 6 13  1
 | |
|     14 7 8  -2147483648  14 7 8  1
 | |
|     8 13 15  -2147483648  8 13 15  1
 | |
|     15 14 8  -2147483648  15 14 8  1
 | |
|     16 13 6  -2147483648  16 13 6  1
 | |
|     7 14 17  -2147483648  7 14 17  1
 | |
|     16 6 10  -2147483648  16 6 10  1
 | |
|     11 7 17  -2147483648  11 7 17  1
 | |
|     18 19 13  -2147483648  18 19 13  1
 | |
|     14 20 21  -2147483648  14 20 21  1
 | |
|     18 13 16  -2147483648  18 13 16  1
 | |
|     17 14 21  -2147483648  17 14 21  1
 | |
|     22 23 9  -2147483648  22 23 9  1
 | |
|     12 24 25  -2147483648  12 24 25  1
 | |
|     26 23 27  -2147483648  26 23 27  1
 | |
|     28 24 29  -2147483648  28 24 29  1
 | |
|     18 16 23  -2147483648  18 16 23  1
 | |
|     24 17 21  -2147483648  24 17 21  1
 | |
|     16 10 23  -2147483648  16 10 23  1
 | |
|     24 11 17  -2147483648  24 11 17  1
 | |
|     10 9 23  -2147483648  10 9 23  1
 | |
|     24 12 11  -2147483648  24 12 11  1
 | |
|     2 30 9  -2147483648  2 30 9  1
 | |
|     12 31 4  -2147483648  12 31 4  1
 | |
|     9 30 32  -2147483648  9 30 32  1
 | |
|     33 31 12  -2147483648  33 31 12  1
 | |
|     9 32 22  -2147483648  9 32 22  1
 | |
|     25 33 12  -2147483648  25 33 12  1
 | |
|     26 27 34  -2147483648  26 27 34  1
 | |
|     35 28 29  -2147483648  35 28 29  1
 | |
|     15 13 36  -2147483648  15 13 36  1
 | |
|     37 14 15  -2147483648  37 14 15  1
 | |
|     15 36 38  -2147483648  15 36 38  1
 | |
|     38 37 15  -2147483648  38 37 15  1
 | |
|     13 19 39  -2147483648  13 19 39  1
 | |
|     40 20 14  -2147483648  40 20 14  1
 | |
|     13 39 36  -2147483648  13 39 36  1
 | |
|     37 40 14  -2147483648  37 40 14  1
 | |
|     34 27 41  -2147483648  34 27 41  1
 | |
|     42 28 35  -2147483648  42 28 35  1
 | |
|     38 36 43  -2147483648  38 36 43  1
 | |
|     44 37 38  -2147483648  44 37 38  1
 | |
|     38 43 45  -2147483648  38 43 45  1
 | |
|     45 44 38  -2147483648  45 44 38  1
 | |
|     36 39 46  -2147483648  36 39 46  1
 | |
|     47 40 37  -2147483648  47 40 37  1
 | |
|     36 46 43  -2147483648  36 46 43  1
 | |
|     44 47 37  -2147483648  44 47 37  1
 | |
|     39 41 46  -2147483648  39 41 46  1
 | |
|     47 42 40  -2147483648  47 42 40  1
 | |
|     48 49 23  -2147483648  48 49 23  1
 | |
|     24 50 51  -2147483648  24 50 51  1
 | |
|     49 18 23  -2147483648  49 18 23  1
 | |
|     24 21 50  -2147483648  24 21 50  1
 | |
|     18 49 19  -2147483648  18 49 19  1
 | |
|     20 50 21  -2147483648  20 50 21  1
 | |
|     26 52 23  -2147483648  26 52 23  1
 | |
|     24 53 29  -2147483648  24 53 29  1
 | |
|     52 48 23  -2147483648  52 48 23  1
 | |
|     24 51 53  -2147483648  24 51 53  1
 | |
|     19 54 39  -2147483648  19 54 39  1
 | |
|     40 55 20  -2147483648  40 55 20  1
 | |
|     54 26 34  -2147483648  54 26 34  1
 | |
|     35 29 55  -2147483648  35 29 55  1
 | |
|     49 54 19  -2147483648  49 54 19  1
 | |
|     20 55 50  -2147483648  20 55 50  1
 | |
|     52 54 48  -2147483648  52 54 48  1
 | |
|     51 55 53  -2147483648  51 55 53  1
 | |
|     54 49 48  -2147483648  54 49 48  1
 | |
|     51 50 55  -2147483648  51 50 55  1
 | |
|     26 54 52  -2147483648  26 54 52  1
 | |
|     53 55 29  -2147483648  53 55 29  1
 | |
|     56 57 58  -2147483648  56 57 58  1
 | |
|     59 60 61  -2147483648  59 60 61  1
 | |
|     62 56 58  -2147483648  62 56 58  1
 | |
|     59 61 63  -2147483648  59 61 63  1
 | |
|     64 65 66  -2147483648  64 65 66  1
 | |
|     67 65 64  -2147483648  67 65 64  1
 | |
|     66 68 64  -2147483648  66 68 64  1
 | |
|     64 69 67  -2147483648  64 69 67  1
 | |
|     70 68 66  -2147483648  70 68 66  1
 | |
|     67 69 71  -2147483648  67 69 71  1
 | |
|     72 73 74  -2147483648  72 73 74  1
 | |
|     75 76 77  -2147483648  75 76 77  1
 | |
|     78 74 73  -2147483648  78 74 73  1
 | |
|     76 75 79  -2147483648  76 75 79  1
 | |
|     73 80 78  -2147483648  73 80 78  1
 | |
|     79 81 76  -2147483648  79 81 76  1
 | |
|     82 78 80  -2147483648  82 78 80  1
 | |
|     81 79 83  -2147483648  81 79 83  1
 | |
|     80 84 82  -2147483648  80 84 82  1
 | |
|     83 85 81  -2147483648  83 85 81  1
 | |
|     84 86 87  -2147483648  84 86 87  1
 | |
|     88 89 85  -2147483648  88 89 85  1
 | |
|     90 87 86  -2147483648  90 87 86  1
 | |
|     89 88 91  -2147483648  89 88 91  1
 | |
|     86 92 90  -2147483648  86 92 90  1
 | |
|     91 93 89  -2147483648  91 93 89  1
 | |
|     94 90 92  -2147483648  94 90 92  1
 | |
|     93 91 95  -2147483648  93 91 95  1
 | |
|     92 96 94  -2147483648  92 96 94  1
 | |
|     95 97 93  -2147483648  95 97 93  1
 | |
|     98 94 96  -2147483648  98 94 96  1
 | |
|     97 95 99  -2147483648  97 95 99  1
 | |
|     96 100 98  -2147483648  96 100 98  1
 | |
|     99 101 97  -2147483648  99 101 97  1
 | |
|     102 98 100  -2147483648  102 98 100  1
 | |
|     101 99 103  -2147483648  101 99 103  1
 | |
|     100 104 102  -2147483648  100 104 102  1
 | |
|     103 105 101  -2147483648  103 105 101  1
 | |
|     57 106 107  -2147483648  57 106 107  1
 | |
|     108 109 60  -2147483648  108 109 60  1
 | |
|     107 58 57  -2147483648  107 58 57  1
 | |
|     60 59 108  -2147483648  60 59 108  1
 | |
|     62 110 111  -2147483648  62 110 111  1
 | |
|     111 110 63  -2147483648  111 110 63  1
 | |
|     111 56 62  -2147483648  111 56 62  1
 | |
|     63 61 111  -2147483648  63 61 111  1
 | |
|     112 113 114  -2147483648  112 113 114  1
 | |
|     114 115 116  -2147483648  114 115 116  1
 | |
|     114 117 112  -2147483648  114 117 112  1
 | |
|     116 117 114  -2147483648  116 117 114  1
 | |
|     73 72 113  -2147483648  73 72 113  1
 | |
|     115 77 76  -2147483648  115 77 76  1
 | |
|     113 118 73  -2147483648  113 118 73  1
 | |
|     76 119 115  -2147483648  76 119 115  1
 | |
|     80 73 118  -2147483648  80 73 118  1
 | |
|     119 76 81  -2147483648  119 76 81  1
 | |
|     118 120 80  -2147483648  118 120 80  1
 | |
|     81 121 119  -2147483648  81 121 119  1
 | |
|     84 80 120  -2147483648  84 80 120  1
 | |
|     121 81 85  -2147483648  121 81 85  1
 | |
|     120 122 84  -2147483648  120 122 84  1
 | |
|     85 123 121  -2147483648  85 123 121  1
 | |
|     86 84 122  -2147483648  86 84 122  1
 | |
|     123 85 89  -2147483648  123 85 89  1
 | |
|     122 124 86  -2147483648  122 124 86  1
 | |
|     89 125 123  -2147483648  89 125 123  1
 | |
|     92 86 124  -2147483648  92 86 124  1
 | |
|     125 89 93  -2147483648  125 89 93  1
 | |
|     124 126 92  -2147483648  124 126 92  1
 | |
|     93 127 125  -2147483648  93 127 125  1
 | |
|     96 92 126  -2147483648  96 92 126  1
 | |
|     127 93 97  -2147483648  127 93 97  1
 | |
|     126 128 96  -2147483648  126 128 96  1
 | |
|     97 129 127  -2147483648  97 129 127  1
 | |
|     100 96 128  -2147483648  100 96 128  1
 | |
|     129 97 101  -2147483648  129 97 101  1
 | |
|     128 130 100  -2147483648  128 130 100  1
 | |
|     101 131 129  -2147483648  101 131 129  1
 | |
|     104 100 130  -2147483648  104 100 130  1
 | |
|     131 101 105  -2147483648  131 101 105  1
 | |
|     58 107 132  -2147483648  58 107 132  1
 | |
|     133 108 59  -2147483648  133 108 59  1
 | |
|     132 134 58  -2147483648  132 134 58  1
 | |
|     59 135 133  -2147483648  59 135 133  1
 | |
|     62 58 134  -2147483648  62 58 134  1
 | |
|     135 59 63  -2147483648  135 59 63  1
 | |
|     134 136 62  -2147483648  134 136 62  1
 | |
|     63 137 135  -2147483648  63 137 135  1
 | |
|     110 62 136  -2147483648  110 62 136  1
 | |
|     137 63 110  -2147483648  137 63 110  1
 | |
|     136 138 110  -2147483648  136 138 110  1
 | |
|     110 138 137  -2147483648  110 138 137  1
 | |
|     112 117 139  -2147483648  112 117 139  1
 | |
|     139 117 116  -2147483648  139 117 116  1
 | |
|     139 140 112  -2147483648  139 140 112  1
 | |
|     116 141 139  -2147483648  116 141 139  1
 | |
|     142 112 140  -2147483648  142 112 140  1
 | |
|     141 116 143  -2147483648  141 116 143  1
 | |
|     140 144 142  -2147483648  140 144 142  1
 | |
|     143 145 141  -2147483648  143 145 141  1
 | |
|     146 147 148  -2147483648  146 147 148  1
 | |
|     149 150 151  -2147483648  149 150 151  1
 | |
|     124 152 153  -2147483648  124 152 153  1
 | |
|     154 155 125  -2147483648  154 155 125  1
 | |
|     156 124 153  -2147483648  156 124 153  1
 | |
|     154 125 157  -2147483648  154 125 157  1
 | |
|     158 156 159  -2147483648  158 156 159  1
 | |
|     160 157 161  -2147483648  160 157 161  1
 | |
|     159 162 158  -2147483648  159 162 158  1
 | |
|     161 163 160  -2147483648  161 163 160  1
 | |
|     164 158 162  -2147483648  164 158 162  1
 | |
|     163 161 165  -2147483648  163 161 165  1
 | |
|     162 166 164  -2147483648  162 166 164  1
 | |
|     165 167 163  -2147483648  165 167 163  1
 | |
|     168 164 166  -2147483648  168 164 166  1
 | |
|     167 165 169  -2147483648  167 165 169  1
 | |
|     166 170 168  -2147483648  166 170 168  1
 | |
|     169 171 167  -2147483648  169 171 167  1
 | |
|     172 168 170  -2147483648  172 168 170  1
 | |
|     171 169 173  -2147483648  171 169 173  1
 | |
|     170 174 172  -2147483648  170 174 172  1
 | |
|     173 175 171  -2147483648  173 175 171  1
 | |
|     176 172 174  -2147483648  176 172 174  1
 | |
|     175 173 177  -2147483648  175 173 177  1
 | |
|     174 178 176  -2147483648  174 178 176  1
 | |
|     177 179 175  -2147483648  177 179 175  1
 | |
|     180 176 178  -2147483648  180 176 178  1
 | |
|     179 177 180  -2147483648  179 177 180  1
 | |
|     178 181 180  -2147483648  178 181 180  1
 | |
|     180 181 179  -2147483648  180 181 179  1
 | |
|     140 139 182  -2147483648  140 139 182  1
 | |
|     182 139 141  -2147483648  182 139 141  1
 | |
|     182 183 140  -2147483648  182 183 140  1
 | |
|     141 184 182  -2147483648  141 184 182  1
 | |
|     144 140 183  -2147483648  144 140 183  1
 | |
|     184 141 145  -2147483648  184 141 145  1
 | |
|     183 185 144  -2147483648  183 185 144  1
 | |
|     145 186 184  -2147483648  145 186 184  1
 | |
|     187 144 185  -2147483648  187 144 185  1
 | |
|     186 145 188  -2147483648  186 145 188  1
 | |
|     185 189 187  -2147483648  185 189 187  1
 | |
|     188 190 186  -2147483648  188 190 186  1
 | |
|     191 192 193  -2147483648  191 192 193  1
 | |
|     194 195 196  -2147483648  194 195 196  1
 | |
|     193 197 191  -2147483648  193 197 191  1
 | |
|     196 198 194  -2147483648  196 198 194  1
 | |
|     159 199 200  -2147483648  159 199 200  1
 | |
|     201 202 160  -2147483648  201 202 160  1
 | |
|     162 159 203  -2147483648  162 159 203  1
 | |
|     204 160 163  -2147483648  204 160 163  1
 | |
|     203 205 162  -2147483648  203 205 162  1
 | |
|     163 206 204  -2147483648  163 206 204  1
 | |
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 | |
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 | |
|     958 927 931  -2147483648  958 927 931  1
 | |
|     957 959 930  -2147483648  957 959 930  1
 | |
|     931 960 958  -2147483648  931 960 958  1
 | |
|     934 930 959  -2147483648  934 930 959  1
 | |
|     960 931 935  -2147483648  960 931 935  1
 | |
|     959 961 934  -2147483648  959 961 934  1
 | |
|     935 962 960  -2147483648  935 962 960  1
 | |
|     938 934 961  -2147483648  938 934 961  1
 | |
|     962 935 939  -2147483648  962 935 939  1
 | |
|     940 938 961  -2147483648  940 938 961  1
 | |
|     962 939 941  -2147483648  962 939 941  1
 | |
|     961 963 940  -2147483648  961 963 940  1
 | |
|     941 964 962  -2147483648  941 964 962  1
 | |
|     942 940 963  -2147483648  942 940 963  1
 | |
|     964 941 943  -2147483648  964 941 943  1
 | |
|     963 965 942  -2147483648  963 965 942  1
 | |
|     943 966 964  -2147483648  943 966 964  1
 | |
|     944 942 965  -2147483648  944 942 965  1
 | |
|     966 943 945  -2147483648  966 943 945  1
 | |
|     965 967 944  -2147483648  965 967 944  1
 | |
|     945 968 966  -2147483648  945 968 966  1
 | |
|     946 944 967  -2147483648  946 944 967  1
 | |
|     968 945 946  -2147483648  968 945 946  1
 | |
|     967 969 946  -2147483648  967 969 946  1
 | |
|     946 969 968  -2147483648  946 969 968  1
 | |
|     951 949 970  -2147483648  951 949 970  1
 | |
|     970 949 952  -2147483648  970 949 952  1
 | |
|     970 971 951  -2147483648  970 971 951  1
 | |
|     952 972 970  -2147483648  952 972 970  1
 | |
|     955 951 971  -2147483648  955 951 971  1
 | |
|     972 952 956  -2147483648  972 952 956  1
 | |
|     971 973 955  -2147483648  971 973 955  1
 | |
|     956 974 972  -2147483648  956 974 972  1
 | |
|     959 957 975  -2147483648  959 957 975  1
 | |
|     976 958 960  -2147483648  976 958 960  1
 | |
|     975 977 959  -2147483648  975 977 959  1
 | |
|     960 978 976  -2147483648  960 978 976  1
 | |
|     961 959 977  -2147483648  961 959 977  1
 | |
|     978 960 962  -2147483648  978 960 962  1
 | |
|     977 979 961  -2147483648  977 979 961  1
 | |
|     962 980 978  -2147483648  962 980 978  1
 | |
|     963 961 979  -2147483648  963 961 979  1
 | |
|     980 962 964  -2147483648  980 962 964  1
 | |
|     979 981 963  -2147483648  979 981 963  1
 | |
|     964 982 980  -2147483648  964 982 980  1
 | |
|     965 963 981  -2147483648  965 963 981  1
 | |
|     982 964 966  -2147483648  982 964 966  1
 | |
|     981 983 965  -2147483648  981 983 965  1
 | |
|     966 984 982  -2147483648  966 984 982  1
 | |
|     967 965 983  -2147483648  967 965 983  1
 | |
|     984 966 968  -2147483648  984 966 968  1
 | |
|     983 985 967  -2147483648  983 985 967  1
 | |
|     968 986 984  -2147483648  968 986 984  1
 | |
|     969 967 985  -2147483648  969 967 985  1
 | |
|     986 968 969  -2147483648  986 968 969  1
 | |
|     985 987 969  -2147483648  985 987 969  1
 | |
|     969 987 986  -2147483648  969 987 986  1
 | |
|     971 970 988  -2147483648  971 970 988  1
 | |
|     988 970 972  -2147483648  988 970 972  1
 | |
|     973 971 988  -2147483648  973 971 988  1
 | |
|     988 972 974  -2147483648  988 972 974  1
 | |
|     988 989 973  -2147483648  988 989 973  1
 | |
|     974 989 988  -2147483648  974 989 988  1
 | |
|     975 973 990  -2147483648  975 973 990  1
 | |
|     991 974 976  -2147483648  991 974 976  1
 | |
|     990 977 975  -2147483648  990 977 975  1
 | |
|     976 978 991  -2147483648  976 978 991  1
 | |
|     977 990 992  -2147483648  977 990 992  1
 | |
|     993 991 978  -2147483648  993 991 978  1
 | |
|     992 979 977  -2147483648  992 979 977  1
 | |
|     978 980 993  -2147483648  978 980 993  1
 | |
|     981 979 992  -2147483648  981 979 992  1
 | |
|     993 980 982  -2147483648  993 980 982  1
 | |
|     279 281 994  -2147483648  279 281 994  1
 | |
|     995 282 280  -2147483648  995 282 280  1
 | |
|     994 996 279  -2147483648  994 996 279  1
 | |
|     280 997 995  -2147483648  280 997 995  1
 | |
|     281 289 998  -2147483648  281 289 998  1
 | |
|     999 290 282  -2147483648  999 290 282  1
 | |
|     998 994 281  -2147483648  998 994 281  1
 | |
|     282 995 999  -2147483648  282 995 999  1
 | |
|     300 1000 998  -2147483648  300 1000 998  1
 | |
|     999 1001 301  -2147483648  999 1001 301  1
 | |
|     998 289 300  -2147483648  998 289 300  1
 | |
|     301 290 999  -2147483648  301 290 999  1
 | |
|     329 313 1002  -2147483648  329 313 1002  1
 | |
|     1002 313 330  -2147483648  1002 313 330  1
 | |
|     306 1003 1000  -2147483648  306 1003 1000  1
 | |
|     1001 1004 307  -2147483648  1001 1004 307  1
 | |
|     1000 300 306  -2147483648  1000 300 306  1
 | |
|     307 301 1001  -2147483648  307 301 1001  1
 | |
|     325 329 1002  -2147483648  325 329 1002  1
 | |
|     1002 330 326  -2147483648  1002 330 326  1
 | |
|     1002 1005 325  -2147483648  1002 1005 325  1
 | |
|     326 1006 1002  -2147483648  326 1006 1002  1
 | |
|     401 279 996  -2147483648  401 279 996  1
 | |
|     997 280 402  -2147483648  997 280 402  1
 | |
|     996 1007 401  -2147483648  996 1007 401  1
 | |
|     402 1008 997  -2147483648  402 1008 997  1
 | |
|     408 401 1007  -2147483648  408 401 1007  1
 | |
|     1008 402 409  -2147483648  1008 402 409  1
 | |
|     1007 1009 408  -2147483648  1007 1009 408  1
 | |
|     409 1010 1008  -2147483648  409 1010 1008  1
 | |
|     408 1009 1011  -2147483648  408 1009 1011  1
 | |
|     1012 1010 409  -2147483648  1012 1010 409  1
 | |
|     1011 415 408  -2147483648  1011 415 408  1
 | |
|     409 416 1012  -2147483648  409 416 1012  1
 | |
|     427 422 1013  -2147483648  427 422 1013  1
 | |
|     1014 423 430  -2147483648  1014 423 430  1
 | |
|     1013 1015 427  -2147483648  1013 1015 427  1
 | |
|     430 1016 1014  -2147483648  430 1016 1014  1
 | |
|     428 427 1015  -2147483648  428 427 1015  1
 | |
|     1016 430 428  -2147483648  1016 430 428  1
 | |
|     1015 1017 428  -2147483648  1015 1017 428  1
 | |
|     428 1017 1016  -2147483648  428 1017 1016  1
 | |
|     1018 1019 1020  -2147483648  1018 1019 1020  1
 | |
|     1021 1019 1018  -2147483648  1021 1019 1018  1
 | |
|     1020 1019 1022  -2147483648  1020 1019 1022  1
 | |
|     1022 1019 1021  -2147483648  1022 1019 1021  1
 | |
|     1005 1003 306  -2147483648  1005 1003 306  1
 | |
|     307 1004 1006  -2147483648  307 1004 1006  1
 | |
|     306 325 1005  -2147483648  306 325 1005  1
 | |
|     1006 326 307  -2147483648  1006 326 307  1
 | |
|     1023 1024 1025  -2147483648  1023 1024 1025  1
 | |
|     1026 1024 1027  -2147483648  1026 1024 1027  1
 | |
|     1025 1028 1023  -2147483648  1025 1028 1023  1
 | |
|     1027 1029 1026  -2147483648  1027 1029 1026  1
 | |
|     1028 1025 1030  -2147483648  1028 1025 1030  1
 | |
|     1031 1026 1029  -2147483648  1031 1026 1029  1
 | |
|     1030 1032 1028  -2147483648  1030 1032 1028  1
 | |
|     1029 1033 1031  -2147483648  1029 1033 1031  1
 | |
|     1032 1030 1034  -2147483648  1032 1030 1034  1
 | |
|     1035 1031 1033  -2147483648  1035 1031 1033  1
 | |
|     1034 1036 1032  -2147483648  1034 1036 1032  1
 | |
|     1033 1037 1035  -2147483648  1033 1037 1035  1
 | |
|     1034 1038 1039  -2147483648  1034 1038 1039  1
 | |
|     1040 1041 1035  -2147483648  1040 1041 1035  1
 | |
|     1039 1036 1034  -2147483648  1039 1036 1034  1
 | |
|     1035 1037 1040  -2147483648  1035 1037 1040  1
 | |
|     1038 1042 1043  -2147483648  1038 1042 1043  1
 | |
|     1044 1045 1041  -2147483648  1044 1045 1041  1
 | |
|     1043 1039 1038  -2147483648  1043 1039 1038  1
 | |
|     1041 1040 1044  -2147483648  1041 1040 1044  1
 | |
|     1042 1046 1043  -2147483648  1042 1046 1043  1
 | |
|     1044 1047 1045  -2147483648  1044 1047 1045  1
 | |
|     1046 1048 1043  -2147483648  1046 1048 1043  1
 | |
|     1044 1049 1047  -2147483648  1044 1049 1047  1
 | |
|     1048 1050 1051  -2147483648  1048 1050 1051  1
 | |
|     1052 1053 1049  -2147483648  1052 1053 1049  1
 | |
|     1051 1043 1048  -2147483648  1051 1043 1048  1
 | |
|     1049 1044 1052  -2147483648  1049 1044 1052  1
 | |
|     1050 1054 1055  -2147483648  1050 1054 1055  1
 | |
|     1056 1057 1053  -2147483648  1056 1057 1053  1
 | |
|     1055 1051 1050  -2147483648  1055 1051 1050  1
 | |
|     1053 1052 1056  -2147483648  1053 1052 1056  1
 | |
|     1055 1054 1058  -2147483648  1055 1054 1058  1
 | |
|     1059 1057 1056  -2147483648  1059 1057 1056  1
 | |
|     1058 1060 1055  -2147483648  1058 1060 1055  1
 | |
|     1056 1061 1059  -2147483648  1056 1061 1059  1
 | |
|     1013 422 415  -2147483648  1013 422 415  1
 | |
|     416 423 1014  -2147483648  416 423 1014  1
 | |
|     415 1011 1013  -2147483648  415 1011 1013  1
 | |
|     1014 1012 416  -2147483648  1014 1012 416  1
 | |
|     1058 1062 1063  -2147483648  1058 1062 1063  1
 | |
|     1064 1065 1059  -2147483648  1064 1065 1059  1
 | |
|     1063 1060 1058  -2147483648  1063 1060 1058  1
 | |
|     1059 1061 1064  -2147483648  1059 1061 1064  1
 | |
|     1062 1066 1067  -2147483648  1062 1066 1067  1
 | |
|     1068 1069 1065  -2147483648  1068 1069 1065  1
 | |
|     1067 1063 1062  -2147483648  1067 1063 1062  1
 | |
|     1065 1064 1068  -2147483648  1065 1064 1068  1
 | |
|     1070 1067 1066  -2147483648  1070 1067 1066  1
 | |
|     1069 1068 1070  -2147483648  1069 1068 1070  1
 | |
|     1066 1071 1070  -2147483648  1066 1071 1070  1
 | |
|     1070 1071 1069  -2147483648  1070 1071 1069  1
 | |
|     1024 1072 1025  -2147483648  1024 1072 1025  1
 | |
|     1026 1072 1024  -2147483648  1026 1072 1024  1
 | |
|     1072 1073 1030  -2147483648  1072 1073 1030  1
 | |
|     1031 1073 1072  -2147483648  1031 1073 1072  1
 | |
|     1030 1025 1072  -2147483648  1030 1025 1072  1
 | |
|     1072 1026 1031  -2147483648  1072 1026 1031  1
 | |
|     1073 1074 1034  -2147483648  1073 1074 1034  1
 | |
|     1035 1074 1073  -2147483648  1035 1074 1073  1
 | |
|     1034 1030 1073  -2147483648  1034 1030 1073  1
 | |
|     1073 1031 1035  -2147483648  1073 1031 1035  1
 | |
|     1074 1075 1038  -2147483648  1074 1075 1038  1
 | |
|     1041 1075 1074  -2147483648  1041 1075 1074  1
 | |
|     1038 1034 1074  -2147483648  1038 1034 1074  1
 | |
|     1074 1035 1041  -2147483648  1074 1035 1041  1
 | |
|     1075 1076 1042  -2147483648  1075 1076 1042  1
 | |
|     1045 1076 1075  -2147483648  1045 1076 1075  1
 | |
|     1042 1038 1075  -2147483648  1042 1038 1075  1
 | |
|     1075 1041 1045  -2147483648  1075 1041 1045  1
 | |
|     1076 1018 1020  -2147483648  1076 1018 1020  1
 | |
|     1021 1018 1076  -2147483648  1021 1018 1076  1
 | |
|     1076 1020 1046  -2147483648  1076 1020 1046  1
 | |
|     1047 1021 1076  -2147483648  1047 1021 1076  1
 | |
|     1042 1076 1046  -2147483648  1042 1076 1046  1
 | |
|     1047 1076 1045  -2147483648  1047 1076 1045  1
 | |
|     1022 1077 1048  -2147483648  1022 1077 1048  1
 | |
|     1049 1077 1022  -2147483648  1049 1077 1022  1
 | |
|     1020 1022 1048  -2147483648  1020 1022 1048  1
 | |
|     1049 1022 1021  -2147483648  1049 1022 1021  1
 | |
|     1046 1020 1048  -2147483648  1046 1020 1048  1
 | |
|     1049 1021 1047  -2147483648  1049 1021 1047  1
 | |
|     1048 1077 1078  -2147483648  1048 1077 1078  1
 | |
|     1078 1077 1049  -2147483648  1078 1077 1049  1
 | |
|     1078 1050 1048  -2147483648  1078 1050 1048  1
 | |
|     1049 1053 1078  -2147483648  1049 1053 1078  1
 | |
|     1050 1078 1079  -2147483648  1050 1078 1079  1
 | |
|     1079 1078 1053  -2147483648  1079 1078 1053  1
 | |
|     1079 1054 1050  -2147483648  1079 1054 1050  1
 | |
|     1053 1057 1079  -2147483648  1053 1057 1079  1
 | |
|     1054 1079 1080  -2147483648  1054 1079 1080  1
 | |
|     1080 1079 1057  -2147483648  1080 1079 1057  1
 | |
|     1080 1058 1054  -2147483648  1080 1058 1054  1
 | |
|     1057 1059 1080  -2147483648  1057 1059 1080  1
 | |
|     1058 1080 1081  -2147483648  1058 1080 1081  1
 | |
|     1081 1080 1059  -2147483648  1081 1080 1059  1
 | |
|     1081 1062 1058  -2147483648  1081 1062 1058  1
 | |
|     1059 1065 1081  -2147483648  1059 1065 1081  1
 | |
|     1081 1071 1066  -2147483648  1081 1071 1066  1
 | |
|     1069 1071 1081  -2147483648  1069 1071 1081  1
 | |
|     1066 1062 1081  -2147483648  1066 1062 1081  1
 | |
|     1081 1065 1069  -2147483648  1081 1065 1069  1
 | |
|     1024 1023 1082  -2147483648  1024 1023 1082  1
 | |
|     1082 1027 1024  -2147483648  1082 1027 1024  1
 | |
|     708 685 683  -2147483648  708 685 683  1
 | |
|     684 686 709  -2147483648  684 686 709  1
 | |
|     683 706 708  -2147483648  683 706 708  1
 | |
|     709 707 684  -2147483648  709 707 684  1
 | |
|     706 683 681  -2147483648  706 683 681  1
 | |
|     682 684 707  -2147483648  682 684 707  1
 | |
|     681 702 706  -2147483648  681 702 706  1
 | |
|     707 703 682  -2147483648  707 703 682  1
 | |
|     702 681 680  -2147483648  702 681 680  1
 | |
|     680 682 703  -2147483648  680 682 703  1
 | |
|     680 698 702  -2147483648  680 698 702  1
 | |
|     703 698 680  -2147483648  703 698 680  1
 | |
|     704 700 1083  -2147483648  704 700 1083  1
 | |
|     1084 701 705  -2147483648  1084 701 705  1
 | |
|     1083 700 699  -2147483648  1083 700 699  1
 | |
|     699 701 1084  -2147483648  699 701 1084  1
 | |
|     699 1085 1083  -2147483648  699 1085 1083  1
 | |
|     1084 1085 699  -2147483648  1084 1085 699  1
 | |
|     776 774 807  -2147483648  776 774 807  1
 | |
|     808 775 777  -2147483648  808 775 777  1
 | |
|     807 774 1086  -2147483648  807 774 1086  1
 | |
|     1087 775 808  -2147483648  1087 775 808  1
 | |
|     803 1086 1088  -2147483648  803 1086 1088  1
 | |
|     1089 1087 804  -2147483648  1089 1087 804  1
 | |
|     1088 796 803  -2147483648  1088 796 803  1
 | |
|     804 797 1089  -2147483648  804 797 1089  1
 | |
|     796 1088 1090  -2147483648  796 1088 1090  1
 | |
|     1091 1089 797  -2147483648  1091 1089 797  1
 | |
|     1090 800 796  -2147483648  1090 800 796  1
 | |
|     797 801 1091  -2147483648  797 801 1091  1
 | |
|     1090 1092 1093  -2147483648  1090 1092 1093  1
 | |
|     1094 1095 1091  -2147483648  1094 1095 1091  1
 | |
|     1093 800 1090  -2147483648  1093 800 1090  1
 | |
|     1091 801 1094  -2147483648  1091 801 1094  1
 | |
|     718 716 753  -2147483648  718 716 753  1
 | |
|     754 717 719  -2147483648  754 717 719  1
 | |
|     753 755 718  -2147483648  753 755 718  1
 | |
|     719 756 754  -2147483648  719 756 754  1
 | |
|     753 716 714  -2147483648  753 716 714  1
 | |
|     715 717 754  -2147483648  715 717 754  1
 | |
|     714 749 753  -2147483648  714 749 753  1
 | |
|     754 750 715  -2147483648  754 750 715  1
 | |
|     749 714 712  -2147483648  749 714 712  1
 | |
|     713 715 750  -2147483648  713 715 750  1
 | |
|     712 745 749  -2147483648  712 745 749  1
 | |
|     750 746 713  -2147483648  750 746 713  1
 | |
|     745 712 710  -2147483648  745 712 710  1
 | |
|     711 713 746  -2147483648  711 713 746  1
 | |
|     710 741 745  -2147483648  710 741 745  1
 | |
|     746 742 711  -2147483648  746 742 711  1
 | |
|     741 710 708  -2147483648  741 710 708  1
 | |
|     709 711 742  -2147483648  709 711 742  1
 | |
|     708 737 741  -2147483648  708 737 741  1
 | |
|     742 738 709  -2147483648  742 738 709  1
 | |
|     737 708 704  -2147483648  737 708 704  1
 | |
|     705 709 738  -2147483648  705 709 738  1
 | |
|     704 731 737  -2147483648  704 731 737  1
 | |
|     738 736 705  -2147483648  738 736 705  1
 | |
|     729 1083 1085  -2147483648  729 1083 1085  1
 | |
|     1085 1084 730  -2147483648  1085 1084 730  1
 | |
|     1085 725 729  -2147483648  1085 725 729  1
 | |
|     730 725 1085  -2147483648  730 725 1085  1
 | |
|     774 772 1086  -2147483648  774 772 1086  1
 | |
|     1087 773 775  -2147483648  1087 773 775  1
 | |
|     1086 803 807  -2147483648  1086 803 807  1
 | |
|     808 804 1087  -2147483648  808 804 1087  1
 | |
|     1086 772 770  -2147483648  1086 772 770  1
 | |
|     771 773 1087  -2147483648  771 773 1087  1
 | |
|     770 1088 1086  -2147483648  770 1088 1086  1
 | |
|     1087 1089 771  -2147483648  1087 1089 771  1
 | |
|     1088 770 768  -2147483648  1088 770 768  1
 | |
|     769 771 1089  -2147483648  769 771 1089  1
 | |
|     768 1090 1088  -2147483648  768 1090 1088  1
 | |
|     1089 1091 769  -2147483648  1089 1091 769  1
 | |
|     1090 768 1092  -2147483648  1090 768 1092  1
 | |
|     1095 769 1091  -2147483648  1095 769 1091  1
 | |
|     731 704 1096  -2147483648  731 704 1096  1
 | |
|     1097 705 736  -2147483648  1097 705 736  1
 | |
|     1096 1098 731  -2147483648  1096 1098 731  1
 | |
|     736 1099 1097  -2147483648  736 1099 1097  1
 | |
|     1100 1093 1101  -2147483648  1100 1093 1101  1
 | |
|     1102 1094 1103  -2147483648  1102 1094 1103  1
 | |
|     1101 1104 1100  -2147483648  1101 1104 1100  1
 | |
|     1103 1105 1102  -2147483648  1103 1105 1102  1
 | |
|     768 732 1106  -2147483648  768 732 1106  1
 | |
|     1107 735 769  -2147483648  1107 735 769  1
 | |
|     1106 1108 768  -2147483648  1106 1108 768  1
 | |
|     769 1109 1107  -2147483648  769 1109 1107  1
 | |
|     1093 1092 1110  -2147483648  1093 1092 1110  1
 | |
|     1111 1095 1094  -2147483648  1111 1095 1094  1
 | |
|     1110 1101 1093  -2147483648  1110 1101 1093  1
 | |
|     1094 1102 1111  -2147483648  1094 1102 1111  1
 | |
|     1083 729 1112  -2147483648  1083 729 1112  1
 | |
|     1113 730 1084  -2147483648  1113 730 1084  1
 | |
|     1112 1114 1083  -2147483648  1112 1114 1083  1
 | |
|     1084 1115 1113  -2147483648  1084 1115 1113  1
 | |
|     704 1083 1114  -2147483648  704 1083 1114  1
 | |
|     1115 1084 705  -2147483648  1115 1084 705  1
 | |
|     1114 1096 704  -2147483648  1114 1096 704  1
 | |
|     705 1097 1115  -2147483648  705 1097 1115  1
 | |
|     732 731 1098  -2147483648  732 731 1098  1
 | |
|     1099 736 735  -2147483648  1099 736 735  1
 | |
|     1098 1106 732  -2147483648  1098 1106 732  1
 | |
|     735 1107 1099  -2147483648  735 1107 1099  1
 | |
|     729 727 1116  -2147483648  729 727 1116  1
 | |
|     1117 728 730  -2147483648  1117 728 730  1
 | |
|     1116 1112 729  -2147483648  1116 1112 729  1
 | |
|     730 1113 1117  -2147483648  730 1113 1117  1
 | |
|     1092 768 1108  -2147483648  1092 768 1108  1
 | |
|     1109 769 1095  -2147483648  1109 769 1095  1
 | |
|     1108 1110 1092  -2147483648  1108 1110 1092  1
 | |
|     1095 1111 1109  -2147483648  1095 1111 1109  1
 | |
|     1098 1096 1118  -2147483648  1098 1096 1118  1
 | |
|     1119 1097 1099  -2147483648  1119 1097 1099  1
 | |
|     1118 1120 1098  -2147483648  1118 1120 1098  1
 | |
|     1099 1121 1119  -2147483648  1099 1121 1119  1
 | |
|     1104 1101 1122  -2147483648  1104 1101 1122  1
 | |
|     1123 1102 1105  -2147483648  1123 1102 1105  1
 | |
|     1122 1124 1104  -2147483648  1122 1124 1104  1
 | |
|     1105 1125 1123  -2147483648  1105 1125 1123  1
 | |
|     1108 1106 1126  -2147483648  1108 1106 1126  1
 | |
|     1127 1107 1109  -2147483648  1127 1107 1109  1
 | |
|     1126 1128 1108  -2147483648  1126 1128 1108  1
 | |
|     1109 1129 1127  -2147483648  1109 1129 1127  1
 | |
|     1101 1110 1130  -2147483648  1101 1110 1130  1
 | |
|     1131 1111 1102  -2147483648  1131 1111 1102  1
 | |
|     1130 1122 1101  -2147483648  1130 1122 1101  1
 | |
|     1102 1123 1131  -2147483648  1102 1123 1131  1
 | |
|     1114 1112 1132  -2147483648  1114 1112 1132  1
 | |
|     1133 1113 1115  -2147483648  1133 1113 1115  1
 | |
|     1132 1134 1114  -2147483648  1132 1134 1114  1
 | |
|     1115 1135 1133  -2147483648  1115 1135 1133  1
 | |
|     1096 1114 1134  -2147483648  1096 1114 1134  1
 | |
|     1135 1115 1097  -2147483648  1135 1115 1097  1
 | |
|     1134 1118 1096  -2147483648  1134 1118 1096  1
 | |
|     1097 1119 1135  -2147483648  1097 1119 1135  1
 | |
|     1106 1098 1120  -2147483648  1106 1098 1120  1
 | |
|     1121 1099 1107  -2147483648  1121 1099 1107  1
 | |
|     1120 1126 1106  -2147483648  1120 1126 1106  1
 | |
|     1107 1127 1121  -2147483648  1107 1127 1121  1
 | |
|     1112 1116 1136  -2147483648  1112 1116 1136  1
 | |
|     1137 1117 1113  -2147483648  1137 1117 1113  1
 | |
|     1136 1132 1112  -2147483648  1136 1132 1112  1
 | |
|     1113 1133 1137  -2147483648  1113 1133 1137  1
 | |
|     1110 1108 1128  -2147483648  1110 1108 1128  1
 | |
|     1129 1109 1111  -2147483648  1129 1109 1111  1
 | |
|     1128 1130 1110  -2147483648  1128 1130 1110  1
 | |
|     1111 1131 1129  -2147483648  1111 1131 1129  1
 | |
|     1120 1118 1138  -2147483648  1120 1118 1138  1
 | |
|     1139 1119 1121  -2147483648  1139 1119 1121  1
 | |
|     1138 1140 1120  -2147483648  1138 1140 1120  1
 | |
|     1121 1141 1139  -2147483648  1121 1141 1139  1
 | |
|     1124 1122 1142  -2147483648  1124 1122 1142  1
 | |
|     1143 1123 1125  -2147483648  1143 1123 1125  1
 | |
|     1142 1144 1124  -2147483648  1142 1144 1124  1
 | |
|     1125 1145 1143  -2147483648  1125 1145 1143  1
 | |
|     1128 1126 1146  -2147483648  1128 1126 1146  1
 | |
|     1147 1127 1129  -2147483648  1147 1127 1129  1
 | |
|     1146 1148 1128  -2147483648  1146 1148 1128  1
 | |
|     1129 1149 1147  -2147483648  1129 1149 1147  1
 | |
|     1122 1130 1150  -2147483648  1122 1130 1150  1
 | |
|     1151 1131 1123  -2147483648  1151 1131 1123  1
 | |
|     1150 1142 1122  -2147483648  1150 1142 1122  1
 | |
|     1123 1143 1151  -2147483648  1123 1143 1151  1
 | |
|     1134 1132 1152  -2147483648  1134 1132 1152  1
 | |
|     1153 1133 1135  -2147483648  1153 1133 1135  1
 | |
|     1152 1154 1134  -2147483648  1152 1154 1134  1
 | |
|     1135 1155 1153  -2147483648  1135 1155 1153  1
 | |
|     1118 1134 1154  -2147483648  1118 1134 1154  1
 | |
|     1155 1135 1119  -2147483648  1155 1135 1119  1
 | |
|     1154 1138 1118  -2147483648  1154 1138 1118  1
 | |
|     1119 1139 1155  -2147483648  1119 1139 1155  1
 | |
|     1126 1120 1140  -2147483648  1126 1120 1140  1
 | |
|     1141 1121 1127  -2147483648  1141 1121 1127  1
 | |
|     1140 1146 1126  -2147483648  1140 1146 1126  1
 | |
|     1127 1147 1141  -2147483648  1127 1147 1141  1
 | |
|     1132 1136 1156  -2147483648  1132 1136 1156  1
 | |
|     1157 1137 1133  -2147483648  1157 1137 1133  1
 | |
|     1156 1152 1132  -2147483648  1156 1152 1132  1
 | |
|     1133 1153 1157  -2147483648  1133 1153 1157  1
 | |
|     1130 1128 1148  -2147483648  1130 1128 1148  1
 | |
|     1149 1129 1131  -2147483648  1149 1129 1131  1
 | |
|     1148 1150 1130  -2147483648  1148 1150 1130  1
 | |
|     1131 1151 1149  -2147483648  1131 1151 1149  1
 | |
|     1140 1138 1158  -2147483648  1140 1138 1158  1
 | |
|     1159 1139 1141  -2147483648  1159 1139 1141  1
 | |
|     1158 1160 1140  -2147483648  1158 1160 1140  1
 | |
|     1141 1161 1159  -2147483648  1141 1161 1159  1
 | |
|     1144 1142 1162  -2147483648  1144 1142 1162  1
 | |
|     1163 1143 1145  -2147483648  1163 1143 1145  1
 | |
|     1162 1164 1144  -2147483648  1162 1164 1144  1
 | |
|     1145 1165 1163  -2147483648  1145 1165 1163  1
 | |
|     1148 1146 1166  -2147483648  1148 1146 1166  1
 | |
|     1167 1147 1149  -2147483648  1167 1147 1149  1
 | |
|     1166 1168 1148  -2147483648  1166 1168 1148  1
 | |
|     1149 1169 1167  -2147483648  1149 1169 1167  1
 | |
|     1142 1150 1170  -2147483648  1142 1150 1170  1
 | |
|     1171 1151 1143  -2147483648  1171 1151 1143  1
 | |
|     1170 1162 1142  -2147483648  1170 1162 1142  1
 | |
|     1143 1163 1171  -2147483648  1143 1163 1171  1
 | |
|     1154 1152 1172  -2147483648  1154 1152 1172  1
 | |
|     1173 1153 1155  -2147483648  1173 1153 1155  1
 | |
|     1172 1174 1154  -2147483648  1172 1174 1154  1
 | |
|     1155 1175 1173  -2147483648  1155 1175 1173  1
 | |
|     1138 1154 1174  -2147483648  1138 1154 1174  1
 | |
|     1175 1155 1139  -2147483648  1175 1155 1139  1
 | |
|     1174 1158 1138  -2147483648  1174 1158 1138  1
 | |
|     1139 1159 1175  -2147483648  1139 1159 1175  1
 | |
|     1146 1140 1160  -2147483648  1146 1140 1160  1
 | |
|     1161 1141 1147  -2147483648  1161 1141 1147  1
 | |
|     1160 1166 1146  -2147483648  1160 1166 1146  1
 | |
|     1147 1167 1161  -2147483648  1147 1167 1161  1
 | |
|     1152 1156 1176  -2147483648  1152 1156 1176  1
 | |
|     1177 1157 1153  -2147483648  1177 1157 1153  1
 | |
|     1176 1172 1152  -2147483648  1176 1172 1152  1
 | |
|     1153 1173 1177  -2147483648  1153 1173 1177  1
 | |
|     1150 1148 1168  -2147483648  1150 1148 1168  1
 | |
|     1169 1149 1151  -2147483648  1169 1149 1151  1
 | |
|     1168 1170 1150  -2147483648  1168 1170 1150  1
 | |
|     1151 1171 1169  -2147483648  1151 1171 1169  1
 | |
|     1160 1158 1178  -2147483648  1160 1158 1178  1
 | |
|     1179 1159 1161  -2147483648  1179 1159 1161  1
 | |
|     1178 1180 1160  -2147483648  1178 1180 1160  1
 | |
|     1161 1181 1179  -2147483648  1161 1181 1179  1
 | |
|     1164 1162 1182  -2147483648  1164 1162 1182  1
 | |
|     1183 1163 1165  -2147483648  1183 1163 1165  1
 | |
|     1182 1184 1164  -2147483648  1182 1184 1164  1
 | |
|     1165 1185 1183  -2147483648  1165 1185 1183  1
 | |
|     1168 1166 1186  -2147483648  1168 1166 1186  1
 | |
|     1187 1167 1169  -2147483648  1187 1167 1169  1
 | |
|     1186 1188 1168  -2147483648  1186 1188 1168  1
 | |
|     1169 1189 1187  -2147483648  1169 1189 1187  1
 | |
|     1162 1170 1190  -2147483648  1162 1170 1190  1
 | |
|     1191 1171 1163  -2147483648  1191 1171 1163  1
 | |
|     1190 1182 1162  -2147483648  1190 1182 1162  1
 | |
|     1163 1183 1191  -2147483648  1163 1183 1191  1
 | |
|     1174 1172 1192  -2147483648  1174 1172 1192  1
 | |
|     1193 1173 1175  -2147483648  1193 1173 1175  1
 | |
|     1192 1194 1174  -2147483648  1192 1194 1174  1
 | |
|     1175 1195 1193  -2147483648  1175 1195 1193  1
 | |
|     1158 1174 1194  -2147483648  1158 1174 1194  1
 | |
|     1195 1175 1159  -2147483648  1195 1175 1159  1
 | |
|     1194 1178 1158  -2147483648  1194 1178 1158  1
 | |
|     1159 1179 1195  -2147483648  1159 1179 1195  1
 | |
|     1166 1160 1180  -2147483648  1166 1160 1180  1
 | |
|     1181 1161 1167  -2147483648  1181 1161 1167  1
 | |
|     1180 1186 1166  -2147483648  1180 1186 1166  1
 | |
|     1167 1187 1181  -2147483648  1167 1187 1181  1
 | |
|     1172 1176 1196  -2147483648  1172 1176 1196  1
 | |
|     1197 1177 1173  -2147483648  1197 1177 1173  1
 | |
|     1196 1192 1172  -2147483648  1196 1192 1172  1
 | |
|     1173 1193 1197  -2147483648  1173 1193 1197  1
 | |
|     1170 1168 1188  -2147483648  1170 1168 1188  1
 | |
|     1189 1169 1171  -2147483648  1189 1169 1171  1
 | |
|     1188 1190 1170  -2147483648  1188 1190 1170  1
 | |
|     1171 1191 1189  -2147483648  1171 1191 1189  1
 | |
|     1180 1178 1198  -2147483648  1180 1178 1198  1
 | |
|     1199 1179 1181  -2147483648  1199 1179 1181  1
 | |
|     1198 1200 1180  -2147483648  1198 1200 1180  1
 | |
|     1181 1201 1199  -2147483648  1181 1201 1199  1
 | |
|     1184 1182 1202  -2147483648  1184 1182 1202  1
 | |
|     1203 1183 1185  -2147483648  1203 1183 1185  1
 | |
|     1202 1204 1184  -2147483648  1202 1204 1184  1
 | |
|     1185 1205 1203  -2147483648  1185 1205 1203  1
 | |
|     1188 1186 1206  -2147483648  1188 1186 1206  1
 | |
|     1207 1187 1189  -2147483648  1207 1187 1189  1
 | |
|     1206 1208 1188  -2147483648  1206 1208 1188  1
 | |
|     1189 1209 1207  -2147483648  1189 1209 1207  1
 | |
|     1182 1190 1210  -2147483648  1182 1190 1210  1
 | |
|     1211 1191 1183  -2147483648  1211 1191 1183  1
 | |
|     1210 1202 1182  -2147483648  1210 1202 1182  1
 | |
|     1183 1203 1211  -2147483648  1183 1203 1211  1
 | |
|     1194 1192 1212  -2147483648  1194 1192 1212  1
 | |
|     1213 1193 1195  -2147483648  1213 1193 1195  1
 | |
|     1212 1214 1194  -2147483648  1212 1214 1194  1
 | |
|     1195 1215 1213  -2147483648  1195 1215 1213  1
 | |
|     1178 1194 1214  -2147483648  1178 1194 1214  1
 | |
|     1215 1195 1179  -2147483648  1215 1195 1179  1
 | |
|     1214 1198 1178  -2147483648  1214 1198 1178  1
 | |
|     1179 1199 1215  -2147483648  1179 1199 1215  1
 | |
|     1186 1180 1200  -2147483648  1186 1180 1200  1
 | |
|     1201 1181 1187  -2147483648  1201 1181 1187  1
 | |
|     1200 1206 1186  -2147483648  1200 1206 1186  1
 | |
|     1187 1207 1201  -2147483648  1187 1207 1201  1
 | |
|     1192 1196 1216  -2147483648  1192 1196 1216  1
 | |
|     1217 1197 1193  -2147483648  1217 1197 1193  1
 | |
|     1216 1212 1192  -2147483648  1216 1212 1192  1
 | |
|     1193 1213 1217  -2147483648  1193 1213 1217  1
 | |
|     1190 1188 1208  -2147483648  1190 1188 1208  1
 | |
|     1209 1189 1191  -2147483648  1209 1189 1191  1
 | |
|     1208 1210 1190  -2147483648  1208 1210 1190  1
 | |
|     1191 1211 1209  -2147483648  1191 1211 1209  1
 | |
|     1200 1198 1218  -2147483648  1200 1198 1218  1
 | |
|     1219 1199 1201  -2147483648  1219 1199 1201  1
 | |
|     1218 1220 1200  -2147483648  1218 1220 1200  1
 | |
|     1201 1221 1219  -2147483648  1201 1221 1219  1
 | |
|     1204 1202 1222  -2147483648  1204 1202 1222  1
 | |
|     1223 1203 1205  -2147483648  1223 1203 1205  1
 | |
|     1222 1224 1204  -2147483648  1222 1224 1204  1
 | |
|     1205 1225 1223  -2147483648  1205 1225 1223  1
 | |
|     1208 1206 1226  -2147483648  1208 1206 1226  1
 | |
|     1227 1207 1209  -2147483648  1227 1207 1209  1
 | |
|     1226 1228 1208  -2147483648  1226 1228 1208  1
 | |
|     1209 1229 1227  -2147483648  1209 1229 1227  1
 | |
|     1202 1210 1230  -2147483648  1202 1210 1230  1
 | |
|     1231 1211 1203  -2147483648  1231 1211 1203  1
 | |
|     1230 1222 1202  -2147483648  1230 1222 1202  1
 | |
|     1203 1223 1231  -2147483648  1203 1223 1231  1
 | |
|     1214 1212 1232  -2147483648  1214 1212 1232  1
 | |
|     1233 1213 1215  -2147483648  1233 1213 1215  1
 | |
|     1232 1234 1214  -2147483648  1232 1234 1214  1
 | |
|     1215 1235 1233  -2147483648  1215 1235 1233  1
 | |
|     1198 1214 1234  -2147483648  1198 1214 1234  1
 | |
|     1235 1215 1199  -2147483648  1235 1215 1199  1
 | |
|     1234 1218 1198  -2147483648  1234 1218 1198  1
 | |
|     1199 1219 1235  -2147483648  1199 1219 1235  1
 | |
|     1220 1226 1206  -2147483648  1220 1226 1206  1
 | |
|     1207 1227 1221  -2147483648  1207 1227 1221  1
 | |
|     1206 1200 1220  -2147483648  1206 1200 1220  1
 | |
|     1221 1201 1207  -2147483648  1221 1201 1207  1
 | |
|     1212 1216 1236  -2147483648  1212 1216 1236  1
 | |
|     1237 1217 1213  -2147483648  1237 1217 1213  1
 | |
|     1236 1232 1212  -2147483648  1236 1232 1212  1
 | |
|     1213 1233 1237  -2147483648  1213 1233 1237  1
 | |
|     1210 1208 1228  -2147483648  1210 1208 1228  1
 | |
|     1229 1209 1211  -2147483648  1229 1209 1211  1
 | |
|     1228 1230 1210  -2147483648  1228 1230 1210  1
 | |
|     1211 1231 1229  -2147483648  1211 1231 1229  1
 | |
|     1238 1239 1218  -2147483648  1238 1239 1218  1
 | |
|     1219 1240 1241  -2147483648  1219 1240 1241  1
 | |
|     1224 1222 1242  -2147483648  1224 1222 1242  1
 | |
|     1243 1223 1225  -2147483648  1243 1223 1225  1
 | |
|     1244 1245 1236  -2147483648  1244 1245 1236  1
 | |
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 | |
|     1699 1681 1761  -2147483648  1699 1681 1761  1
 | |
|     1698 1762 1760  -2147483648  1698 1762 1760  1
 | |
|     1761 1763 1699  -2147483648  1761 1763 1699  1
 | |
|     1762 1764 1765  -2147483648  1762 1764 1765  1
 | |
|     1766 1767 1763  -2147483648  1766 1767 1763  1
 | |
|     1765 1760 1762  -2147483648  1765 1760 1762  1
 | |
|     1763 1761 1766  -2147483648  1763 1761 1766  1
 | |
|     1760 1765 1768  -2147483648  1760 1765 1768  1
 | |
|     1769 1766 1761  -2147483648  1769 1766 1761  1
 | |
|     1768 1758 1760  -2147483648  1768 1758 1760  1
 | |
|     1761 1759 1769  -2147483648  1761 1759 1769  1
 | |
|     1758 1768 1630  -2147483648  1758 1768 1630  1
 | |
|     1631 1769 1759  -2147483648  1631 1769 1759  1
 | |
|     1598 1596 1750  -2147483648  1598 1596 1750  1
 | |
|     1753 1597 1599  -2147483648  1753 1597 1599  1
 | |
|     1636 1632 1598  -2147483648  1636 1632 1598  1
 | |
|     1599 1633 1641  -2147483648  1599 1633 1641  1
 | |
|     1630 1656 1612  -2147483648  1630 1656 1612  1
 | |
|     1613 1661 1631  -2147483648  1613 1661 1631  1
 | |
|     1770 1730 1708  -2147483648  1770 1730 1708  1
 | |
|     1709 1733 1771  -2147483648  1709 1733 1771  1
 | |
|     1772 1770 1708  -2147483648  1772 1770 1708  1
 | |
|     1709 1771 1773  -2147483648  1709 1771 1773  1
 | |
|     1735 1774 1708  -2147483648  1735 1774 1708  1
 | |
|     1709 1775 1736  -2147483648  1709 1775 1736  1
 | |
|     1776 1734 1708  -2147483648  1776 1734 1708  1
 | |
|     1709 1737 1777  -2147483648  1709 1737 1777  1
 | |
|     1778 1779 1708  -2147483648  1778 1779 1708  1
 | |
|     1709 1780 1781  -2147483648  1709 1780 1781  1
 | |
|     1723 1778 1708  -2147483648  1723 1778 1708  1
 | |
|     1709 1781 1724  -2147483648  1709 1781 1724  1
 | |
|     1662 1739 1751  -2147483648  1662 1739 1751  1
 | |
|     1752 1740 1663  -2147483648  1752 1740 1663  1
 | |
|     1751 1750 1662  -2147483648  1751 1750 1662  1
 | |
|     1663 1753 1752  -2147483648  1663 1753 1752  1
 | |
|     1739 1743 1754  -2147483648  1739 1743 1754  1
 | |
|     1755 1744 1740  -2147483648  1755 1744 1740  1
 | |
|     1754 1751 1739  -2147483648  1754 1751 1739  1
 | |
|     1740 1752 1755  -2147483648  1740 1752 1755  1
 | |
|     1743 1747 1756  -2147483648  1743 1747 1756  1
 | |
|     1757 1748 1744  -2147483648  1757 1748 1744  1
 | |
|     1756 1754 1743  -2147483648  1756 1754 1743  1
 | |
|     1744 1755 1757  -2147483648  1744 1755 1757  1
 | |
|     1656 1630 1768  -2147483648  1656 1630 1768  1
 | |
|     1769 1631 1661  -2147483648  1769 1631 1661  1
 | |
|     1768 1657 1656  -2147483648  1768 1657 1656  1
 | |
|     1661 1660 1769  -2147483648  1661 1660 1769  1
 | |
|     1657 1768 1765  -2147483648  1657 1768 1765  1
 | |
|     1766 1769 1660  -2147483648  1766 1769 1660  1
 | |
|     1765 1682 1657  -2147483648  1765 1682 1657  1
 | |
|     1660 1683 1766  -2147483648  1660 1683 1766  1
 | |
|     1682 1765 1764  -2147483648  1682 1765 1764  1
 | |
|     1767 1766 1683  -2147483648  1767 1766 1683  1
 | |
|     1764 1700 1682  -2147483648  1764 1700 1682  1
 | |
|     1683 1701 1767  -2147483648  1683 1701 1767  1
 | |
|     1750 1636 1598  -2147483648  1750 1636 1598  1
 | |
|     1599 1641 1753  -2147483648  1599 1641 1753  1
 | |
|     1656 1596 1612  -2147483648  1656 1596 1612  1
 | |
|     1613 1597 1661  -2147483648  1613 1597 1661  1
 | |
|     1656 1662 1596  -2147483648  1656 1662 1596  1
 | |
|     1597 1663 1661  -2147483648  1597 1663 1661  1
 | |
|     1662 1750 1596  -2147483648  1662 1750 1596  1
 | |
|     1597 1753 1663  -2147483648  1597 1753 1663  1
 | |
|     1570 1588 1592  -2147483648  1570 1588 1592  1
 | |
|     1593 1589 1571  -2147483648  1593 1589 1571  1
 | |
|     1592 1594 1574  -2147483648  1592 1594 1574  1
 | |
|     1575 1595 1593  -2147483648  1575 1595 1593  1
 | |
|     1496 1494 1514  -2147483648  1496 1494 1514  1
 | |
|     1517 1495 1497  -2147483648  1517 1495 1497  1
 | |
|     1782 987 985  -2147483648  1782 987 985  1
 | |
|     986 987 1782  -2147483648  986 987 1782  1
 | |
|     1782 985 983  -2147483648  1782 985 983  1
 | |
|     984 986 1782  -2147483648  984 986 1782  1
 | |
|     983 1783 1782  -2147483648  983 1783 1782  1
 | |
|     1782 1784 984  -2147483648  1782 1784 984  1
 | |
|     983 981 1785  -2147483648  983 981 1785  1
 | |
|     1786 982 984  -2147483648  1786 982 984  1
 | |
|     1785 1783 983  -2147483648  1785 1783 983  1
 | |
|     984 1784 1786  -2147483648  984 1784 1786  1
 | |
|     1410 1785 981  -2147483648  1410 1785 981  1
 | |
|     982 1786 1411  -2147483648  982 1786 1411  1
 | |
|     1410 981 992  -2147483648  1410 981 992  1
 | |
|     993 982 1411  -2147483648  993 982 1411  1
 | |
|     1787 1788 1789  -2147483648  1787 1788 1789  1
 | |
|     1790 1791 1787  -2147483648  1790 1791 1787  1
 | |
|     1789 1792 1787  -2147483648  1789 1792 1787  1
 | |
|     1787 1792 1790  -2147483648  1787 1792 1790  1
 | |
|     1788 1793 1794  -2147483648  1788 1793 1794  1
 | |
|     1795 1796 1791  -2147483648  1795 1796 1791  1
 | |
|     1794 1789 1788  -2147483648  1794 1789 1788  1
 | |
|     1791 1790 1795  -2147483648  1791 1790 1795  1
 | |
|     1797 1798 1799  -2147483648  1797 1798 1799  1
 | |
|     1799 1798 1800  -2147483648  1799 1798 1800  1
 | |
|     1799 1801 1797  -2147483648  1799 1801 1797  1
 | |
|     1800 1802 1799  -2147483648  1800 1802 1799  1
 | |
|     1793 1797 1801  -2147483648  1793 1797 1801  1
 | |
|     1802 1800 1796  -2147483648  1802 1800 1796  1
 | |
|     1801 1794 1793  -2147483648  1801 1794 1793  1
 | |
|     1796 1795 1802  -2147483648  1796 1795 1802  1
 | |
|     1792 1789 1803  -2147483648  1792 1789 1803  1
 | |
|     1804 1790 1792  -2147483648  1804 1790 1792  1
 | |
|     1803 1805 1792  -2147483648  1803 1805 1792  1
 | |
|     1792 1805 1804  -2147483648  1792 1805 1804  1
 | |
|     1789 1794 1806  -2147483648  1789 1794 1806  1
 | |
|     1807 1795 1790  -2147483648  1807 1795 1790  1
 | |
|     1806 1803 1789  -2147483648  1806 1803 1789  1
 | |
|     1790 1804 1807  -2147483648  1790 1804 1807  1
 | |
|     1801 1799 1808  -2147483648  1801 1799 1808  1
 | |
|     1808 1799 1802  -2147483648  1808 1799 1802  1
 | |
|     1808 1809 1801  -2147483648  1808 1809 1801  1
 | |
|     1802 1810 1808  -2147483648  1802 1810 1808  1
 | |
|     1794 1801 1809  -2147483648  1794 1801 1809  1
 | |
|     1810 1802 1795  -2147483648  1810 1802 1795  1
 | |
|     1809 1806 1794  -2147483648  1809 1806 1794  1
 | |
|     1795 1807 1810  -2147483648  1795 1807 1810  1
 | |
|     904 876 1811  -2147483648  904 876 1811  1
 | |
|     1812 877 909  -2147483648  1812 877 909  1
 | |
|     905 1406 906  -2147483648  905 1406 906  1
 | |
|     907 1407 908  -2147483648  907 1407 908  1
 | |
|     906 878 904  -2147483648  906 878 904  1
 | |
|     909 879 907  -2147483648  909 879 907  1
 | |
|     878 876 904  -2147483648  878 876 904  1
 | |
|     909 877 879  -2147483648  909 877 879  1
 | |
|     1811 905 904  -2147483648  1811 905 904  1
 | |
|     909 908 1812  -2147483648  909 908 1812  1
 | |
|     1813 1403 1402  -2147483648  1813 1403 1402  1
 | |
|     1405 1404 1814  -2147483648  1405 1404 1814  1
 | |
|     905 1811 1402  -2147483648  905 1811 1402  1
 | |
|     1405 1812 908  -2147483648  1405 1812 908  1
 | |
|     212 210 232  -2147483648  212 210 232  1
 | |
|     233 211 213  -2147483648  233 211 213  1
 | |
|     232 214 212  -2147483648  232 214 212  1
 | |
|     213 215 233  -2147483648  213 215 233  1
 | |
|     210 209 228  -2147483648  210 209 228  1
 | |
|     228 209 211  -2147483648  228 209 211  1
 | |
|     228 232 210  -2147483648  228 232 210  1
 | |
|     211 233 228  -2147483648  211 233 228  1
 | |
|     1402 1811 874  -2147483648  1402 1811 874  1
 | |
|     875 1812 1405  -2147483648  875 1812 1405  1
 | |
|     874 1813 1402  -2147483648  874 1813 1402  1
 | |
|     1405 1814 875  -2147483648  1405 1814 875  1
 | |
|     872 870 894  -2147483648  872 870 894  1
 | |
|     895 871 873  -2147483648  895 871 873  1
 | |
|     894 902 872  -2147483648  894 902 872  1
 | |
|     873 903 895  -2147483648  873 903 895  1
 | |
|     1811 876 874  -2147483648  1811 876 874  1
 | |
|     875 877 1812  -2147483648  875 877 1812  1
 | |
|     1394 1392 1330  -2147483648  1394 1392 1330  1
 | |
|     1331 1393 1395  -2147483648  1331 1393 1395  1
 | |
|     1399 1396 1330  -2147483648  1399 1396 1330  1
 | |
|     1331 1397 1400  -2147483648  1331 1397 1400  1
 | |
|     1774 1772 1708  -2147483648  1774 1772 1708  1
 | |
|     1709 1773 1775  -2147483648  1709 1773 1775  1
 | |
|     1779 1776 1708  -2147483648  1779 1776 1708  1
 | |
|     1709 1777 1780  -2147483648  1709 1777 1780  1
 | |
|     794 800 1815  -2147483648  794 800 1815  1
 | |
|     1816 801 799  -2147483648  1816 801 799  1
 | |
|     794 1815 1817  -2147483648  794 1815 1817  1
 | |
|     1818 1816 799  -2147483648  1818 1816 799  1
 | |
|     822 794 1817  -2147483648  822 794 1817  1
 | |
|     1818 799 823  -2147483648  1818 799 823  1
 | |
|     822 1817 1819  -2147483648  822 1817 1819  1
 | |
|     1820 1818 823  -2147483648  1820 1818 823  1
 | |
|     850 822 1819  -2147483648  850 822 1819  1
 | |
|     1820 823 851  -2147483648  1820 823 851  1
 | |
|     850 1819 1821  -2147483648  850 1819 1821  1
 | |
|     1822 1820 851  -2147483648  1822 1820 851  1
 | |
|     874 850 1821  -2147483648  874 850 1821  1
 | |
|     1822 851 875  -2147483648  1822 851 875  1
 | |
|     874 1821 1823  -2147483648  874 1821 1823  1
 | |
|     1824 1822 875  -2147483648  1824 1822 875  1
 | |
|     1403 1813 1825  -2147483648  1403 1813 1825  1
 | |
|     1826 1814 1404  -2147483648  1826 1814 1404  1
 | |
|     874 1823 1825  -2147483648  874 1823 1825  1
 | |
|     1826 1824 875  -2147483648  1826 1824 875  1
 | |
|     874 1825 1813  -2147483648  874 1825 1813  1
 | |
|     1814 1826 875  -2147483648  1814 1826 875  1
 | |
|     1827 455 491  -2147483648  1827 455 491  1
 | |
|     492 456 1828  -2147483648  492 456 1828  1
 | |
|     674 1827 670  -2147483648  674 1827 670  1
 | |
|     671 1828 675  -2147483648  671 1828 675  1
 | |
|     1827 674 1829  -2147483648  1827 674 1829  1
 | |
|     1829 675 1828  -2147483648  1829 675 1828  1
 | |
|     455 1827 1829  -2147483648  455 1827 1829  1
 | |
|     1829 1828 456  -2147483648  1829 1828 456  1
 | |
|     455 1829 458  -2147483648  455 1829 458  1
 | |
|     458 1829 456  -2147483648  458 1829 456  1
 | |
|     678 1829 674  -2147483648  678 1829 674  1
 | |
|     675 1829 678  -2147483648  675 1829 678  1
 | |
|     491 1830 1827  -2147483648  491 1830 1827  1
 | |
|     1828 1831 492  -2147483648  1828 1831 492  1
 | |
|     1830 670 1827  -2147483648  1830 670 1827  1
 | |
|     1828 671 1831  -2147483648  1828 671 1831  1
 | |
|     98 1832 1833  -2147483648  98 1832 1833  1
 | |
|     1834 1835 99  -2147483648  1834 1835 99  1
 | |
|     98 1833 94  -2147483648  98 1833 94  1
 | |
|     95 1834 99  -2147483648  95 1834 99  1
 | |
|     1832 1836 1837  -2147483648  1832 1836 1837  1
 | |
|     1838 1839 1835  -2147483648  1838 1839 1835  1
 | |
|     1832 1837 1833  -2147483648  1832 1837 1833  1
 | |
|     1834 1838 1835  -2147483648  1834 1838 1835  1
 | |
|     102 1840 1832  -2147483648  102 1840 1832  1
 | |
|     1835 1841 103  -2147483648  1835 1841 103  1
 | |
|     102 1832 98  -2147483648  102 1832 98  1
 | |
|     99 1835 103  -2147483648  99 1835 103  1
 | |
|     1840 1836 1832  -2147483648  1840 1836 1832  1
 | |
|     1835 1839 1841  -2147483648  1835 1839 1841  1
 | |
|     94 1833 90  -2147483648  94 1833 90  1
 | |
|     91 1834 95  -2147483648  91 1834 95  1
 | |
|     1833 1837 90  -2147483648  1833 1837 90  1
 | |
|     91 1838 1834  -2147483648  91 1838 1834  1
 | |
|     1840 102 1842  -2147483648  1840 102 1842  1
 | |
|     1843 103 1841  -2147483648  1843 103 1841  1
 | |
|     1844 1840 1842  -2147483648  1844 1840 1842  1
 | |
|     1843 1841 1845  -2147483648  1843 1841 1845  1
 | |
|     1844 1842 1846  -2147483648  1844 1842 1846  1
 | |
|     1847 1843 1845  -2147483648  1847 1843 1845  1
 | |
|     104 1848 1842  -2147483648  104 1848 1842  1
 | |
|     1843 1849 105  -2147483648  1843 1849 105  1
 | |
|     104 1842 102  -2147483648  104 1842 102  1
 | |
|     103 1843 105  -2147483648  103 1843 105  1
 | |
|     1848 1850 1846  -2147483648  1848 1850 1846  1
 | |
|     1847 1851 1849  -2147483648  1847 1851 1849  1
 | |
|     1848 1846 1842  -2147483648  1848 1846 1842  1
 | |
|     1843 1847 1849  -2147483648  1843 1847 1849  1
 | |
|     168 1848 104  -2147483648  168 1848 104  1
 | |
|     105 1849 169  -2147483648  105 1849 169  1
 | |
|     176 1852 1850  -2147483648  176 1852 1850  1
 | |
|     1851 1853 177  -2147483648  1851 1853 177  1
 | |
|     176 1850 1848  -2147483648  176 1850 1848  1
 | |
|     1849 1851 177  -2147483648  1849 1851 177  1
 | |
|     1830 477 670  -2147483648  1830 477 670  1
 | |
|     671 478 1831  -2147483648  671 478 1831  1
 | |
|     477 487 670  -2147483648  477 487 670  1
 | |
|     671 488 478  -2147483648  671 488 478  1
 | |
|     585 593 1854  -2147483648  585 593 1854  1
 | |
|     1855 594 586  -2147483648  1855 594 586  1
 | |
|     585 1854 1856  -2147483648  585 1854 1856  1
 | |
|     1857 1855 586  -2147483648  1857 1855 586  1
 | |
|     1856 1854 1858  -2147483648  1856 1854 1858  1
 | |
|     1859 1855 1857  -2147483648  1859 1855 1857  1
 | |
|     1856 1858 1860  -2147483648  1856 1858 1860  1
 | |
|     1861 1859 1857  -2147483648  1861 1859 1857  1
 | |
|     549 535 1862  -2147483648  549 535 1862  1
 | |
|     1863 536 550  -2147483648  1863 536 550  1
 | |
|     549 1862 1864  -2147483648  549 1862 1864  1
 | |
|     1865 1863 550  -2147483648  1865 1863 550  1
 | |
|     1864 1862 1866  -2147483648  1864 1862 1866  1
 | |
|     1867 1863 1865  -2147483648  1867 1863 1865  1
 | |
|     1864 1866 1868  -2147483648  1864 1866 1868  1
 | |
|     1869 1867 1865  -2147483648  1869 1867 1865  1
 | |
|     279 395 262  -2147483648  279 395 262  1
 | |
|     263 396 280  -2147483648  263 396 280  1
 | |
|     1846 1850 1870  -2147483648  1846 1850 1870  1
 | |
|     1871 1851 1847  -2147483648  1871 1851 1847  1
 | |
|     1846 1870 1872  -2147483648  1846 1870 1872  1
 | |
|     1873 1871 1847  -2147483648  1873 1871 1847  1
 | |
|     1850 1852 1874  -2147483648  1850 1852 1874  1
 | |
|     1874 1853 1851  -2147483648  1874 1853 1851  1
 | |
|     1850 1874 1870  -2147483648  1850 1874 1870  1
 | |
|     1871 1874 1851  -2147483648  1871 1874 1851  1
 | |
|     1 30 2  -2147483648  1 30 2  1
 | |
|     4 31 3  -2147483648  4 31 3  1
 | |
|     317 1875 321  -2147483648  317 1875 321  1
 | |
|     324 1876 320  -2147483648  324 1876 320  1
 | |
|     321 1875 311  -2147483648  321 1875 311  1
 | |
|     314 1876 324  -2147483648  314 1876 324  1
 | |
|     1875 0 311  -2147483648  1875 0 311  1
 | |
|     314 0 1876  -2147483648  314 0 1876  1
 | |
|     1 0 1875  -2147483648  1 0 1875  1
 | |
|     1876 0 3  -2147483648  1876 0 3  1
 | |
|     30 1 1875  -2147483648  30 1 1875  1
 | |
|     1876 3 31  -2147483648  1876 3 31  1
 | |
|     30 1875 317  -2147483648  30 1875 317  1
 | |
|     320 1876 31  -2147483648  320 1876 31  1
 | |
|     22 291 23  -2147483648  22 291 23  1
 | |
|     24 294 25  -2147483648  24 294 25  1
 | |
|     291 27 23  -2147483648  291 27 23  1
 | |
|     24 28 294  -2147483648  24 28 294  1
 | |
|     22 32 291  -2147483648  22 32 291  1
 | |
|     294 33 25  -2147483648  294 33 25  1
 | |
|     39 1877 41  -2147483648  39 1877 41  1
 | |
|     42 1878 40  -2147483648  42 1878 40  1
 | |
|     1877 34 41  -2147483648  1877 34 41  1
 | |
|     42 35 1878  -2147483648  42 35 1878  1
 | |
|     34 1877 54  -2147483648  34 1877 54  1
 | |
|     55 1878 35  -2147483648  55 1878 35  1
 | |
|     1877 39 54  -2147483648  1877 39 54  1
 | |
|     55 40 1878  -2147483648  55 40 1878  1
 | |
|     168 172 1848  -2147483648  168 172 1848  1
 | |
|     1849 173 169  -2147483648  1849 173 169  1
 | |
|     172 176 1848  -2147483648  172 176 1848  1
 | |
|     1849 177 173  -2147483648  1849 177 173  1
 | |
|     180 1852 176  -2147483648  180 1852 176  1
 | |
|     177 1853 180  -2147483648  177 1853 180  1
 | |
|     180 1874 1852  -2147483648  180 1874 1852  1
 | |
|     1853 1874 180  -2147483648  1853 1874 180  1
 | |
|     187 189 191  -2147483648  187 189 191  1
 | |
|     196 190 188  -2147483648  196 190 188  1
 | |
|     189 192 191  -2147483648  189 192 191  1
 | |
|     196 195 190  -2147483648  196 195 190  1
 | |
|     1803 1879 1880  -2147483648  1803 1879 1880  1
 | |
|     1880 1881 1804  -2147483648  1880 1881 1804  1
 | |
|     1803 1880 1805  -2147483648  1803 1880 1805  1
 | |
|     1805 1880 1804  -2147483648  1805 1880 1804  1
 | |
|     1879 1882 1883  -2147483648  1879 1882 1883  1
 | |
|     1883 1884 1881  -2147483648  1883 1884 1881  1
 | |
|     1879 1883 1880  -2147483648  1879 1883 1880  1
 | |
|     1880 1883 1881  -2147483648  1880 1883 1881  1
 | |
|     1806 1885 1879  -2147483648  1806 1885 1879  1
 | |
|     1881 1886 1807  -2147483648  1881 1886 1807  1
 | |
|     1806 1879 1803  -2147483648  1806 1879 1803  1
 | |
|     1804 1881 1807  -2147483648  1804 1881 1807  1
 | |
|     1885 1887 1882  -2147483648  1885 1887 1882  1
 | |
|     1884 1888 1886  -2147483648  1884 1888 1886  1
 | |
|     1885 1882 1879  -2147483648  1885 1882 1879  1
 | |
|     1881 1884 1886  -2147483648  1881 1884 1886  1
 | |
|     1808 1889 1890  -2147483648  1808 1889 1890  1
 | |
|     1891 1889 1808  -2147483648  1891 1889 1808  1
 | |
|     1808 1890 1809  -2147483648  1808 1890 1809  1
 | |
|     1810 1891 1808  -2147483648  1810 1891 1808  1
 | |
|     1889 1892 1893  -2147483648  1889 1892 1893  1
 | |
|     1894 1892 1889  -2147483648  1894 1892 1889  1
 | |
|     1889 1893 1890  -2147483648  1889 1893 1890  1
 | |
|     1891 1894 1889  -2147483648  1891 1894 1889  1
 | |
|     1809 1890 1885  -2147483648  1809 1890 1885  1
 | |
|     1886 1891 1810  -2147483648  1886 1891 1810  1
 | |
|     1809 1885 1806  -2147483648  1809 1885 1806  1
 | |
|     1807 1886 1810  -2147483648  1807 1886 1810  1
 | |
|     1890 1893 1887  -2147483648  1890 1893 1887  1
 | |
|     1888 1894 1891  -2147483648  1888 1894 1891  1
 | |
|     1890 1887 1885  -2147483648  1890 1887 1885  1
 | |
|     1886 1888 1891  -2147483648  1886 1888 1891  1
 | |
|     1895 1896 1897  -2147483648  1895 1896 1897  1
 | |
|     1897 1896 1898  -2147483648  1897 1896 1898  1
 | |
|     1882 1895 1897  -2147483648  1882 1895 1897  1
 | |
|     1897 1898 1884  -2147483648  1897 1898 1884  1
 | |
|     1882 1897 1883  -2147483648  1882 1897 1883  1
 | |
|     1883 1897 1884  -2147483648  1883 1897 1884  1
 | |
|     1899 1896 1895  -2147483648  1899 1896 1895  1
 | |
|     1898 1896 1900  -2147483648  1898 1896 1900  1
 | |
|     1887 1899 1895  -2147483648  1887 1899 1895  1
 | |
|     1898 1900 1888  -2147483648  1898 1900 1888  1
 | |
|     1887 1895 1882  -2147483648  1887 1895 1882  1
 | |
|     1884 1898 1888  -2147483648  1884 1898 1888  1
 | |
|     1901 1896 1902  -2147483648  1901 1896 1902  1
 | |
|     1903 1896 1901  -2147483648  1903 1896 1901  1
 | |
|     1892 1901 1902  -2147483648  1892 1901 1902  1
 | |
|     1903 1901 1892  -2147483648  1903 1901 1892  1
 | |
|     1892 1902 1893  -2147483648  1892 1902 1893  1
 | |
|     1894 1903 1892  -2147483648  1894 1903 1892  1
 | |
|     1902 1896 1899  -2147483648  1902 1896 1899  1
 | |
|     1900 1896 1903  -2147483648  1900 1896 1903  1
 | |
|     1893 1902 1899  -2147483648  1893 1902 1899  1
 | |
|     1900 1903 1894  -2147483648  1900 1903 1894  1
 | |
|     1893 1899 1887  -2147483648  1893 1899 1887  1
 | |
|     1888 1900 1894  -2147483648  1888 1900 1894  1
 | |
|     806 1904 807  -2147483648  806 1904 807  1
 | |
|     808 1905 809  -2147483648  808 1905 809  1
 | |
|     1904 776 807  -2147483648  1904 776 807  1
 | |
|     808 777 1905  -2147483648  808 777 1905  1
 | |
|     830 1904 806  -2147483648  830 1904 806  1
 | |
|     809 1905 831  -2147483648  809 1905 831  1
 | |
|     1904 830 1906  -2147483648  1904 830 1906  1
 | |
|     1907 831 1905  -2147483648  1907 831 1905  1
 | |
|     776 1904 1906  -2147483648  776 1904 1906  1
 | |
|     1907 1905 777  -2147483648  1907 1905 777  1
 | |
|     776 1906 778  -2147483648  776 1906 778  1
 | |
|     779 1907 777  -2147483648  779 1907 777  1
 | |
|     834 1906 830  -2147483648  834 1906 830  1
 | |
|     831 1907 835  -2147483648  831 1907 835  1
 | |
|     1906 834 1908  -2147483648  1906 834 1908  1
 | |
|     1909 835 1907  -2147483648  1909 835 1907  1
 | |
|     778 1906 1908  -2147483648  778 1906 1908  1
 | |
|     1909 1907 779  -2147483648  1909 1907 779  1
 | |
|     778 1908 780  -2147483648  778 1908 780  1
 | |
|     781 1909 779  -2147483648  781 1909 779  1
 | |
|     810 1908 834  -2147483648  810 1908 834  1
 | |
|     835 1909 813  -2147483648  835 1909 813  1
 | |
|     780 1908 782  -2147483648  780 1908 782  1
 | |
|     783 1909 781  -2147483648  783 1909 781  1
 | |
|     1908 810 782  -2147483648  1908 810 782  1
 | |
|     783 813 1909  -2147483648  783 813 1909  1
 | |
|     339 1910 355  -2147483648  339 1910 355  1
 | |
|     358 1911 340  -2147483648  358 1911 340  1
 | |
|     352 1910 333  -2147483648  352 1910 333  1
 | |
|     334 1911 353  -2147483648  334 1911 353  1
 | |
|     1910 339 333  -2147483648  1910 339 333  1
 | |
|     334 340 1911  -2147483648  334 340 1911  1
 | |
|     369 1912 373  -2147483648  369 1912 373  1
 | |
|     374 1913 372  -2147483648  374 1913 372  1
 | |
|     1912 387 373  -2147483648  1912 387 373  1
 | |
|     374 388 1913  -2147483648  374 388 1913  1
 | |
|     1844 1914 1840  -2147483648  1844 1914 1840  1
 | |
|     1841 1915 1845  -2147483648  1841 1915 1845  1
 | |
|     1914 1836 1840  -2147483648  1914 1836 1840  1
 | |
|     1841 1839 1915  -2147483648  1841 1839 1915  1
 | |
|     651 647 637  -2147483648  651 647 637  1
 | |
|     638 650 652  -2147483648  638 650 652  1
 | |
|     647 631 637  -2147483648  647 631 637  1
 | |
|     638 634 650  -2147483648  638 634 650  1
 | |
|     87 1916 84  -2147483648  87 1916 84  1
 | |
|     85 1917 88  -2147483648  85 1917 88  1
 | |
|     1916 82 84  -2147483648  1916 82 84  1
 | |
|     85 83 1917  -2147483648  85 83 1917  1
 | |
|     645 1916 87  -2147483648  645 1916 87  1
 | |
|     88 1917 646  -2147483648  88 1917 646  1
 | |
|     82 1916 605  -2147483648  82 1916 605  1
 | |
|     606 1917 83  -2147483648  606 1917 83  1
 | |
|     605 1916 627  -2147483648  605 1916 627  1
 | |
|     630 1917 606  -2147483648  630 1917 606  1
 | |
|     1916 645 627  -2147483648  1916 645 627  1
 | |
|     630 646 1917  -2147483648  630 646 1917  1
 | |
|   tverts 1918
 | |
|     0.45479 0.0304882 0
 | |
|     0.447807 0.0345809 0
 | |
|     0.444724 0.0294561 0
 | |
|     0.447807 0.0345809 0
 | |
|     0.444724 0.0294561 0
 | |
|     0.450807 0.0229765 0
 | |
|     0.442784 0.0183477 0
 | |
|     0.442784 0.0183477 0
 | |
|     0.447842 0.0148083 0
 | |
|     0.438844 0.0326637 0
 | |
|     0.438623 0.0216164 0
 | |
|     0.438623 0.0216164 0
 | |
|     0.438844 0.0326637 0
 | |
|     0.437126 0.0124767 0
 | |
|     0.437126 0.0124767 0
 | |
|     0.441457 0.00665379 0
 | |
|     0.435595 0.0208783 0
 | |
|     0.435595 0.0208783 0
 | |
|     0.433419 0.0238613 0
 | |
|     0.427597 0.0230639 0
 | |
|     0.427597 0.0230639 0
 | |
|     0.433419 0.0238613 0
 | |
|     0.429615 0.0421166 0
 | |
|     0.431773 0.0368488 0
 | |
|     0.431773 0.0368488 0
 | |
|     0.429615 0.0421166 0
 | |
|     0.42251 0.0378714 0
 | |
|     0.408838 0.0424121 0
 | |
|     0.408838 0.0424121 0
 | |
|     0.42251 0.0378714 0
 | |
|     0.439933 0.040769 0
 | |
|     0.439933 0.040769 0
 | |
|     0.430492 0.0474935 0
 | |
|     0.430492 0.0474935 0
 | |
|     0.414427 0.034 0
 | |
|     0.414427 0.034 0
 | |
|     0.424465 0.0117254 0
 | |
|     0.424465 0.0117254 0
 | |
|     0.427806 0.00245267 0
 | |
|     0.419867 0.0207965 0
 | |
|     0.419867 0.0207965 0
 | |
|     0.402393 0.0298116 0
 | |
|     0.402393 0.0298116 0
 | |
|     0.40381 0.0138806 0
 | |
|     0.40381 0.0138806 0
 | |
|     0.402961 0.00332314 0
 | |
|     0.402433 0.0213848 0
 | |
|     0.402433 0.0213848 0
 | |
|     0.429604 0.0339355 0
 | |
|     0.431827 0.0296981 0
 | |
|     0.431827 0.0296981 0
 | |
|     0.429604 0.0339355 0
 | |
|     0.427202 0.0357136 0
 | |
|     0.427202 0.0357136 0
 | |
|     0.424469 0.0327761 0
 | |
|     0.424469 0.0327761 0
 | |
|     0.174047 0.834926 0
 | |
|     0.199908 0.854665 0
 | |
|     0.183794 0.872774 0
 | |
|     0.183794 0.872774 0
 | |
|     0.199908 0.854665 0
 | |
|     0.174047 0.834926 0
 | |
|     0.162263 0.854651 0
 | |
|     0.162263 0.854651 0
 | |
|     0.363896 0.970882 0
 | |
|     0.352444 0.988597 0
 | |
|     0.341078 0.973533 0
 | |
|     0.341078 0.973533 0
 | |
|     0.350112 0.960524 0
 | |
|     0.350112 0.960524 0
 | |
|     0.338483 0.961654 0
 | |
|     0.338483 0.961654 0
 | |
|     0.210786 0.0486563 0
 | |
|     0.22531 0.0624589 0
 | |
|     0.20263 0.064824 0
 | |
|     0.20263 0.064824 0
 | |
|     0.22531 0.0624589 0
 | |
|     0.210786 0.0486563 0
 | |
|     0.217861 0.0781808 0
 | |
|     0.217861 0.0781808 0
 | |
|     0.231107 0.0770298 0
 | |
|     0.231107 0.0770298 0
 | |
|     0.215977 0.10501 0
 | |
|     0.215977 0.10501 0
 | |
|     0.231885 0.10897 0
 | |
|     0.231885 0.10897 0
 | |
|     0.243308 0.144871 0
 | |
|     0.234929 0.157044 0
 | |
|     0.234929 0.157044 0
 | |
|     0.243308 0.144871 0
 | |
|     0.235807 0.191113 0
 | |
|     0.235807 0.191113 0
 | |
|     0.252043 0.169209 0
 | |
|     0.252043 0.169209 0
 | |
|     0.255152 0.200992 0
 | |
|     0.255152 0.200992 0
 | |
|     0.264382 0.185392 0
 | |
|     0.264382 0.185392 0
 | |
|     0.29081 0.226786 0
 | |
|     0.29081 0.226786 0
 | |
|     0.297707 0.211414 0
 | |
|     0.297707 0.211414 0
 | |
|     0.323097 0.235939 0
 | |
|     0.323097 0.235939 0
 | |
|     0.333616 0.216124 0
 | |
|     0.333616 0.216124 0
 | |
|     0.224077 0.875529 0
 | |
|     0.201488 0.888032 0
 | |
|     0.201488 0.888032 0
 | |
|     0.224077 0.875529 0
 | |
|     0.127349 0.834142 0
 | |
|     0.134993 0.818163 0
 | |
|     0.25709 0.0404236 0
 | |
|     0.234512 0.0438424 0
 | |
|     0.238907 0.0235825 0
 | |
|     0.234512 0.0438424 0
 | |
|     0.25709 0.0404236 0
 | |
|     0.257507 0.0244934 0
 | |
|     0.243893 0.0618033 0
 | |
|     0.243893 0.0618033 0
 | |
|     0.24817 0.0815147 0
 | |
|     0.24817 0.0815147 0
 | |
|     0.250375 0.103788 0
 | |
|     0.250375 0.103788 0
 | |
|     0.257993 0.127617 0
 | |
|     0.257993 0.127617 0
 | |
|     0.265567 0.154894 0
 | |
|     0.265567 0.154894 0
 | |
|     0.290209 0.173658 0
 | |
|     0.290209 0.173658 0
 | |
|     0.313515 0.202476 0
 | |
|     0.313515 0.202476 0
 | |
|     0.18032 0.893995 0
 | |
|     0.18032 0.893995 0
 | |
|     0.169383 0.882256 0
 | |
|     0.169383 0.882256 0
 | |
|     0.149535 0.867638 0
 | |
|     0.149535 0.867638 0
 | |
|     0.11883 0.850331 0
 | |
|     0.273129 0.0242504 0
 | |
|     0.275554 0.0392264 0
 | |
|     0.275554 0.0392264 0
 | |
|     0.260472 0.0585459 0
 | |
|     0.260472 0.0585459 0
 | |
|     0.280868 0.0537276 0
 | |
|     0.280868 0.0537276 0
 | |
|     0.268377 0.0963923 0
 | |
|     0.281855 0.076256 0
 | |
|     0.289535 0.0878243 0
 | |
|     0.289535 0.0878243 0
 | |
|     0.281855 0.076256 0
 | |
|     0.268377 0.0963923 0
 | |
|     0.276781 0.113775 0
 | |
|     0.292333 0.126436 0
 | |
|     0.292333 0.126436 0
 | |
|     0.276781 0.113775 0
 | |
|     0.283716 0.145911 0
 | |
|     0.283716 0.145911 0
 | |
|     0.312862 0.165005 0
 | |
|     0.327544 0.133147 0
 | |
|     0.327544 0.133147 0
 | |
|     0.312862 0.165005 0
 | |
|     0.340417 0.156492 0
 | |
|     0.340417 0.156492 0
 | |
|     0.336285 0.188754 0
 | |
|     0.336285 0.188754 0
 | |
|     0.360813 0.178205 0
 | |
|     0.360813 0.178205 0
 | |
|     0.357799 0.200756 0
 | |
|     0.357799 0.200756 0
 | |
|     0.381421 0.185512 0
 | |
|     0.381421 0.185512 0
 | |
|     0.384224 0.208574 0
 | |
|     0.384224 0.208574 0
 | |
|     0.42903 0.17982 0
 | |
|     0.42903 0.17982 0
 | |
|     0.432223 0.207802 0
 | |
|     0.432223 0.207802 0
 | |
|     0.455741 0.183326 0
 | |
|     0.455741 0.183326 0
 | |
|     0.512107 0.196584 0
 | |
|     0.510527 0.182445 0
 | |
|     0.290082 0.0223092 0
 | |
|     0.293207 0.0362287 0
 | |
|     0.293207 0.0362287 0
 | |
|     0.296322 0.0497278 0
 | |
|     0.296322 0.0497278 0
 | |
|     0.292288 0.0658025 0
 | |
|     0.292288 0.0658025 0
 | |
|     0.308761 0.0543236 0
 | |
|     0.308761 0.0543236 0
 | |
|     0.308371 0.0650503 0
 | |
|     0.324897 0.0548015 0
 | |
|     0.325458 0.0617838 0
 | |
|     0.325458 0.0617838 0
 | |
|     0.324897 0.0548015 0
 | |
|     0.308371 0.0650503 0
 | |
|     0.309526 0.0725845 0
 | |
|     0.309526 0.0725845 0
 | |
|     0.31652 0.123741 0
 | |
|     0.33787 0.113765 0
 | |
|     0.33787 0.113765 0
 | |
|     0.31652 0.123741 0
 | |
|     0.357022 0.11005 0
 | |
|     0.357022 0.11005 0
 | |
|     0.366508 0.141411 0
 | |
|     0.366508 0.141411 0
 | |
|     0.394484 0.158872 0
 | |
|     0.394484 0.158872 0
 | |
|     0.302173 0.0205674 0
 | |
|     0.305782 0.0315372 0
 | |
|     0.305782 0.0315372 0
 | |
|     0.308281 0.0441148 0
 | |
|     0.308281 0.0441148 0
 | |
|     0.325986 0.041949 0
 | |
|     0.325986 0.041949 0
 | |
|     0.342221 0.0474523 0
 | |
|     0.342221 0.0474523 0
 | |
|     0.352962 0.0971532 0
 | |
|     0.358653 0.0802462 0
 | |
|     0.358653 0.0802462 0
 | |
|     0.352962 0.0971532 0
 | |
|     0.370661 0.0939455 0
 | |
|     0.370661 0.0939455 0
 | |
|     0.381997 0.12249 0
 | |
|     0.381997 0.12249 0
 | |
|     0.408177 0.14522 0
 | |
|     0.408177 0.14522 0
 | |
|     0.316976 0.0191825 0
 | |
|     0.332397 0.0170943 0
 | |
|     0.335178 0.0262786 0
 | |
|     0.335178 0.0262786 0
 | |
|     0.320216 0.0297776 0
 | |
|     0.320216 0.0297776 0
 | |
|     0.339415 0.0332935 0
 | |
|     0.339415 0.0332935 0
 | |
|     0.349734 0.040603 0
 | |
|     0.349734 0.040603 0
 | |
|     0.359002 0.0515668 0
 | |
|     0.359002 0.0515668 0
 | |
|     0.352242 0.0590692 0
 | |
|     0.352242 0.0590692 0
 | |
|     0.367071 0.0702847 0
 | |
|     0.367071 0.0702847 0
 | |
|     0.263822 0.0755951 0
 | |
|     0.263822 0.0755951 0
 | |
|     0.205016 0.0192819 0
 | |
|     0.352495 0.0117273 0
 | |
|     0.356515 0.0212001 0
 | |
|     0.356515 0.0212001 0
 | |
|     0.360128 0.0277749 0
 | |
|     0.360128 0.0277749 0
 | |
|     0.366954 0.0373593 0
 | |
|     0.366954 0.0373593 0
 | |
|     0.372879 0.047252 0
 | |
|     0.372879 0.047252 0
 | |
|     0.378026 0.0640724 0
 | |
|     0.378026 0.0640724 0
 | |
|     0.383515 0.0837016 0
 | |
|     0.383515 0.0837016 0
 | |
|     0.394691 0.112367 0
 | |
|     0.394691 0.112367 0
 | |
|     0.415996 0.129513 0
 | |
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|     0.707515 0.0455102 0
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|     0.707515 0.0455102 0
 | |
|     0.724357 0.0476493 0
 | |
|     0.724357 0.0476493 0
 | |
|     0.594833 0.076862 0
 | |
|     0.594833 0.076862 0
 | |
|     0.60775 0.0719187 0
 | |
|     0.60775 0.0719187 0
 | |
|     0.771884 0.0511891 0
 | |
|     0.771884 0.0511891 0
 | |
|     0.748104 0.0260056 0
 | |
|     0.748104 0.0260056 0
 | |
|     0.76888 0.0324523 0
 | |
|     0.76888 0.0324523 0
 | |
|     0.679232 0.0286158 0
 | |
|     0.679232 0.0286158 0
 | |
|     0.694511 0.021485 0
 | |
|     0.694511 0.021485 0
 | |
|     0.725519 0.0263509 0
 | |
|     0.725519 0.0263509 0
 | |
|     0.592572 0.0641009 0
 | |
|     0.592572 0.0641009 0
 | |
|     0.602257 0.0605565 0
 | |
|     0.602257 0.0605565 0
 | |
|     0.611431 0.0582625 0
 | |
|     0.611431 0.0582625 0
 | |
|     0.665693 0.034206 0
 | |
|     0.665693 0.034206 0
 | |
|     0.581065 0.0701934 0
 | |
|     0.581065 0.0701934 0
 | |
|     0.654172 0.0409898 0
 | |
|     0.647277 0.0278951 0
 | |
|     0.653441 0.0307278 0
 | |
|     0.653441 0.0307278 0
 | |
|     0.647277 0.0278951 0
 | |
|     0.654172 0.0409898 0
 | |
|     0.770134 0.015761 0
 | |
|     0.770134 0.015761 0
 | |
|     0.573512 0.0590353 0
 | |
|     0.583594 0.0542809 0
 | |
|     0.583594 0.0542809 0
 | |
|     0.573512 0.0590353 0
 | |
|     0.670064 0.0178759 0
 | |
|     0.670064 0.0178759 0
 | |
|     0.678034 0.0126712 0
 | |
|     0.678034 0.0126712 0
 | |
|     0.593313 0.0503588 0
 | |
|     0.593313 0.0503588 0
 | |
|     0.601151 0.0461893 0
 | |
|     0.601151 0.0461893 0
 | |
|     0.620615 0.0535107 0
 | |
|     0.615624 0.0390124 0
 | |
|     0.622399 0.0371854 0
 | |
|     0.622399 0.0371854 0
 | |
|     0.615624 0.0390124 0
 | |
|     0.620615 0.0535107 0
 | |
|     0.633787 0.048281 0
 | |
|     0.633787 0.048281 0
 | |
|     0.659421 0.0232217 0
 | |
|     0.659421 0.0232217 0
 | |
|     0.642325 0.0177221 0
 | |
|     0.649837 0.018351 0
 | |
|     0.649837 0.018351 0
 | |
|     0.642325 0.0177221 0
 | |
|     0.577582 0.0482345 0
 | |
|     0.577582 0.0482345 0
 | |
|     0.582681 0.0472088 0
 | |
|     0.582681 0.0472088 0
 | |
|     0.66585 0.0125781 0
 | |
|     0.66585 0.0125781 0
 | |
|     0.670276 0.00870156 0
 | |
|     0.670276 0.00870156 0
 | |
|     0.591107 0.043182 0
 | |
|     0.591107 0.043182 0
 | |
|     0.599443 0.0371024 0
 | |
|     0.599443 0.0371024 0
 | |
|     0.613017 0.0279943 0
 | |
|     0.613017 0.0279943 0
 | |
|     0.617369 0.0259185 0
 | |
|     0.617369 0.0259185 0
 | |
|     0.657037 0.0149317 0
 | |
|     0.657037 0.0149317 0
 | |
|     0.638501 0.00619173 0
 | |
|     0.649121 0.00537014 0
 | |
|     0.649121 0.00537014 0
 | |
|     0.638501 0.00619173 0
 | |
|     0.580762 0.0420305 0
 | |
|     0.580762 0.0420305 0
 | |
|     0.662763 0.00633574 0
 | |
|     0.662763 0.00633574 0
 | |
|     0.585098 0.0358508 0
 | |
|     0.585098 0.0358508 0
 | |
|     0.593042 0.0293346 0
 | |
|     0.593042 0.0293346 0
 | |
|     0.606807 0.0184441 0
 | |
|     0.606807 0.0184441 0
 | |
|     0.612534 0.0157138 0
 | |
|     0.612534 0.0157138 0
 | |
|     0.656049 0.0054031 0
 | |
|     0.656049 0.0054031 0
 | |
|     0.957625 0.0549942 0
 | |
|     0.968585 0.0824546 0
 | |
|     0.9134 0.0871819 0
 | |
|     0.9134 0.0871819 0
 | |
|     0.968585 0.0824546 0
 | |
|     0.957625 0.0549942 0
 | |
|     0.965415 0.122075 0
 | |
|     0.965415 0.122075 0
 | |
|     0.92836 0.0398006 0
 | |
|     0.92836 0.0398006 0
 | |
|     0.940813 0.137384 0
 | |
|     0.940813 0.137384 0
 | |
|     0.908834 0.0390909 0
 | |
|     0.908834 0.0390909 0
 | |
|     0.923993 0.142401 0
 | |
|     0.923993 0.142401 0
 | |
|     0.895936 0.143696 0
 | |
|     0.893183 0.131291 0
 | |
|     0.893183 0.131291 0
 | |
|     0.895936 0.143696 0
 | |
|     0.897369 0.0408648 0
 | |
|     0.897369 0.0408648 0
 | |
|     0.908328 0.144284 0
 | |
|     0.908328 0.144284 0
 | |
|     0.871112 0.0538274 0
 | |
|     0.885313 0.0434897 0
 | |
|     0.885313 0.0434897 0
 | |
|     0.871112 0.0538274 0
 | |
|     0.876247 0.0984676 0
 | |
|     0.863947 0.0954581 0
 | |
|     0.863947 0.0954581 0
 | |
|     0.876247 0.0984676 0
 | |
|     0.630684 0.0411457 0
 | |
|     0.632798 0.0325782 0
 | |
|     0.632798 0.0325782 0
 | |
|     0.630684 0.0411457 0
 | |
|     0.624405 0.026947 0
 | |
|     0.627324 0.0220087 0
 | |
|     0.627324 0.0220087 0
 | |
|     0.624405 0.026947 0
 | |
|     0.617162 0.0141913 0
 | |
|     0.62143 0.0118472 0
 | |
|     0.62143 0.0118472 0
 | |
|     0.617162 0.0141913 0
 | |
|     0.642667 0.0448737 0
 | |
|     0.638786 0.0297206 0
 | |
|     0.638786 0.0297206 0
 | |
|     0.642667 0.0448737 0
 | |
|     0.633757 0.0195132 0
 | |
|     0.633757 0.0195132 0
 | |
|     0.629045 0.00837153 0
 | |
|     0.629045 0.00837153 0
 | |
|     0.606514 0.0494853 0
 | |
|     0.606514 0.0494853 0
 | |
|     0.604426 0.0361454 0
 | |
|     0.604426 0.0361454 0
 | |
|     0.597019 0.026079 0
 | |
|     0.597019 0.026079 0
 | |
|     0.601941 0.0219827 0
 | |
|     0.608084 0.0315935 0
 | |
|     0.608084 0.0315935 0
 | |
|     0.601941 0.0219827 0
 | |
|     0.6094 0.0427482 0
 | |
|     0.6094 0.0427482 0
 | |
|     0.881695 0.0682344 0
 | |
|     0.881695 0.0682344 0
 | |
|     0.870233 0.0728865 0
 | |
|     0.870233 0.0728865 0
 | |
|     0.864533 0.083722 0
 | |
|     0.864533 0.083722 0
 | |
|     0.860664 0.110921 0
 | |
|     0.860664 0.110921 0
 | |
|     0.877466 0.130863 0
 | |
|     0.865947 0.122358 0
 | |
|     0.865947 0.122358 0
 | |
|     0.877466 0.130863 0
 | |
|     0.894957 0.551858 0
 | |
|     0.894003 0.529751 0
 | |
|     0.894003 0.529751 0
 | |
|     0.895113 0.509238 0
 | |
|     0.895113 0.509238 0
 | |
|     0.010599 0.663493 0
 | |
|     0.0318895 0.668495 0
 | |
|     0.034436 0.712661 0
 | |
|     0.034436 0.712661 0
 | |
|     0.0318895 0.668495 0
 | |
|     0.0161944 0.715009 0
 | |
|     0.0475582 0.671173 0
 | |
|     0.051044 0.711169 0
 | |
|     0.051044 0.711169 0
 | |
|     0.0475582 0.671173 0
 | |
|     0.0616016 0.672282 0
 | |
|     0.0872992 0.674714 0
 | |
|     0.0920876 0.713736 0
 | |
|     0.0616016 0.672282 0
 | |
|     0.0659008 0.712419 0
 | |
|     0.0659008 0.712419 0
 | |
|     0.0436123 0.769409 0
 | |
|     0.0436123 0.769409 0
 | |
|     0.0248743 0.771092 0
 | |
|     0.0602678 0.767373 0
 | |
|     0.0602678 0.767373 0
 | |
|     0.10114 0.762069 0
 | |
|     0.0796657 0.767139 0
 | |
|     0.0796657 0.767139 0
 | |
|     0.560763 0.419682 0
 | |
|     0.560763 0.419682 0
 | |
|     0.562462 0.374109 0
 | |
|     0.562462 0.374109 0
 | |
|     0.357273 0.447682 0
 | |
|     0.357273 0.447682 0
 | |
|     0.373647 0.437891 0
 | |
|     0.373647 0.437891 0
 | |
|     0.399937 0.417729 0
 | |
|     0.399937 0.417729 0
 | |
|     0.45244 0.38365 0
 | |
|     0.45244 0.38365 0
 | |
|     0.503448 0.354785 0
 | |
|     0.503448 0.354785 0
 | |
|     0.544145 0.337936 0
 | |
|     0.544145 0.337936 0
 | |
|     0.354759 0.920961 0
 | |
|     0.354759 0.920961 0
 | |
|     0.37156 0.927697 0
 | |
|     0.338078 0.917455 0
 | |
|     0.338078 0.917455 0
 | |
|     0.282128 0.246694 0
 | |
|     0.255145 0.220156 0
 | |
|     0.255145 0.220156 0
 | |
|     0.282128 0.246694 0
 | |
|     0.275368 0.270224 0
 | |
|     0.250281 0.235528 0
 | |
|     0.250281 0.235528 0
 | |
|     0.275368 0.270224 0
 | |
|     0.318779 0.256383 0
 | |
|     0.318779 0.256383 0
 | |
|     0.352608 0.261473 0
 | |
|     0.352608 0.261473 0
 | |
|     0.351681 0.299315 0
 | |
|     0.351681 0.299315 0
 | |
|     0.42443 0.31093 0
 | |
|     0.42443 0.31093 0
 | |
|     0.381274 0.242863 0
 | |
|     0.381274 0.242863 0
 | |
|     0.449127 0.271633 0
 | |
|     0.449127 0.271633 0
 | |
|     0.474333 0.233887 0
 | |
|     0.474333 0.233887 0
 | |
|     0.0670846 0.105945 0
 | |
|     0.0670846 0.105945 0
 | |
|     0.0825026 0.0676655 0
 | |
|     0.0825026 0.0676655 0
 | |
|     0.0262931 0.100576 0
 | |
|     0.0262931 0.100576 0
 | |
|     0.0468302 0.0495883 0
 | |
|     0.0468302 0.0495883 0
 | |
|     0.933745 0.738753 0
 | |
|     0.933745 0.738753 0
 | |
|     0.972478 0.758283 0
 | |
|     0.972478 0.758283 0
 | |
|     0.951179 0.698799 0
 | |
|     0.951179 0.698799 0
 | |
|     0.988008 0.724693 0
 | |
|     0.988008 0.724693 0
 | |
|     0.532879 0.309275 0
 | |
|     0.532879 0.309275 0
 | |
|     0.505762 0.335633 0
 | |
|     0.505762 0.335633 0
 | |
|     0.566157 0.273631 0
 | |
|     0.451446 0.0382791 0
 | |
|     0.451446 0.0382791 0
 | |
|     0.415698 0.0288426 0
 | |
|     0.415698 0.0288426 0
 | |
|     0.0425832 0.823797 0
 | |
|     0.021892 0.823143 0
 | |
|     0.0425832 0.823797 0
 | |
|     0.0383678 0.866812 0
 | |
|     0.0172569 0.865591 0
 | |
|     0.0383678 0.866812 0
 | |
|     0.0626014 0.825166 0
 | |
|     0.0626014 0.825166 0
 | |
|     0.0547209 0.869858 0
 | |
|     0.0547209 0.869858 0
 | |
|     0.108292 0.828187 0
 | |
|     0.0843827 0.827785 0
 | |
|     0.0843827 0.827785 0
 | |
|     0.0924308 0.88662 0
 | |
|     0.0710399 0.875328 0
 | |
|     0.0710399 0.875328 0
 | |
|     0.0306147 0.894978 0
 | |
|     0.0271792 0.91375 0
 | |
|     0.0185072 0.896194 0
 | |
|     0.0306147 0.894978 0
 | |
|     0.042573 0.896471 0
 | |
|     0.042573 0.896471 0
 | |
|     0.0616556 0.915725 0
 | |
|     0.0542529 0.903753 0
 | |
|     0.0542529 0.903753 0
 | |
|     0.420186 0.629149 0
 | |
|     0.420186 0.629149 0
 | |
|     0.44092 0.657127 0
 | |
|     0.44092 0.657127 0
 | |
|     0.453223 0.684009 0
 | |
|     0.453223 0.684009 0
 | |
|     0.309553 0.108331 0
 | |
|     0.309553 0.108331 0
 | |
|     0.250806 0.942062 0
 | |
|     0.250806 0.942062 0
 | |
|     0.310095 0.28696 0
 | |
|     0.310095 0.28696 0
 | |
|     0.220009 0.123569 0
 | |
|     0.220009 0.123569 0
 | |
|   weights 1918
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.00206126  Cat_head 0.997939 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.0822113  Cat_head 0.917789 
 | |
|      Cat_neck 0.389041  Cat_head 0.610959 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.0222888  Cat_head 0.977711 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
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|      Cat_neck 0.0222888  Cat_head 0.977711 
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|      Cat_neck 0.0458282  Cat_head 0.954172 
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|      Cat_neck 0.5  Cat_head 0.5 
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|      Cat_neck 0.5  Cat_head 0.5 
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|      Cat_neck 0.5  Cat_head 0.5 
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|      Cat_neck 0.0291054  Cat_head 0.970895 
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|      Cat_neck 0.395596  Cat_head 0.604404 
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|      Cat_head 1.0 
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|      Cat_neck 0.5  Cat_head 0.5 
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|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_thorax 0.000294227  Cat_neck 0.499853  Cat_head 0.499853 
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|      Cat_neck 0.5  Cat_head 0.5 
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|      Cat_thorax 0.00571713  Cat_neck 0.497141  Cat_head 0.497141 
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|      Cat_thorax 0.00365834  Cat_neck 0.498171  Cat_head 0.498171 
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|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
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|      Cat_neck 0.00074026  Cat_head 0.99926 
 | |
|      Cat_neck 0.23261  Cat_head 0.76739 
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|      Cat_head 1.0 
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|      Cat_head 0.999735  Cat_neck 0.000265277 
 | |
|      Cat_neck 0.0266157  Cat_head 0.973384 
 | |
|      Cat_thorax 0.00776429  Cat_neck 0.496118  Cat_head 0.496118 
 | |
|      Cat_thorax 0.00337052  Cat_neck 0.498315  Cat_head 0.498315 
 | |
|      Cat_neck 0.526231  Cat_head 0.473769 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
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|      Cat_neck 0.145431  Cat_head 0.854569 
 | |
|      Cat_neck 0.553037  Cat_head 0.446963 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.0809431  Cat_head 0.919057 
 | |
|      Cat_neck 7.85517e-005  Cat_head 0.999921 
 | |
|      Cat_neck 0.0648248  Cat_head 0.935175 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 0.999735  Cat_neck 0.000265277 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.999973  Cat_neck 2.68145e-005 
 | |
|      Cat_neck 0.0266157  Cat_head 0.973384 
 | |
|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_neck 0.000217765  Cat_head 0.999782 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
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|      Cat_thorax 0.0839279  Cat_neck 0.751028  Cat_head 0.165044 
 | |
|      Cat_thorax 0.226337  Cat_neck 0.676715  Cat_head 0.0969481 
 | |
|      Cat_thorax 0.204613  Cat_neck 0.685217  Cat_head 0.11017 
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|      Cat_thorax 0.481573  Cat_neck 0.481573  Cat_head 0.0368532 
 | |
|      Cat_thorax 0.476863  Cat_neck 0.476863  Cat_head 0.0462733 
 | |
|      Cat_thorax 0.477235  Cat_neck 0.477235  Cat_head 0.0455308 
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|      Cat_thorax 0.470677  Cat_neck 0.470677  Cat_head 0.0586462 
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|      Cat_thorax 0.409966  Cat_neck 0.518823  Cat_head 0.0712111 
 | |
|      Cat_thorax 0.323825  Cat_neck 0.57423  Cat_head 0.101945 
 | |
|      Cat_thorax 0.301516  Cat_neck 0.563379  Cat_head 0.135105 
 | |
|      Cat_neck 0.711846  Cat_thorax 0.151528  Cat_head 0.136626 
 | |
|      Cat_neck 0.53705  Cat_thorax 0.0628522  Cat_head 0.400098 
 | |
|      Cat_neck 0.744038  Cat_thorax 0.0160605  Cat_head 0.239901 
 | |
|      Cat_neck 0.118801  Cat_head 0.881199 
 | |
|      Cat_neck 0.307273  Cat_head 0.692727 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_neck 0.5  Cat_head 0.5 
 | |
|      Cat_thorax 0.147624  Cat_neck 0.836027  Cat_head 0.0163492 
 | |
|      Cat_thorax 0.262858  Cat_neck 0.729561  Cat_head 0.00758088 
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|      Cat_thorax 0.240225  Cat_neck 0.749487  Cat_head 0.0102878 
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|      Cat_Lfrontbicep 0.0202772  Cat_thorax 0.489861  Cat_neck 0.489861 
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|      Cat_Lfrontbicep01 0.0109491  Cat_thorax 0.494525  Cat_neck 0.494525 
 | |
|      Cat_Lfrontbicep 0.0212584  Cat_thorax 0.489371  Cat_neck 0.489371 
 | |
|      Cat_Lfrontbicep01 0.00977785  Cat_thorax 0.495111  Cat_neck 0.495111 
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|      Cat_Lfrontbicep 0.000211798  Cat_thorax 0.507868  Cat_neck 0.49192 
 | |
|      Cat_thorax 0.5  Cat_neck 0.5 
 | |
|      Cat_thorax 0.837118  Cat_neck 0.162882 
 | |
|      Cat_thorax 0.5  Cat_neck 0.5 
 | |
|      Cat_neck 0.266936  Cat_thorax 0.721791  Cat_head 0.0112725 
 | |
|      Cat_neck 0.496923  Cat_thorax 0.496923  Cat_head 0.00615485 
 | |
|      Cat_neck 0.44449  Cat_thorax 0.44449  Cat_head 0.11102 
 | |
|      Cat_neck 0.448399  Cat_thorax 0.448399  Cat_head 0.103202 
 | |
|      Cat_neck 0.393049  Cat_thorax 0.393049  Cat_head 0.213903 
 | |
|      Cat_neck 0.39522  Cat_thorax 0.39522  Cat_head 0.20956 
 | |
|      Cat_neck 0.392166  Cat_thorax 0.392166  Cat_head 0.215668 
 | |
|      Cat_Lfrontbicep01 0.0175019  Cat_thorax 0.916693  Cat_Lfrontbicep 0.00220868  Cat_neck 0.0635964 
 | |
|      Cat_Lfrontbicep 0.179647  Cat_Lfrontbicep01 0.368  Cat_thorax 0.414943  Cat_Lfrontforepaw 0.0305403  Cat_Lfrontforepaw01 0.00687061 
 | |
|      Cat_Lfrontbicep 0.410347  Cat_Lfrontbicep01 0.0134464  Cat_thorax 0.410347  Cat_Lfrontforepaw 0.16586 
 | |
|      Cat_Lfrontbicep01 0.459433  Cat_thorax 0.459433  Cat_Lfrontbicep 0.00429572  Cat_Lfrontforepaw01 0.0768375 
 | |
|      Cat_Lfrontbicep 0.194167  Cat_thorax 0.80529  Cat_neck 0.000543161 
 | |
|      Cat_Lfrontbicep01 0.258177  Cat_thorax 0.727216  Cat_neck 0.0146074 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.352385  Cat_thorax 0.295229  Cat_Lfrontforepaw01 0.352385 
 | |
|      Cat_Lfrontbicep 0.491568  Cat_thorax 0.491568  Cat_Lfrontforepaw 0.0168641 
 | |
|      Cat_Lfrontbicep01 0.492958  Cat_thorax 0.492958  Cat_neck 0.0140835 
 | |
|      Cat_Lfrontbicep 0.447658  Cat_thorax 0.447658  Cat_Lfrontforepaw 0.104685 
 | |
|      Cat_Lfrontbicep01 0.497303  Cat_thorax 0.497303  Cat_Lfrontforepaw01 0.00539489 
 | |
|      Cat_Lfrontbicep 0.377576  Cat_thorax 0.622424 
 | |
|      Cat_Lfrontbicep01 0.377618  Cat_thorax 0.622382 
 | |
|      Cat_Lfrontbicep 0.0167838  Cat_thorax 0.983216 
 | |
|      Cat_Lfrontbicep01 0.00420998  Cat_thorax 0.963529  Cat_neck 0.0322613 
 | |
|      Cat_Lfrontbicep 0.000365043  Cat_thorax 0.999635 
 | |
|      Cat_thorax 0.952079  Cat_neck 0.0479213 
 | |
|      Cat_thorax 0.986768  Cat_neck 0.0132317 
 | |
|      Cat_neck 0.203509  Cat_thorax 0.796491 
 | |
|      Cat_neck 0.0214708  Cat_thorax 0.978529 
 | |
|      Cat_neck 0.176901  Cat_thorax 0.823099 
 | |
|      Cat_neck 0.378268  Cat_thorax 0.621732 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.2  Cat_Lfrontbicep01 0.2  Cat_thorax 0.2  Cat_Lfrontforepaw01 0.2  Cat_Lfrontforepaw 0.2 
 | |
|      Cat_Lfrontbicep 0.2  Cat_Lfrontbicep01 0.2  Cat_thorax 0.2  Cat_Lfrontforepaw 0.2  Cat_Lfrontforepaw01 0.2 
 | |
|      Cat_Lfrontforepaw 0.317721  Cat_Lfrontbicep 0.317721  Cat_Lfrontbicep01 0.045176  Cat_thorax 0.317721  Cat_Lfrontforepaw01 0.00166216 
 | |
|      Cat_Lfrontforepaw01 0.323969  Cat_Lfrontbicep01 0.323969  Cat_thorax 0.323969  Cat_Lfrontbicep 0.0110598  Cat_Lfrontforepaw 0.0170344 
 | |
|      Cat_Lfrontforepaw 0.308475  Cat_Lfrontbicep 0.308475  Cat_Lfrontbicep01 0.0703003  Cat_thorax 0.308475  Cat_Lfrontforepaw01 0.00427547 
 | |
|      Cat_Lfrontforepaw01 0.318216  Cat_Lfrontbicep01 0.318216  Cat_thorax 0.318216  Cat_Lfrontbicep 0.0257365  Cat_Lfrontforepaw 0.0196158 
 | |
|      Cat_Lfrontbicep 0.346902  Cat_thorax 0.306196  Cat_Lfrontforepaw 0.346902 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep01 0.400311  Cat_thorax 0.199379  Cat_Lfrontforepaw01 0.400311 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.395826  Cat_thorax 0.395826  Cat_Lfrontforepaw01 0.208348 
 | |
|      Cat_Lfrontbicep 0.367826  Cat_thorax 0.367826  Cat_Lfrontforepaw 0.264349 
 | |
|      Cat_Lfrontbicep01 0.497249  Cat_thorax 0.497249  Cat_Lfrontforepaw01 0.00550171 
 | |
|      Cat_Lfrontbicep 0.465728  Cat_thorax 0.465728  Cat_Lfrontforepaw 0.0685433 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.336376  Cat_thorax 0.663624 
 | |
|      Cat_Lfrontbicep01 0.447061  Cat_thorax 0.552939 
 | |
|      Cat_Lfrontbicep 0.23868  Cat_thorax 0.76132 
 | |
|      Cat_Lfrontbicep01 0.314213  Cat_thorax 0.685787 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.990438  Cat_neck 0.00956211 
 | |
|      Cat_thorax 0.969807  Cat_neck 0.0301927 
 | |
|      Cat_thorax 0.968576  Cat_neck 0.0314243 
 | |
|      Cat_Lfrontforepaw 0.317721  Cat_Lfrontbicep 0.317721  Cat_Lfrontbicep01 0.045176  Cat_thorax 0.317721  Cat_Lfrontforepaw01 0.00166216 
 | |
|      Cat_Lfrontbicep 0.2  Cat_Lfrontbicep01 0.2  Cat_thorax 0.2  Cat_Lfrontforepaw 0.2  Cat_Lfrontforepaw01 0.2 
 | |
|      Cat_Lfrontbicep 0.0693235  Cat_Lfrontbicep01 0.206986  Cat_thorax 0.329484  Cat_Lfrontforepaw 0.252913  Cat_Lfrontforepaw01 0.141294 
 | |
|      Cat_Lfrontforepaw01 0.323969  Cat_Lfrontbicep01 0.323969  Cat_thorax 0.323969  Cat_Lfrontbicep 0.0110598  Cat_Lfrontforepaw 0.0170344 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.35967  Cat_thorax 0.35967  Cat_Lfrontforepaw01 0.28066 
 | |
|      Cat_Lfrontbicep 0.381624  Cat_thorax 0.381624  Cat_Lfrontforepaw 0.236752 
 | |
|      Cat_Lfrontbicep01 0.499231  Cat_thorax 0.499231  Cat_Lfrontforepaw01 0.00153781 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.269272  Cat_thorax 0.730728 
 | |
|      Cat_Lfrontbicep01 0.294952  Cat_thorax 0.705048 
 | |
|      Cat_Lfrontbicep 0.164705  Cat_thorax 0.835295 
 | |
|      Cat_Lfrontbicep01 0.147098  Cat_thorax 0.852902 
 | |
|      Cat_Lfrontbicep 0.00999199  Cat_thorax 0.990008 
 | |
|      Cat_Lfrontbicep01 0.00779596  Cat_thorax 0.992204 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.869513  Cat_Lfrontbicep 0.00459399  Cat_Lfrontforepaw 0.0574025  Cat_Lfrontbicep01 0.0644539  Cat_Lfrontforepaw01 0.00403674 
 | |
|      Cat_Lfrontbicep 0.112803  Cat_thorax 0.516492  Cat_Lfrontforepaw 0.370705 
 | |
|      Cat_Lfrontbicep01 0.356318  Cat_thorax 0.524366  Cat_Lfrontforepaw01 0.119316 
 | |
|      Cat_Lfrontbicep 0.162504  Cat_thorax 0.626357  Cat_Lfrontforepaw 0.211139 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep01 0.40718  Cat_thorax 0.577809  Cat_Lfrontforepaw01 0.0150113 
 | |
|      Cat_Lfrontbicep 0.162504  Cat_thorax 0.626357  Cat_Lfrontforepaw 0.211139 
 | |
|      Cat_Lfrontbicep 0.36008  Cat_thorax 0.572594  Cat_Lfrontforepaw 0.0673257 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.367501  Cat_thorax 0.367501  Cat_Lfrontforepaw01 0.264997 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.40718  Cat_thorax 0.577809  Cat_Lfrontforepaw01 0.0150113 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep 0.128731  Cat_thorax 0.871269 
 | |
|      Cat_Lfrontbicep 0.386919  Cat_thorax 0.386919  Cat_Lfrontforepaw 0.226162 
 | |
|      Cat_Lfrontbicep01 0.499923  Cat_thorax 0.499923  Cat_Lfrontforepaw01 0.000154684 
 | |
|      Cat_Lfrontbicep01 0.17727  Cat_thorax 0.82273 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.995806  Cat_hips 0.00419394 
 | |
|      Cat_thorax 0.999985  Cat_hips 1.50061e-005 
 | |
|      Cat_thorax 0.984021  Cat_hips 0.0159786 
 | |
|      Cat_thorax 0.997739  Cat_hips 0.00226058 
 | |
|      Cat_thorax 0.967117  Cat_hips 0.0328834 
 | |
|      Cat_thorax 0.986833  Cat_hips 0.013167 
 | |
|      Cat_thorax 0.960288  Cat_hips 0.0397118 
 | |
|      Cat_thorax 0.973236  Cat_hips 0.0267642 
 | |
|      Cat_thorax 0.97081  Cat_hips 0.0291897 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.997348  Cat_hips 0.00265206 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.933983  Cat_hips 0.0660166 
 | |
|      Cat_thorax 0.984979  Cat_hips 0.0150214 
 | |
|      Cat_thorax 0.7446  Cat_hips 0.2554 
 | |
|      Cat_thorax 0.871161  Cat_hips 0.128839 
 | |
|      Cat_hips 0.458952  Cat_thorax 0.541048 
 | |
|      Cat_thorax 0.67534  Cat_hips 0.32466 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.428737  Cat_thorax 0.571263 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.5  Cat_hips 6.20582e-007  Cat_Lbackthigh 0.5 
 | |
|      Cat_thorax 0.655671  Cat_Lbackthigh01 0.344329 
 | |
|      Cat_hips 0.101694  Cat_Lbackthigh 0.898306 
 | |
|      Cat_hips 0.190422  Cat_Lbackthigh 0.809578 
 | |
|      Cat_thorax 0.49544  Cat_hips 0.0091194  Cat_Lbackthigh 0.49544 
 | |
|      Cat_thorax 0.451822  Cat_hips 0.00259348  Cat_Lbackthigh01 0.545584 
 | |
|      Cat_hips 0.125426  Cat_Lbackthigh01 0.874574 
 | |
|      Cat_hips 0.0774851  Cat_Lbackthigh01 0.922515 
 | |
|      Cat_thorax 0.49739  Cat_hips 0.00522022  Cat_Lbackthigh 0.49739 
 | |
|      Cat_thorax 0.499461  Cat_hips 0.00107813  Cat_Lbackthigh01 0.499461 
 | |
|      Cat_thorax 0.916874  Cat_hips 0.00876733  Cat_Lbackthigh 0.0743591 
 | |
|      Cat_thorax 0.48717  Cat_hips 0.0256604  Cat_Lbackthigh 0.48717 
 | |
|      Cat_thorax 0.409313  Cat_hips 0.181375  Cat_Lbackthigh 0.409313 
 | |
|      Cat_thorax 0.451458  Cat_hips 0.0970846  Cat_Lbackthigh01 0.451458 
 | |
|      Cat_thorax 0.496727  Cat_hips 0.0065466  Cat_Lbackthigh01 0.496727 
 | |
|      Cat_thorax 0.571719  Cat_hips 0.000255096  Cat_Lbackthigh01 0.428026 
 | |
|      Cat_thorax 0.470868  Cat_hips 0.470868  Cat_Lbackthigh 0.0582632 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_hips 0.0203421  Cat_Lbackthigh01 0.489829  Cat_Lbackthigh 0.489829 
 | |
|      Cat_thorax 0.401615  Cat_hips 0.196769  Cat_Lbackthigh 0.401615 
 | |
|      Cat_thorax 0.260125  Cat_hips 0.022011  Cat_Lbackthigh 0.717864 
 | |
|      Cat_hips 0.054473  Cat_Lbackthigh 0.945527 
 | |
|      Cat_hips 0.00794052  Cat_Lbackthigh01 0.992059 
 | |
|      Cat_thorax 0.128411  Cat_hips 0.00316804  Cat_Lbackthigh01 0.868421 
 | |
|      Cat_thorax 0.428994  Cat_hips 0.104074  Cat_Lbackthigh01 0.466932 
 | |
|      Cat_hips 0.480793  Cat_Lbackthigh 0.519207 
 | |
|      Cat_hips 0.292821  Cat_Lbackthigh01 0.707179 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.346533  Cat_hips 0.306934  Cat_Lbackthigh01 0.346533 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.5  Cat_hips 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 0.101694  Cat_Lbackthigh 0.898306 
 | |
|      Cat_hips 0.0203421  Cat_Lbackthigh01 0.489829  Cat_Lbackthigh 0.489829 
 | |
|      Cat_hips 0.328388  Cat_Lbackthigh01 0.166882  Cat_Lbackthigh 0.50473 
 | |
|      Cat_hips 0.0774851  Cat_Lbackthigh01 0.922515 
 | |
|      Cat_hips 0.499713  Cat_Lbackthigh01 0.000574055  Cat_Lbackthigh 0.499713 
 | |
|      Cat_hips 0.468787  Cat_Lbackthigh01 0.531204  Cat_Lbackthigh 8.86869e-006 
 | |
|      Cat_hips 0.190422  Cat_Lbackthigh 0.809578 
 | |
|      Cat_hips 0.125426  Cat_Lbackthigh01 0.874574 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_Lbackthigh 0.548119  Cat_hips 0.451881 
 | |
|      Cat_Lbackthigh01 0.758032  Cat_hips 0.241968 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackthigh01 0.5  Cat_hips 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 0.999998  Cat_Lbackthigh 1.60979e-006 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 0.9416  Cat_Lbackthigh 0.0583999 
 | |
|      Cat_hips 0.999022  Cat_Lbackthigh01 0.000978096 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.868242  Cat_Lbackthigh01 0.131758 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.0221685  Cat_head 0.977831 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_Lfrontbicep 0.32387  Cat_Lfrontforepaw 0.32387  Cat_Lfrontbicep01 0.0283889  Cat_thorax 0.32387 
 | |
|      Cat_Lfrontbicep01 0.32987  Cat_thorax 0.32987  Cat_Lfrontforepaw01 0.32987  Cat_Lfrontbicep 0.0103396  Cat_Lfrontforepaw 5.13977e-005 
 | |
|      Cat_Lfrontbicep 0.147658  Cat_Lfrontbicep01 0.25039  Cat_thorax 0.197812  Cat_Lfrontforepaw 0.20886  Cat_Lfrontforepaw01 0.195279 
 | |
|      Cat_Lfrontbicep 0.389813  Cat_thorax 0.389813  Cat_Lfrontforepaw 0.220374 
 | |
|      Cat_Lfrontbicep01 0.499786  Cat_thorax 0.499786  Cat_Lfrontforepaw01 0.000427515 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.381464  Cat_thorax 0.381464  Cat_Lfrontforepaw01 0.237071 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontforepaw 0.419166  Cat_Lfrontbicep 0.419166  Cat_thorax 0.161669 
 | |
|      Cat_Lfrontbicep01 0.448506  Cat_thorax 0.102987  Cat_Lfrontforepaw01 0.448506 
 | |
|      Cat_Lfrontforepaw 0.493426  Cat_Lfrontbicep 0.493426  Cat_thorax 0.0131475 
 | |
|      Cat_Lfrontforepaw01 0.499219  Cat_Lfrontbicep01 0.499219  Cat_thorax 0.00156186 
 | |
|      Cat_Lfrontforepaw 0.317721  Cat_Lfrontbicep 0.317721  Cat_Lfrontbicep01 0.045176  Cat_thorax 0.317721  Cat_Lfrontforepaw01 0.00166216 
 | |
|      Cat_Lfrontforepaw 0.379933  Cat_Lfrontbicep 0.240134  Cat_thorax 0.379933 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontforepaw01 0.323969  Cat_Lfrontbicep01 0.323969  Cat_thorax 0.323969  Cat_Lfrontbicep 0.0110598  Cat_Lfrontforepaw 0.0170344 
 | |
|      Cat_Lfrontforepaw 0.331922  Cat_Lfrontbicep 0.331922  Cat_thorax 0.331922  Cat_Lfrontbicep01 0.00352995  Cat_Lfrontforepaw01 0.00070428 
 | |
|      Cat_Lfrontforepaw01 0.332954  Cat_Lfrontbicep01 0.332954  Cat_thorax 0.332954  Cat_Lfrontforepaw 0.00113913 
 | |
|      Cat_Lfrontforepaw 0.422871  Cat_Lfrontbicep 0.422871  Cat_thorax 0.154258 
 | |
|      Cat_Lfrontforepaw01 0.468391  Cat_Lfrontbicep01 0.468391  Cat_thorax 0.0632186 
 | |
|      Cat_Lfrontbicep 0.219543  Cat_thorax 0.390228  Cat_Lfrontforepaw 0.390228 
 | |
|      Cat_Lfrontbicep01 0.367241  Cat_thorax 0.265518  Cat_Lfrontforepaw01 0.367241 
 | |
|      Cat_Lfrontbicep 0.147522  Cat_thorax 0.426239  Cat_Lfrontforepaw 0.426239 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontforepaw 0.328358  Cat_Lfrontbicep 0.328358  Cat_thorax 0.328358  Cat_Lfrontbicep01 0.0117382  Cat_Lfrontforepaw01 0.00318724 
 | |
|      Cat_Lfrontforepaw01 0.332089  Cat_Lfrontbicep01 0.332089  Cat_thorax 0.332089  Cat_Lfrontbicep 0.000619743  Cat_Lfrontforepaw 0.00311181 
 | |
|      Cat_Lfrontforepaw 0.331481  Cat_Lfrontbicep 0.331481  Cat_thorax 0.331481  Cat_Lfrontbicep01 0.00555838 
 | |
|      Cat_Lfrontforepaw01 0.333244  Cat_Lfrontbicep01 0.333244  Cat_thorax 0.333244  Cat_Lfrontbicep 0.000267277 
 | |
|      Cat_Lfrontforepaw 0.331922  Cat_Lfrontbicep 0.331922  Cat_thorax 0.331922  Cat_Lfrontbicep01 0.00352995  Cat_Lfrontforepaw01 0.00070428 
 | |
|      Cat_Lfrontforepaw01 0.332954  Cat_Lfrontbicep01 0.332954  Cat_thorax 0.332954  Cat_Lfrontforepaw 0.00113913 
 | |
|      Cat_Lfrontforepaw 0.727141  Cat_Lfrontbicep 0.272859 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontforepaw 0.803682  Cat_Lfrontbicep 0.196318 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_Lfrontforepaw 0.7137  Cat_thorax 0.168792  Cat_Lfrontbicep 0.117508 
 | |
|      Cat_Lfrontbicep01 0.395952  Cat_thorax 0.0778809  Cat_Lfrontforepaw01 0.526167 
 | |
|      Cat_Lfrontforepaw 0.578548  Cat_Lfrontbicep 0.358541  Cat_thorax 0.0629106 
 | |
|      Cat_Lfrontforepaw01 0.484536  Cat_Lfrontbicep01 0.484536  Cat_thorax 0.0309288 
 | |
|      Cat_Lfrontforepaw 0.900937  Cat_Lfrontbicep 0.0990629 
 | |
|      Cat_Lfrontforepaw01 0.59715  Cat_Lfrontbicep01 0.40285 
 | |
|      Cat_Lfrontforepaw 0.964912  Cat_thorax 0.00215618  Cat_Lfrontbicep 0.0329319 
 | |
|      Cat_Lfrontforepaw01 0.739166  Cat_Lfrontbicep01 0.260834 
 | |
|      Cat_Lfrontforepaw 0.884571  Cat_thorax 0.0758631  Cat_Lfrontbicep 0.0395656 
 | |
|      Cat_Lfrontforepaw01 0.706799  Cat_thorax 0.0215293  Cat_Lfrontbicep01 0.271671 
 | |
|      Cat_Lfrontforepaw 0.575235  Cat_Lfrontbicep 0.424765 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_Lfrontforepaw 0.581183  Cat_Lfrontbicep 0.418817 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_Lfrontforepaw 0.578548  Cat_Lfrontbicep 0.358541  Cat_thorax 0.0629106 
 | |
|      Cat_Lfrontforepaw01 0.484536  Cat_Lfrontbicep01 0.484536  Cat_thorax 0.0309288 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0  Cat_Lfrontbicep01 2.15274e-007 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 0.999783  Cat_Lfrontbicep01 0.000216983 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0  Cat_Lfrontbicep01 2.15274e-007 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 0.986062  Cat_Lfrontpaw01 0.0139379 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw 0.515195  Cat_Lfrontforepaw 0.484805 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontforepaw 0.866444  Cat_Lfrontpaw 0.133556 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw 0.5  Cat_Lfrontpaw 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw 0.887193  Cat_Lfrontpaw 0.112807 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw 0.991254  Cat_Lfrontpaw 0.00874616 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw 0.5  Cat_Lfrontpaw 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontforepaw 0.5  Cat_Lfrontpaw 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontpaw 0.792601  Cat_Lfrontforepaw 0.207399 
 | |
|      Cat_Lfrontpaw01 0.718964  Cat_Lfrontforepaw01 0.281036 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 0.989871  Cat_Lfrontforepaw01 0.0101293 
 | |
|      Cat_Lfrontpaw 0.997698  Cat_Lfrontforepaw 0.00230211 
 | |
|      Cat_Lfrontpaw01 0.878366  Cat_Lfrontforepaw01 0.121634 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 0.997925  Cat_Lfrontforepaw01 0.00207482 
 | |
|      Cat_Lfrontpaw 0.912667  Cat_Lfrontforepaw 0.0873327 
 | |
|      Cat_Lfrontpaw01 0.758645  Cat_Lfrontforepaw01 0.241355 
 | |
|      Cat_Lfrontpaw 0.803632  Cat_Lfrontforepaw 0.196368 
 | |
|      Cat_Lfrontpaw01 0.741528  Cat_Lfrontforepaw01 0.258472 
 | |
|      Cat_Lfrontpaw 0.997698  Cat_Lfrontforepaw 0.00230211 
 | |
|      Cat_Lfrontpaw01 0.878366  Cat_Lfrontforepaw01 0.121634 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 0.986971  Cat_Lfrontforepaw 0.0130291 
 | |
|      Cat_Lfrontpaw01 0.995678  Cat_Lfrontforepaw01 0.00432208 
 | |
|      Cat_Lfrontpaw 0.970373  Cat_Lfrontforepaw 0.0296271 
 | |
|      Cat_Lfrontpaw01 0.988685  Cat_Lfrontforepaw01 0.0113147 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 0.998506  Cat_Lfrontforepaw 0.00149433 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_thorax 0.483524  Cat_hips 0.0329513  Cat_Lbackthigh 0.483524 
 | |
|      Cat_thorax 0.49544  Cat_hips 0.0091194  Cat_Lbackthigh 0.49544 
 | |
|      Cat_thorax 0.451822  Cat_hips 0.00259348  Cat_Lbackthigh01 0.545584 
 | |
|      Cat_thorax 0.493723  Cat_hips 0.0125539  Cat_Lbackthigh01 0.493723 
 | |
|      Cat_thorax 0.484179  Cat_hips 0.0316411  Cat_Lbackthigh 0.484179 
 | |
|      Cat_thorax 0.494853  Cat_hips 0.0102938  Cat_Lbackthigh01 0.494853 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_Lbackthigh 0.980166  Cat_thorax 0.0198337 
 | |
|      Cat_Lbackthigh01 0.995602  Cat_thorax 0.00439749 
 | |
|      Cat_thorax 0.0619294  Cat_Lbackthigh 0.938071 
 | |
|      Cat_Lbackthigh01 0.98256  Cat_thorax 0.0174398 
 | |
|      Cat_hips 0.190422  Cat_Lbackthigh 0.809578 
 | |
|      Cat_hips 0.125426  Cat_Lbackthigh01 0.874574 
 | |
|      Cat_hips 0.000866835  Cat_Lbackthigh 0.999133 
 | |
|      Cat_hips 2.56195e-006  Cat_Lbackthigh01 0.999997 
 | |
|      Cat_Lbackthigh 0.996879  Cat_thorax 0.00312138 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_hips 0.0869794  Cat_Lbackthigh 0.913021 
 | |
|      Cat_Lbackthigh01 0.950075  Cat_hips 0.0499253 
 | |
|      Cat_hips 0.000866835  Cat_Lbackthigh 0.999133 
 | |
|      Cat_hips 2.56195e-006  Cat_Lbackthigh01 0.999997 
 | |
|      Cat_Lbackthigh 0.992775  Cat_hips 0.00722517 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.350427  Cat_Lbackthigh01 0.649573 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_hips 0.00367765  Cat_Lbackthigh 0.996322 
 | |
|      Cat_Lbackthigh01 0.999967  Cat_hips 3.31095e-005 
 | |
|      Cat_hips 0.00326676  Cat_Lbackthigh 0.996733 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackforepaw01 0.0789445  Cat_Lbackthigh01 0.921055 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackforepaw01 0.00312623  Cat_Lbackthigh01 0.996874 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackforepaw01 0.292996  Cat_Lbackthigh01 0.707004 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackforepaw01 0.0789445  Cat_Lbackthigh01 0.921055 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackforepaw01 0.198087  Cat_Lbackthigh01 0.801913 
 | |
|      Cat_Lbackforepaw 0.0155205  Cat_Lbackthigh 0.984479 
 | |
|      Cat_Lbackforepaw01 0.272646  Cat_Lbackthigh01 0.727354 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackforepaw01 0.306897  Cat_Lbackthigh01 0.693103 
 | |
|      Cat_Lbackforepaw 0.177645  Cat_Lbackthigh 0.822355 
 | |
|      Cat_Lbackforepaw 0.472054  Cat_Lbackthigh 0.527946 
 | |
|      Cat_Lbackforepaw01 0.208183  Cat_Lbackthigh01 0.791817 
 | |
|      Cat_Lbackforepaw01 0.453376  Cat_Lbackthigh01 0.546624 
 | |
|      Cat_Lbackforepaw 0.483239  Cat_Lbackthigh 0.516761 
 | |
|      Cat_Lbackforepaw01 0.719484  Cat_Lbackthigh01 0.280516 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackforepaw01 0.60704  Cat_Lbackthigh01 0.39296 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackforepaw01 0.79763  Cat_Lbackthigh01 0.20237 
 | |
|      Cat_Lbackforepaw 0.483239  Cat_Lbackthigh 0.516761 
 | |
|      Cat_Lbackforepaw01 0.719484  Cat_Lbackthigh01 0.280516 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackforepaw01 0.682129  Cat_Lbackthigh01 0.317871 
 | |
|      Cat_Lbackforepaw 0.873818  Cat_Lbackthigh 0.126182 
 | |
|      Cat_Lbackforepaw01 0.885295  Cat_Lbackthigh01 0.114705 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackforepaw01 0.773033  Cat_Lbackthigh01 0.226967 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 0.977954  Cat_Lbackthigh01 0.0220464 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_Lbackforepaw01 0.905206  Cat_Lbackthigh01 0.0947939 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 0.999493  Cat_Lbackthigh01 0.000506875 
 | |
|      Cat_Lbackforepaw 0.999541  Cat_Lbackthigh 0.000459473 
 | |
|      Cat_Lbackforepaw01 0.9761  Cat_Lbackthigh01 0.0239001 
 | |
|      Cat_Lbackforepaw 0.874523  Cat_Lbackthigh 0.125477 
 | |
|      Cat_Lbackforepaw01 0.958404  Cat_Lbackthigh01 0.0415958 
 | |
|      Cat_Lbackforepaw 0.632504  Cat_Lbackthigh 0.367496 
 | |
|      Cat_Lbackforepaw01 0.943503  Cat_Lbackthigh01 0.0564967 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 0.992963  Cat_Lbackthigh01 0.00703742 
 | |
|      Cat_Lbackforepaw 0.993201  Cat_Lbackthigh 0.00679899 
 | |
|      Cat_Lbackforepaw01 0.991274  Cat_Lbackthigh01 0.00872584 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 0.992963  Cat_Lbackthigh01 0.00703742 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 0.999717  Cat_Lbackthigh01 0.000282824 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.947851  Cat_Lbackpaw 0.0521486 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.86344  Cat_Lbackpaw 0.13656 
 | |
|      Cat_Lbackforepaw01 0.999779  Cat_Lbackpaw01 0.000221206 
 | |
|      Cat_Lbackforepaw 0.94853  Cat_Lbackpaw 0.0514697 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.774089  Cat_Lbackpaw 0.225911 
 | |
|      Cat_Lbackforepaw01 0.725743  Cat_Lbackpaw01 0.274257 
 | |
|      Cat_Lbackforepaw 0.9979  Cat_Lbackpaw 0.00209977 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.94853  Cat_Lbackpaw 0.0514697 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.935947  Cat_Lbackpaw 0.0640527 
 | |
|      Cat_Lbackforepaw01 0.958325  Cat_Lbackpaw01 0.0416749 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.200336  Cat_Lbackpaw01 0.799664 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.23257  Cat_Lbackpaw01 0.76743 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw 0.00144059  Cat_Lbackpaw 0.998559 
 | |
|      Cat_Lbackforepaw01 0.000505482  Cat_Lbackpaw01 0.999494 
 | |
|      Cat_Lbackforepaw 0.00791651  Cat_Lbackpaw 0.992083 
 | |
|      Cat_Lbackforepaw01 0.047317  Cat_Lbackpaw01 0.952683 
 | |
|      Cat_Lbackforepaw 0.00941263  Cat_Lbackpaw 0.990587 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.0529485  Cat_Lbackpaw 0.947052 
 | |
|      Cat_Lbackforepaw01 0.00763109  Cat_Lbackpaw01 0.992369 
 | |
|      Cat_Lbackforepaw 0.0369219  Cat_Lbackpaw 0.963078 
 | |
|      Cat_Lbackforepaw01 0.0499155  Cat_Lbackpaw01 0.950085 
 | |
|      Cat_Lbackforepaw 0.145405  Cat_Lbackpaw 0.854595 
 | |
|      Cat_Lbackforepaw01 0.0424232  Cat_Lbackpaw01 0.957577 
 | |
|      Cat_Lbackforepaw 0.344131  Cat_Lbackpaw 0.655869 
 | |
|      Cat_Lbackforepaw01 0.0911344  Cat_Lbackpaw01 0.908866 
 | |
|      Cat_Lbackforepaw 0.11235  Cat_Lbackpaw 0.88765 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.00791651  Cat_Lbackpaw 0.992083 
 | |
|      Cat_Lbackforepaw01 0.047317  Cat_Lbackpaw01 0.952683 
 | |
|      Cat_Lbackforepaw 0.353439  Cat_Lbackpaw 0.646561 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.000102061  Cat_Lbackpaw 0.999898 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.286902  Cat_Lbackpaw 0.713098 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.000305493  Cat_Lbackpaw01 0.999695 
 | |
|      Cat_Lbackforepaw 0.321171  Cat_Lbackpaw 0.678829 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.00144059  Cat_Lbackpaw 0.998559 
 | |
|      Cat_Lbackforepaw 0.0529485  Cat_Lbackpaw 0.947052 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.00763109  Cat_Lbackpaw01 0.992369 
 | |
|      Cat_Lbackforepaw01 0.000505482  Cat_Lbackpaw01 0.999494 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.00952904  Cat_Lbackpaw 0.990471 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw 0.286285  Cat_Lbackpaw 0.713715 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw 4.165e-006  Cat_Lbackpaw 0.999996 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_thorax 0.8265  Cat_hips 0.0152584  Cat_Lbackthigh 0.158242 
 | |
|      Cat_thorax 0.499223  Cat_hips 0.00155371  Cat_Lbackthigh01 0.499223 
 | |
|      Cat_thorax 0.49739  Cat_hips 0.00522022  Cat_Lbackthigh 0.49739 
 | |
|      Cat_thorax 0.499461  Cat_hips 0.00107813  Cat_Lbackthigh01 0.499461 
 | |
|      Cat_thorax 0.475033  Cat_Lfrontbicep 0.0499343  Cat_Lfrontforepaw 0.475033 
 | |
|      Cat_Lfrontbicep01 0.211294  Cat_thorax 0.435333  Cat_Lfrontforepaw01 0.353373 
 | |
|      Cat_thorax 0.939331  Cat_Lfrontforepaw 0.0606693 
 | |
|      Cat_thorax 0.931682  Cat_Lfrontbicep01 0.00724898  Cat_Lfrontforepaw01 0.0610692 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.209798  Cat_Lbackthigh 0.790202 
 | |
|      Cat_thorax 0.333952  Cat_Lbackthigh01 0.666048 
 | |
|      Cat_neck 0.000774484  Cat_head 0.999225 
 | |
|      Cat_neck 0.00492853  Cat_head 0.995071 
 | |
|      Cat_neck 0.00478053  Cat_head 0.995219 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.000217765  Cat_head 0.999782 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_neck 0.0203442  Cat_head 0.979656 
 | |
|      Cat_neck 0.0959761  Cat_head 0.904024 
 | |
|      Cat_neck 0.303428  Cat_head 0.696572 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_Lfrontbicep 0.152622  Cat_thorax 0.847378 
 | |
|      Cat_Lfrontbicep01 0.148402  Cat_thorax 0.851598 
 | |
|      Cat_Lfrontbicep 0.0321599  Cat_thorax 0.96784 
 | |
|      Cat_Lfrontbicep01 0.00475204  Cat_thorax 0.995248 
 | |
|      Cat_Lfrontbicep 0.000288133  Cat_thorax 0.999712 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
| endnode
 | |
| endmodelgeom c_Lynx
 | |
| donemodel c_Lynx
 |