10946 lines
		
	
	
		
			380 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
			
		
		
	
	
			10946 lines
		
	
	
		
			380 KiB
		
	
	
	
		
			Plaintext
		
	
	
	
	
	
| # Exported from NWmax 0.8 b61 at 6/9/2019 11:41:19 AM
 | |
| # mdl file
 | |
| #
 | |
| #NWmax MODEL ASCII
 | |
| # model: c_Tigone
 | |
| #local file: C:\gmax\Scenes\new_tiger.gmax
 | |
| filedependancy new_tiger.gmax
 | |
| newmodel c_Tigone
 | |
| setsupermodel c_Tigone c_cat
 | |
| classification Character
 | |
| setanimationscale 0.9
 | |
| #NWmax GEOM  ASCII
 | |
| beginmodelgeom c_Tigone
 | |
| node dummy c_Tigone
 | |
|   parent NULL
 | |
| endnode
 | |
| node dummy rootdummy
 | |
|   parent c_Tigone
 | |
|   position 0.0 -0.473208 0.701301
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.6 0.894118 0.6 
 | |
| endnode
 | |
| node trimesh Cat_thorax
 | |
|   parent rootdummy
 | |
|   position 0.0 -1.19781e-005 8.7738e-006
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.345098 0.780392 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 
 | |
|   center -0.15238 27.4282 -4.97804 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0468744 0.0891597 -0.0196339
 | |
|     0.0438268 0.0891597 -0.0196339
 | |
|     -0.0468744 0.0891597 -0.0799269
 | |
|     0.0438268 0.0891597 -0.0799269
 | |
|     -0.0468744 0.459404 -0.0196339
 | |
|     0.0438268 0.459404 -0.0196339
 | |
|     -0.0468744 0.459404 -0.0799269
 | |
|     0.0438268 0.459404 -0.0799269
 | |
|   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
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|     5 4 0  8  0 0 0  5
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|     1 3 7  16  0 0 0  4
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|     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 -0.0569594 0.684892 0.01851
 | |
|   orientation -5.0136e-006 0.0 1.0 -0.0338713
 | |
|   wirecolor 0.345098 0.780392 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 
 | |
|   center -4.07863 -3.83387 -12.8133 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.00500491 0.000425981 -0.0311687
 | |
|     0.000618685 -0.0710287 -0.0311687
 | |
|     -0.0855415 -0.00591238 -0.0325788
 | |
|     -0.0799179 -0.077367 -0.0325788
 | |
|     -0.00165483 0.000689607 -0.223687
 | |
|     0.00396877 -0.070765 -0.223687
 | |
|     -0.0821914 -0.00564875 -0.225097
 | |
|     -0.0765678 -0.0771034 -0.225097
 | |
|   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
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|     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 -0.0107317 -0.0296605 -0.39702
 | |
|   orientation 5.00308e-006 0.0 -1.0 -0.0338713
 | |
|   wirecolor 0.345098 0.780392 0.882353 
 | |
|   tilefade 0
 | |
|   scale 1.0
 | |
|   render 0
 | |
|   Shadow 0
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|   beaming 0
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|   inheritcolor 0
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|   rotatetexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   center -3.84718 -1.36606 -7.22647 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0709494 -0.0326736 0.0259082
 | |
|     -0.0717143 0.00950865 0.0247525
 | |
|     -0.0113728 -0.0315431 0.0277357
 | |
|     -0.0121377 0.0106391 0.0265799
 | |
|     -0.0648059 -0.0379602 -0.171109
 | |
|     -0.0655708 0.00422203 -0.172265
 | |
|     -0.00522926 -0.0368298 -0.169282
 | |
|     -0.00599419 0.00535245 -0.170437
 | |
|   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
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|     1 3 7  16  0 0 0  4
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|     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 -0.02103 -0.02697 -0.22884
 | |
|   orientation 0.30614 -0.922326 -0.235782 0.0
 | |
|   wirecolor 0.345098 0.780392 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 
 | |
|   center -1.45813 7.39885 -6.54615 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0141205 0.0340016 -0.0176301
 | |
|     0.0127282 0.114939 -0.0176302
 | |
|     0.0173884 0.0340577 -0.111222
 | |
|     0.0159961 0.114995 -0.111222
 | |
|     -0.0451586 0.0329818 -0.0197005
 | |
|     -0.0465509 0.113919 -0.0197006
 | |
|     -0.0418908 0.033038 -0.113293
 | |
|     -0.0432831 0.113975 -0.113293
 | |
|   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
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|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
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|     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 0.0726996 0.684892 0.01851
 | |
|   orientation 0.426839 0.00394595 -0.904319 -0.0204447
 | |
|   wirecolor 0.345098 0.780392 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 
 | |
|   center 3.79733 -3.32017 -12.8467 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0634664 0.00526601 -0.0229198
 | |
|     0.0654928 -0.0721176 -0.0235952
 | |
|     0.0122934 0.00392215 -0.0224848
 | |
|     0.0143198 -0.0734615 -0.0231601
 | |
|     0.0616268 0.00705798 -0.233774
 | |
|     0.0636533 -0.0703256 -0.234449
 | |
|     0.0104538 0.00571412 -0.233339
 | |
|     0.0124803 -0.0716695 -0.234014
 | |
|   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 0.0111866 -0.026026 -0.397262
 | |
|   orientation -0.546048 -0.83343 0.0850055 -0.0160009
 | |
|   wirecolor 0.345098 0.780392 0.882353 
 | |
|   tilefade 0
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|   scale 1.0
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|   render 0
 | |
|   Shadow 0
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|   beaming 0
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|   inheritcolor 0
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|   rotatetexture 0
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|   alpha 1.0
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|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   center 3.59497 -2.8875 -9.44831 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0555431 -0.00811887 0.0235522
 | |
|     0.0548366 -0.0492645 0.0237311
 | |
|     0.00579358 -0.00727503 0.0211504
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|     0.00508705 -0.0484207 0.0213293
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|     0.0668123 -0.00932925 -0.210295
 | |
|     0.0661058 -0.0504749 -0.210117
 | |
|     0.0170628 -0.00848541 -0.212697
 | |
|     0.0163563 -0.0496311 -0.212518
 | |
|   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
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|     1 3 7  16  0 0 0  4
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|     7 5 1  16  0 0 0  4
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|     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 0.036512 -0.0275455 -0.228374
 | |
|   orientation -0.00520511 0.61544 0.788166 -0.0216579
 | |
|   wirecolor 0.345098 0.780392 0.882353 
 | |
|   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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|   rotatetexture 0
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|   alpha 1.0
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|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   center 1.15672 8.58164 -4.68087 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0282468 0.0569882 -0.0699939
 | |
|     0.0261953 0.115738 -0.0699939
 | |
|     -0.00306091 0.0558949 -0.0699939
 | |
|     -0.00511249 0.114645 -0.0699939
 | |
|     0.0282468 0.0569882 -0.0236235
 | |
|     0.0261953 0.115738 -0.0236235
 | |
|     -0.00306091 0.0558949 -0.0236235
 | |
|     -0.00511249 0.114645 -0.0236235
 | |
|   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 0.6948 0.04314
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.341176 0.878431 0.776471 
 | |
|   tilefade 0
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|   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 
 | |
|   center 0.454204 -4.83833 4.82071 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0378791 -0.211007 0.074717
 | |
|     0.0469632 -0.211007 0.074717
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|     -0.0378791 -0.209396 0.0132226
 | |
|     0.0469632 -0.209396 0.0132226
 | |
|     -0.0378791 0.11263 0.0831917
 | |
|     0.0469632 0.11263 0.0831917
 | |
|     -0.0378791 0.11424 0.0216973
 | |
|     0.0469632 0.11424 0.0216973
 | |
|   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 0.15393 0.0
 | |
|   orientation -0.263123 -0.614753 -0.743535 0.0
 | |
|   wirecolor 0.345098 0.780392 0.882353 
 | |
|   tilefade 0
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|   scale 1.0
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|   render 0
 | |
|   Shadow 0
 | |
|   beaming 0
 | |
|   inheritcolor 0
 | |
|   rotatetexture 0
 | |
|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   center 1.02351 10.5181 5.32312 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0169756 0.0128597 0.0781604
 | |
|     0.0350139 0.0117276 0.0764171
 | |
|     -0.0187179 0.014264 0.0252862
 | |
|     0.0332716 0.0131319 0.0235429
 | |
|     -0.0128013 0.19723 0.0829195
 | |
|     0.0391882 0.196098 0.0811763
 | |
|     -0.0145436 0.198634 0.0300453
 | |
|     0.0374459 0.197502 0.0283021
 | |
|   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
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|     1 3 7  16  0 0 0  4
 | |
|     7 5 1  16  0 0 0  4
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|     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 0.0988379 0.136177
 | |
|   orientation -1.0 8.03422e-007 9.5404e-007 -0.018072
 | |
|   wirecolor 0.345098 0.345098 0.882353 
 | |
| endnode
 | |
| node dummy head
 | |
|   parent Cat_head
 | |
|   position 0.0 0.0988379 0.282176
 | |
|   orientation -1.0 8.03422e-007 9.5404e-007 -0.018072
 | |
|   wirecolor 0.345098 0.345098 0.882353 
 | |
| endnode
 | |
| node trimesh Cat_hips
 | |
|   parent rootdummy
 | |
|   position 0.0 -1.19781e-005 8.7738e-006
 | |
|   orientation 1.0 0.0 0.0 0.0
 | |
|   wirecolor 0.345098 0.780392 0.882353 
 | |
|   tilefade 0
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|   scale 1.0
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|   render 0
 | |
|   Shadow 0
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|   beaming 0
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|   inheritcolor 0
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|   rotatetexture 0
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|   alpha 1.0
 | |
|   transparencyhint 0
 | |
|   selfillumcolor 0.0 0.0 0.0 
 | |
|   center 0.25694 -13.6898 0.330122 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     -0.0186271 0.0268944 -0.0613971
 | |
|     0.0237659 0.0268944 -0.0613971
 | |
|     -0.0186271 0.0357071 -0.0316461
 | |
|     0.0237659 0.0357071 -0.0316461
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|     -0.0186271 -0.309504 0.0382485
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|     0.0237659 -0.309504 0.0382485
 | |
|     -0.0186271 -0.300691 0.0679996
 | |
|     0.0237659 -0.300691 0.0679996
 | |
|   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
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|     5 4 0  8  0 0 0  5
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|     1 3 7  16  0 0 0  4
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|     7 5 1  16  0 0 0  4
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|     3 2 6  32  0 0 0  6
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|     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_tailbase
 | |
|   parent Cat_hips
 | |
|   position 0.0230393 -0.306913 0.102432
 | |
|   orientation -0.777471 0.625499 -0.0654933 -0.167962
 | |
|   wirecolor 0.345098 0.780392 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 
 | |
|   center -0.914776 -16.5851 -3.73822 
 | |
|   bitmap NULL
 | |
|   verts 8
 | |
|     0.0183548 -0.00769341 0.0296412
 | |
|     -0.0336864 -0.000801975 0.0118014
 | |
|     0.0336863 0.000801975 -0.0118013
 | |
|     -0.0183548 0.00769341 -0.0296411
 | |
|     5.9305e-005 -0.339396 -0.0451234
 | |
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 | |
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| node trimesh Cat_Lbackforepaw01
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| node trimesh Cat_Lbackpaw01
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| node trimesh Cat_Lbackthigh
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| node trimesh Cat_Lbackpaw
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| node dummy headconjure
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|     0.100727 -0.280507 0.457658
 | |
|     0.081216 -0.338366 0.431817
 | |
|     0.0636427 -0.330427 0.403987
 | |
|     0.125604 -0.279404 0.494729
 | |
|     0.111215 -0.342013 0.468881
 | |
|     0.140753 -0.274267 0.538113
 | |
|     0.12529 -0.33679 0.521208
 | |
|     0.142283 -0.269974 0.596101
 | |
|     0.137042 -0.334363 0.585896
 | |
|     0.142427 -0.266495 0.656772
 | |
|     0.135083 -0.273595 0.710218
 | |
|     0.125392 -0.279056 0.753423
 | |
|     0.0846547 -0.287123 0.803849
 | |
|     0.0411726 -0.28933 0.82925
 | |
|     -5.99525e-006 -0.29102 0.841625
 | |
|     -5.99525e-006 -0.180212 0.369619
 | |
|     0.0364528 -0.182401 0.391837
 | |
|     0.0364528 -0.182401 0.391837
 | |
|     0.104276 -0.170965 0.441393
 | |
|     0.135501 -0.167088 0.493675
 | |
|     0.15159 -0.150797 0.541057
 | |
|     0.161709 -0.148025 0.596216
 | |
|     0.155586 -0.150433 0.651894
 | |
|     0.141344 -0.157415 0.707562
 | |
|     0.113029 -0.162778 0.746965
 | |
|     0.0903551 -0.170847 0.791755
 | |
|     0.0440022 -0.173057 0.816675
 | |
|     -6.00087e-006 -0.174747 0.827996
 | |
|     -6.05696e-006 -0.0524146 0.364704
 | |
|     0.0372997 -0.0545986 0.387881
 | |
|     0.0372997 -0.0545986 0.387881
 | |
|     0.0966846 -0.0512712 0.435819
 | |
|     0.139408 -0.0504934 0.48349
 | |
|     0.157629 -0.0464279 0.539635
 | |
|     0.166716 -0.0500846 0.600124
 | |
|     0.160148 -0.0523833 0.657779
 | |
|     0.145375 -0.0592522 0.712818
 | |
|     0.116643 -0.0645582 0.751684
 | |
|     0.0928259 -0.0726406 0.795735
 | |
|     0.0452143 -0.0748626 0.820016
 | |
|     -6.00087e-006 -0.0765539 0.831333
 | |
|     -6.07379e-006 0.0785887 0.382663
 | |
|     0.0367847 0.0765036 0.400345
 | |
|     0.0367847 0.0765036 0.400345
 | |
|     0.0899259 0.0710316 0.440886
 | |
|     0.136139 0.0667666 0.488574
 | |
|     0.158722 0.0669368 0.555123
 | |
|     0.163991 0.0649314 0.611915
 | |
|     0.157289 0.0563944 0.667741
 | |
|     0.136268 0.0496417 0.722087
 | |
|     0.112265 0.0441794 0.760265
 | |
|     0.0903577 0.0361078 0.802964
 | |
|     0.0440627 0.0338913 0.826778
 | |
|     -5.99525e-006 0.032202 0.838099
 | |
|     -6.03453e-006 0.182641 0.416271
 | |
|     0.0365842 0.180701 0.431339
 | |
|     0.0933856 0.20602 0.477922
 | |
|     0.080763 0.177623 0.484506
 | |
|     0.0365842 0.180701 0.431339
 | |
|     0.0685709 0.304447 0.50685
 | |
|     0.0410853 0.295381 0.487833
 | |
|     0.137926 0.133923 0.524471
 | |
|     0.133546 0.164716 0.520617
 | |
|     0.145121 0.181375 0.570491
 | |
|     0.142576 0.171468 0.629867
 | |
|     0.137851 0.162652 0.681913
 | |
|     0.126921 0.168293 0.732386
 | |
|     0.116911 0.163024 0.763719
 | |
|     0.0791988 0.155518 0.804743
 | |
|     0.0387085 0.153465 0.828922
 | |
|     -6.02331e-006 0.151893 0.83963
 | |
|     -5.99324e-006 0.297062 0.476876
 | |
|     0.0410853 0.295381 0.487833
 | |
|     0.160765 0.206176 0.574598
 | |
|     0.157183 0.208498 0.53021
 | |
|     0.178502 0.301922 0.557989
 | |
|     0.18248 0.304739 0.601471
 | |
|     0.165323 0.196555 0.632623
 | |
|     0.171299 0.308204 0.658493
 | |
|     0.154054 0.184344 0.697228
 | |
|     0.16492 0.301378 0.70569
 | |
|     0.157557 0.295657 0.744138
 | |
|     0.151114 0.291259 0.773509
 | |
|     0.101476 0.28476 0.805839
 | |
|     0.0497115 0.282981 0.828222
 | |
|     -5.99525e-006 0.281619 0.837485
 | |
|     -5.99277e-006 0.408445 0.50911
 | |
|     0.02615 0.407096 0.518054
 | |
|     0.0685709 0.304447 0.50685
 | |
|     0.0359359 0.409389 0.541039
 | |
|     0.15079 0.412351 0.584631
 | |
|     0.152067 0.414615 0.622021
 | |
|     0.151554 0.417398 0.669597
 | |
|     0.146111 0.411914 0.707631
 | |
|     0.136615 0.407317 0.738957
 | |
|     0.133004 0.403782 0.763028
 | |
|     0.0943805 0.398561 0.787536
 | |
|     0.0516771 0.397132 0.807697
 | |
|     -5.99525e-006 0.396039 0.815151
 | |
|     -5.99312e-006 0.462211 0.561545
 | |
|     0.0167137 0.461154 0.567234
 | |
|     0.0340742 0.471589 0.590907
 | |
|     0.100561 0.502737 0.610115
 | |
|     0.102968 0.504075 0.635582
 | |
|     0.104337 0.503247 0.670756
 | |
|     0.10374 0.502276 0.698257
 | |
|     0.0923652 0.487476 0.721701
 | |
|     0.0833038 0.485397 0.742664
 | |
|     0.0553512 0.482229 0.772948
 | |
|     0.0273099 0.481325 0.778904
 | |
|     -6.02331e-006 0.480607 0.783851
 | |
|     -5.99888e-006 0.469641 0.594804
 | |
|     -5.99884e-006 0.46611 0.613291
 | |
|     0.100561 0.502737 0.610115
 | |
|     0.0340742 0.471589 0.590907
 | |
|     0.057825 0.494391 0.635937
 | |
|     0.102968 0.504075 0.635582
 | |
|     0.0684217 0.493639 0.671002
 | |
|     0.104337 0.503247 0.670756
 | |
|     0.0750133 0.4935 0.698391
 | |
|     0.10374 0.502276 0.698257
 | |
|     0.0923652 0.487476 0.721701
 | |
|     0.0429675 -0.487061 0.384028
 | |
|     -6.01191e-006 -0.489413 0.349775
 | |
|     0.143731 -0.324794 0.51721
 | |
|     0.138415 -0.324575 0.465862
 | |
|     0.126055 -0.313291 0.427764
 | |
|     0.110798 -0.31873 0.408481
 | |
|     0.0429675 -0.487061 0.384028
 | |
|     -6.01191e-006 -0.489413 0.349775
 | |
|     0.106495 -0.502318 0.390704
 | |
|     0.158652 -0.447237 0.383685
 | |
|     0.044302 -0.379662 0.373075
 | |
|     0.0636427 -0.330427 0.403987
 | |
|     0.0631419 -0.329861 0.3684
 | |
|     0.0463729 -0.374204 0.355176
 | |
|     0.161405 -0.376738 0.385066
 | |
|     0.141245 -0.329147 0.398354
 | |
|     0.110798 -0.31873 0.408481
 | |
|     0.106584 -0.318877 0.386952
 | |
|     0.0429675 -0.487061 0.384028
 | |
|     0.0322299 -0.440287 0.359173
 | |
|     0.0392272 -0.428835 0.342404
 | |
|     0.0497783 -0.470982 0.362412
 | |
|     0.1055 -0.521647 0.415847
 | |
|     0.106495 -0.502318 0.390704
 | |
|     0.106584 -0.318877 0.386952
 | |
|     0.109407 -0.479403 0.305144
 | |
|     0.156627 -0.435055 0.303697
 | |
|     0.0661904 -0.335633 0.317956
 | |
|     0.0507259 -0.372987 0.31302
 | |
|     0.15847 -0.375001 0.309915
 | |
|     0.135248 -0.335392 0.319948
 | |
|     0.103709 -0.325506 0.319942
 | |
|     0.0465731 -0.418437 0.301896
 | |
|     0.0570584 -0.453414 0.300846
 | |
|     0.109407 -0.479403 0.305144
 | |
|     0.103709 -0.325506 0.319942
 | |
|     0.110339 -0.475071 0.241112
 | |
|     0.154615 -0.437504 0.239378
 | |
|     0.06682 -0.352002 0.251301
 | |
|     0.0517318 -0.380941 0.248013
 | |
|     0.156198 -0.382902 0.241758
 | |
|     0.134218 -0.351951 0.24698
 | |
|     0.103426 -0.342174 0.250781
 | |
|     0.0507599 -0.421315 0.240985
 | |
|     0.0608986 -0.452227 0.239264
 | |
|     0.110339 -0.475071 0.241112
 | |
|     0.103426 -0.342174 0.250781
 | |
|     0.110454 -0.476822 0.185366
 | |
|     0.151892 -0.444522 0.18357
 | |
|     0.0671036 -0.365753 0.186124
 | |
|     0.0538821 -0.392696 0.18416
 | |
|     0.15341 -0.394186 0.183391
 | |
|     0.133405 -0.365668 0.184726
 | |
|     0.103114 -0.355469 0.186377
 | |
|     0.0523865 -0.429513 0.181984
 | |
|     0.0621006 -0.45684 0.182942
 | |
|     0.110454 -0.476822 0.185366
 | |
|     0.103114 -0.355469 0.186377
 | |
|     0.109493 -0.480994 0.130955
 | |
|     0.14861 -0.453043 0.129897
 | |
|     0.0668029 -0.380344 0.129099
 | |
|     0.0557389 -0.404677 0.128452
 | |
|     0.150047 -0.406171 0.129752
 | |
|     0.1329 -0.380185 0.129696
 | |
|     0.102702 -0.370705 0.129615
 | |
|     0.0543218 -0.438362 0.127962
 | |
|     0.0635265 -0.463102 0.129006
 | |
|     0.109493 -0.480994 0.130955
 | |
|     0.102702 -0.370705 0.129615
 | |
|     0.110104 -0.485551 0.0832893
 | |
|     0.149204 -0.459521 0.0811168
 | |
|     0.0674151 -0.392049 0.0804094
 | |
|     0.0573874 -0.416909 0.07956
 | |
|     0.150626 -0.418145 0.0811344
 | |
|     0.132766 -0.391974 0.081143
 | |
|     0.102909 -0.382796 0.0810606
 | |
|     0.0559863 -0.446677 0.0802382
 | |
|     0.0650865 -0.469292 0.0806493
 | |
|     0.110104 -0.485551 0.0832893
 | |
|     0.102909 -0.382796 0.0810606
 | |
|     0.109844 -0.488835 0.0620252
 | |
|     0.153518 -0.46339 0.0529077
 | |
|     0.0681872 -0.419591 0.026729
 | |
|     0.0536534 -0.437673 0.036471
 | |
|     0.155065 -0.438575 0.0382282
 | |
|     0.133109 -0.419494 0.0273878
 | |
|     0.103448 -0.411913 0.0260146
 | |
|     0.0521294 -0.458975 0.0497068
 | |
|     0.0620274 -0.474178 0.0592262
 | |
|     0.109844 -0.488835 0.0620252
 | |
|     0.103448 -0.411913 0.0260146
 | |
|     0.111973 -0.505576 0.0623921
 | |
|     0.126416 -0.502897 0.0591555
 | |
|     0.109844 -0.488835 0.0620252
 | |
|     0.0536534 -0.437673 0.036471
 | |
|     0.0681872 -0.419591 0.026729
 | |
|     0.0671324 -0.447662 0.00415647
 | |
|     0.0407818 -0.460415 0.0225976
 | |
|     0.133109 -0.419494 0.0273878
 | |
|     0.155065 -0.438575 0.0382282
 | |
|     0.169266 -0.462015 0.0247837
 | |
|     0.153467 -0.447519 0.00484679
 | |
|     0.103448 -0.411913 0.0260146
 | |
|     0.103869 -0.43864 0.00430854
 | |
|     0.0620274 -0.474178 0.0592262
 | |
|     0.0521294 -0.458975 0.0497068
 | |
|     0.0415861 -0.471442 0.0424496
 | |
|     0.057301 -0.485483 0.0571051
 | |
|     0.0747463 -0.490756 0.0587212
 | |
|     0.153518 -0.46339 0.0529077
 | |
|     0.163221 -0.482629 0.0484218
 | |
|     0.141623 -0.492985 0.0555324
 | |
|     0.146504 -0.523297 0.0513428
 | |
|     0.150122 -0.50958 0.05045
 | |
|     0.04337 -0.478815 0.00234124
 | |
|     0.0358505 -0.483787 0.0177471
 | |
|     0.1769 -0.489841 0.0209695
 | |
|     0.168432 -0.478043 0.00419262
 | |
|     0.0363131 -0.494131 0.0363784
 | |
|     0.0543623 -0.507605 0.0501244
 | |
|     0.0904406 -0.50014 0.059343
 | |
|     0.0873554 -0.528038 0.0540127
 | |
|     0.104304 -0.533433 0.0566965
 | |
|     0.1679 -0.511801 0.0434822
 | |
|     0.149296 -0.54775 0.0330222
 | |
|     0.152335 -0.531722 0.0335086
 | |
|     0.0398163 -0.499182 0.00228502
 | |
|     0.0358505 -0.502768 0.0101016
 | |
|     0.177476 -0.506916 0.0150483
 | |
|     0.171607 -0.498706 0.00430359
 | |
|     0.0369215 -0.518413 0.0228787
 | |
|     0.0543623 -0.536013 0.032708
 | |
|     0.0886182 -0.5593 0.037422
 | |
|     0.102938 -0.563772 0.0387706
 | |
|     0.17184 -0.532889 0.0272916
 | |
|     0.147792 -0.563518 0.00416894
 | |
|     0.151564 -0.546311 0.00425098
 | |
|     0.0391783 -0.518442 0.00291484
 | |
|     0.173349 -0.524283 0.00427221
 | |
|     0.0426174 -0.543672 0.00332891
 | |
|     0.0543623 -0.556182 0.0053816
 | |
|     0.0879581 -0.583245 0.00482973
 | |
|     0.104859 -0.579142 0.00464147
 | |
|     0.167703 -0.540535 0.00489926
 | |
|     0.0671324 -0.447662 0.00415647
 | |
|     0.103869 -0.43864 0.00430854
 | |
|     0.101226 -0.508006 0.00163751
 | |
|     0.153467 -0.447519 0.00484679
 | |
|     0.04337 -0.478815 0.00234124
 | |
|     0.168432 -0.478043 0.00419262
 | |
|     0.0398163 -0.499182 0.00228502
 | |
|     0.171607 -0.498706 0.00430359
 | |
|     0.167703 -0.540535 0.00489926
 | |
|     0.151564 -0.546311 0.00425098
 | |
|     0.0391783 -0.518442 0.00291484
 | |
|     0.173349 -0.524283 0.00427221
 | |
|     0.0543623 -0.556182 0.0053816
 | |
|     0.0426174 -0.543672 0.00332891
 | |
|     0.111101 -0.568947 0.00455014
 | |
|     0.104859 -0.579142 0.00464147
 | |
|     0.111101 -0.519838 0.05676
 | |
|     0.116208 -0.535334 0.0569273
 | |
|     0.111101 -0.551008 0.039642
 | |
|     0.117755 -0.565353 0.0381056
 | |
|     0.111101 -0.568947 0.00455014
 | |
|     0.119245 -0.575749 0.00445203
 | |
|     0.131225 -0.533362 0.0540132
 | |
|     0.13429 -0.560399 0.0350325
 | |
|     0.134706 -0.575671 0.00429882
 | |
|     0.0670285 -0.500765 0.0523835
 | |
|     0.0680752 -0.530429 0.0351141
 | |
|     0.0687237 -0.555542 0.00506012
 | |
|     0.0733049 -0.573537 0.00484601
 | |
|     0.0720845 -0.545654 0.0357167
 | |
|     0.0710436 -0.515316 0.0525911
 | |
|     0.0687237 -0.555542 0.00506012
 | |
|     0.0733049 -0.573537 0.00484601
 | |
|     0.0879581 -0.583245 0.00482973
 | |
|     0.119245 -0.575749 0.00445203
 | |
|     0.147792 -0.563518 0.00416894
 | |
|     0.134706 -0.575671 0.00429882
 | |
|     0.107656 0.174128 0.505716
 | |
|     0.120705 0.191382 0.502804
 | |
|     -5.99911e-006 0.465379 0.647564
 | |
|     0.057825 0.494391 0.635937
 | |
|     -5.99476e-006 0.478019 0.670186
 | |
|     0.0684217 0.493639 0.671002
 | |
|     0.0750133 0.4935 0.698391
 | |
|     0.0437479 0.501193 0.700009
 | |
|     0.120705 0.191382 0.502804
 | |
|     0.0933856 0.20602 0.477922
 | |
|     0.0919917 0.235317 0.447813
 | |
|     0.124155 0.221984 0.450988
 | |
|     0.0685709 0.304447 0.50685
 | |
|     0.0691506 0.315078 0.461775
 | |
|     0.155641 0.234759 0.454274
 | |
|     0.173388 0.31059 0.470277
 | |
|     0.0359359 0.409389 0.541039
 | |
|     0.0496436 0.400274 0.482969
 | |
|     0.149922 0.400899 0.490248
 | |
|     0.0561347 0.466769 0.506824
 | |
|     0.0971817 0.475333 0.511737
 | |
|     0.0971817 0.475333 0.511737
 | |
|     0.124155 0.221984 0.450988
 | |
|     0.0889183 0.268338 0.404044
 | |
|     0.123441 0.257714 0.405223
 | |
|     0.0671515 0.335309 0.414257
 | |
|     0.152351 0.268608 0.408117
 | |
|     0.167788 0.331566 0.418231
 | |
|     0.048648 0.405163 0.423267
 | |
|     0.145873 0.405431 0.42643
 | |
|     0.0634927 0.46204 0.432981
 | |
|     0.0980126 0.468759 0.435569
 | |
|     0.0980126 0.468759 0.435569
 | |
|     0.123441 0.257714 0.405223
 | |
|     0.0923032 0.320982 0.337313
 | |
|     0.122306 0.308493 0.337137
 | |
|     0.0721765 0.366743 0.348243
 | |
|     0.146589 0.316442 0.340553
 | |
|     0.158868 0.36178 0.349086
 | |
|     0.0522262 0.429502 0.356261
 | |
|     0.145382 0.430471 0.358295
 | |
|     0.0711039 0.473618 0.362299
 | |
|     0.102596 0.481633 0.363566
 | |
|     0.102596 0.481633 0.363566
 | |
|     0.122306 0.308493 0.337137
 | |
|     0.100601 0.378979 0.269924
 | |
|     0.124302 0.369543 0.269027
 | |
|     0.0767673 0.416434 0.282104
 | |
|     0.142367 0.375773 0.271678
 | |
|     0.150126 0.414854 0.283764
 | |
|     0.0628015 0.465719 0.295538
 | |
|     0.143194 0.463754 0.297506
 | |
|     0.0762085 0.493711 0.30471
 | |
|     0.107889 0.501636 0.305711
 | |
|     0.107889 0.501636 0.305711
 | |
|     0.124302 0.369543 0.269027
 | |
|     0.102752 0.425198 0.223183
 | |
|     0.122375 0.42297 0.222748
 | |
|     0.0818956 0.45918 0.230467
 | |
|     0.132036 0.427959 0.224949
 | |
|     0.140835 0.461146 0.232268
 | |
|     0.0715133 0.49707 0.240903
 | |
|     0.13764 0.502676 0.241786
 | |
|     0.0846607 0.533952 0.248329
 | |
|     0.108467 0.53513 0.24959
 | |
|     0.108467 0.53513 0.24959
 | |
|     0.122375 0.42297 0.222748
 | |
|     0.0990581 0.442573 0.1997
 | |
|     0.135809 0.441966 0.201819
 | |
|     0.0706141 0.471619 0.211417
 | |
|     0.135809 0.441966 0.201819
 | |
|     0.147573 0.474242 0.212413
 | |
|     0.0620002 0.50924 0.221962
 | |
|     0.14383 0.515331 0.223469
 | |
|     0.0793381 0.546391 0.229448
 | |
|     0.108304 0.548091 0.23092
 | |
|     0.108304 0.548091 0.23092
 | |
|     0.0700441 0.472988 0.200887
 | |
|     0.146167 0.47577 0.201847
 | |
|     0.0646367 0.510759 0.204279
 | |
|     0.143489 0.517171 0.205947
 | |
|     0.0793049 0.547997 0.204426
 | |
|     0.114064 0.549764 0.206144
 | |
|     0.114064 0.549764 0.206144
 | |
|     0.0962543 0.451714 0.169609
 | |
|     0.131978 0.45156 0.171542
 | |
|     0.0749072 0.479022 0.170856
 | |
|     0.131978 0.45156 0.171542
 | |
|     0.140974 0.482273 0.171728
 | |
|     0.070199 0.510702 0.174047
 | |
|     0.137466 0.517502 0.175504
 | |
|     0.0829211 0.545575 0.174218
 | |
|     0.112448 0.546866 0.175755
 | |
|     0.112448 0.546866 0.175755
 | |
|     0.0998925 0.458908 0.126691
 | |
|     0.128288 0.455057 0.128567
 | |
|     0.0828791 0.482743 0.124073
 | |
|     0.128288 0.455057 0.128567
 | |
|     0.143634 0.485556 0.125244
 | |
|     0.0855751 0.512635 0.124109
 | |
|     0.143773 0.51845 0.125289
 | |
|     0.0951796 0.54057 0.121745
 | |
|     0.120166 0.541704 0.122869
 | |
|     0.120166 0.541704 0.122869
 | |
|     0.0871222 0.457905 0.0677091
 | |
|     0.128647 0.455035 0.0705424
 | |
|     0.0758029 0.481362 0.0681283
 | |
|     0.128647 0.455035 0.0705424
 | |
|     0.153319 0.480135 0.0699758
 | |
|     0.0763837 0.50734 0.0659233
 | |
|     0.152614 0.512376 0.067411
 | |
|     0.0904964 0.527387 0.0672931
 | |
|     0.147454 0.529681 0.0692532
 | |
|     0.125056 0.5412 0.0680091
 | |
|     0.128126 0.446996 0.0577485
 | |
|     0.170321 0.471266 0.0456432
 | |
|     0.0878781 0.50802 0.0236282
 | |
|     0.0738364 0.490666 0.0315287
 | |
|     0.171815 0.495381 0.0336155
 | |
|     0.150603 0.514293 0.0243253
 | |
|     0.121946 0.521819 0.0231674
 | |
|     0.072364 0.47038 0.0428162
 | |
|     0.081927 0.454708 0.0513959
 | |
|     0.128126 0.446996 0.0577485
 | |
|     0.125056 0.5412 0.0680091
 | |
|     0.121946 0.521819 0.0231674
 | |
|     0.0738364 0.490666 0.0315287
 | |
|     0.0878781 0.50802 0.0236282
 | |
|     0.0868592 0.48444 0.00408658
 | |
|     0.0614004 0.470135 0.0199398
 | |
|     0.150603 0.514293 0.0243253
 | |
|     0.171815 0.495381 0.0336155
 | |
|     0.185535 0.474053 0.0220154
 | |
|     0.170272 0.488547 0.00480723
 | |
|     0.121946 0.521819 0.0231674
 | |
|     0.122353 0.498044 0.00433686
 | |
|     0.081927 0.454708 0.0513959
 | |
|     0.072364 0.47038 0.0428162
 | |
|     0.0595349 0.452343 0.0371471
 | |
|     0.0747181 0.438707 0.0500317
 | |
|     0.0942154 0.435507 0.0532981
 | |
|     0.170321 0.471266 0.0456432
 | |
|     0.179697 0.453572 0.0406762
 | |
|     0.158829 0.444304 0.0485725
 | |
|     0.163545 0.414972 0.0437332
 | |
|     0.167041 0.428892 0.0425167
 | |
|     0.0639009 0.455085 0.00265992
 | |
|     0.056636 0.440484 0.0161468
 | |
|     0.192911 0.44551 0.0177883
 | |
|     0.184731 0.458968 0.004088
 | |
|     0.0570829 0.425032 0.0321181
 | |
|     0.0745212 0.413919 0.044334
 | |
|     0.109378 0.430085 0.0559125
 | |
|     0.106398 0.40179 0.0501557
 | |
|     0.122773 0.404338 0.0522218
 | |
|     0.130182 0.431818 0.0594609
 | |
|     0.184216 0.425846 0.0354333
 | |
|     0.166242 0.392343 0.0283783
 | |
|     0.169178 0.407184 0.0276642
 | |
|     0.0604675 0.434175 0.00246388
 | |
|     0.056636 0.427586 0.00937738
 | |
|     0.193468 0.430547 0.0126149
 | |
|     0.187799 0.439618 0.00378876
 | |
|     0.0576707 0.409082 0.0205411
 | |
|     0.0745212 0.392678 0.0291025
 | |
|     0.107618 0.377337 0.0332445
 | |
|     0.121453 0.376566 0.0344299
 | |
|     0.188024 0.404818 0.0229884
 | |
|     0.164788 0.378895 0.00421499
 | |
|     0.168434 0.395969 0.00417418
 | |
|     0.0612959 0.416086 0.00305117
 | |
|     0.187144 0.41609 0.0038597
 | |
|     0.0631739 0.388393 0.00352584
 | |
|     0.0745212 0.381507 0.00527689
 | |
|     0.10698 0.3651 0.00479292
 | |
|     0.123309 0.362563 0.0046285
 | |
|     0.184026 0.396845 0.00466533
 | |
|     0.0868592 0.48444 0.00408658
 | |
|     0.122353 0.498044 0.00433686
 | |
|     0.119799 0.437058 0.00199192
 | |
|     0.170272 0.488547 0.00480723
 | |
|     0.0639009 0.455085 0.00265992
 | |
|     0.184731 0.458968 0.004088
 | |
|     0.0604675 0.434175 0.00246388
 | |
|     0.187799 0.439618 0.00378876
 | |
|     0.184026 0.396845 0.00466533
 | |
|     0.168434 0.395969 0.00417418
 | |
|     0.0612959 0.416086 0.00305117
 | |
|     0.187144 0.41609 0.0038597
 | |
|     0.0745212 0.381507 0.00527689
 | |
|     0.0631739 0.388393 0.00352584
 | |
|     0.12934 0.377331 0.0045484
 | |
|     0.123309 0.362563 0.0046285
 | |
|     0.12934 0.418957 0.0531095
 | |
|     0.134274 0.404893 0.0516721
 | |
|     0.12934 0.390482 0.0352316
 | |
|     0.135768 0.377138 0.0338523
 | |
|     0.12934 0.377331 0.0045484
 | |
|     0.137208 0.364252 0.00446276
 | |
|     0.144137 0.434904 0.0541634
 | |
|     0.148784 0.406198 0.04776
 | |
|     0.151743 0.381523 0.0309904
 | |
|     0.152146 0.367871 0.00432813
 | |
|     0.0867587 0.42234 0.0473777
 | |
|     0.0877699 0.399751 0.0313459
 | |
|     0.0883966 0.389232 0.0049943
 | |
|     0.0928227 0.373647 0.00480435
 | |
|     0.0916437 0.385152 0.0317213
 | |
|     0.090638 0.407225 0.0479976
 | |
|     0.128126 0.446996 0.0577485
 | |
|     0.0883966 0.389232 0.0049943
 | |
|     0.0928227 0.373647 0.00480435
 | |
|     0.10698 0.3651 0.00479292
 | |
|     0.137208 0.364252 0.00446276
 | |
|     0.164788 0.378895 0.00421499
 | |
|     0.152146 0.367871 0.00432813
 | |
|     -5.99525e-006 0.493263 0.776618
 | |
|     -6.02331e-006 0.480607 0.783851
 | |
|     0.0273099 0.481325 0.778904
 | |
|     0.0553512 0.482229 0.772948
 | |
|     0.0387157 0.495378 0.754074
 | |
|     0.0833038 0.485397 0.742664
 | |
|     0.0501435 0.500665 0.730492
 | |
|     0.0923652 0.487476 0.721701
 | |
|     0.0437479 0.501193 0.700009
 | |
|     0.0923652 0.487476 0.721701
 | |
|     0.0368804 0.556506 0.741383
 | |
|     -6.02331e-006 0.555039 0.757438
 | |
|     0.0456875 0.556696 0.717233
 | |
|     -5.99476e-006 0.478019 0.670186
 | |
|     -6.02331e-006 0.555834 0.66397
 | |
|     0.0391553 0.556557 0.69194
 | |
|     0.0334854 0.632876 0.717837
 | |
|     -6.02331e-006 0.630331 0.729881
 | |
|     0.0404803 0.632478 0.695279
 | |
|     -6.02331e-006 0.631212 0.645718
 | |
|     0.0338582 0.632222 0.671456
 | |
|     0.0292678 0.734135 0.677412
 | |
|     -6.00087e-006 0.736932 0.68712
 | |
|     0.0356549 0.729437 0.660101
 | |
|     -6.00087e-006 0.718296 0.62238
 | |
|     0.0300753 0.724393 0.641771
 | |
|     0.02639 0.841098 0.630235
 | |
|     -6.02892e-006 0.845242 0.638598
 | |
|     0.0320813 0.833908 0.615365
 | |
|     -6.03453e-006 0.817321 0.582947
 | |
|     0.0270269 0.826149 0.599639
 | |
|     0.0242721 0.9476 0.594942
 | |
|     -6.04014e-006 0.949842 0.603967
 | |
|     0.0293683 0.944488 0.579213
 | |
|     -6.04014e-006 0.937402 0.544417
 | |
|     0.0246352 0.941134 0.562576
 | |
|     0.0238008 1.0495 0.577356
 | |
|     -6.04014e-006 1.05026 0.585922
 | |
|     0.0292712 1.04897 0.562302
 | |
|     -6.04014e-006 1.04782 0.528986
 | |
|     0.0241965 1.0484 0.54638
 | |
|     0.0235182 1.15809 0.582184
 | |
|     -6.06257e-006 1.15692 0.590521
 | |
|     0.0289927 1.16048 0.566864
 | |
|     -6.06257e-006 1.16574 0.532303
 | |
|     0.0241308 1.16294 0.55039
 | |
|     0.0238171 1.25393 0.608576
 | |
|     -6.04014e-006 1.25321 0.615787
 | |
|     0.0288682 1.25552 0.59528
 | |
|     -6.04014e-006 1.25878 0.565539
 | |
|     0.0243823 1.25719 0.581085
 | |
|     -6.03453e-006 1.27964 0.599064
 | |
|     0.115511 0.135229 0.515692
 | |
|     0.020412 -0.875269 0.817782
 | |
|     0.0301971 -0.876773 0.808805
 | |
|     0.0263871 -0.862196 0.826265
 | |
|     0.0143755 -0.866786 0.835099
 | |
|     0.0263185 -0.854063 0.844947
 | |
|     0.0155389 -0.860249 0.851841
 | |
|     -6.02903e-006 -0.778754 0.931408
 | |
|     -5.99537e-006 -0.802179 0.919983
 | |
|     0.0212095 -0.800929 0.917429
 | |
|     0.0238828 -0.780533 0.929389
 | |
|     -6.02903e-006 -0.758029 0.940936
 | |
|     0.0232949 -0.759319 0.939108
 | |
|     -6.00098e-006 -0.72277 0.954292
 | |
|     0.020965 -0.725097 0.95201
 | |
|     0.0211792 -0.713346 0.95409
 | |
|     -6.00098e-006 -0.72277 0.954292
 | |
|     0.020965 -0.725097 0.95201
 | |
|     0.0625599 -0.693735 0.942941
 | |
|     0.0941267 -0.675887 0.919979
 | |
|     0.0218418 -0.896468 0.796427
 | |
|     0.0320675 -0.893504 0.787522
 | |
|     0.0279982 -0.915023 0.754729
 | |
|     0.0294758 -0.911253 0.761201
 | |
|     0.0195553 -0.920942 0.765461
 | |
|     0.0183609 -0.924052 0.758267
 | |
|     0.0626754 -0.780199 0.7141
 | |
|     0.0694447 -0.748135 0.709291
 | |
|     0.0793885 -0.760075 0.718626
 | |
|     0.074739 -0.792374 0.723784
 | |
|     0.109836 -0.670589 0.751225
 | |
|     0.0976358 -0.683915 0.731353
 | |
|     0.087902 -0.671836 0.709759
 | |
|     0.0463433 -0.755384 0.703352
 | |
|     0.0488179 -0.736518 0.700561
 | |
|     0.0488179 -0.736518 0.700561
 | |
|     0.0416846 -0.699689 0.697097
 | |
|     0.0823696 -0.714286 0.714771
 | |
|     0.0480814 -0.891283 0.751699
 | |
|     0.0359192 -0.899563 0.758769
 | |
|     0.0290361 -0.906946 0.747773
 | |
|     0.0365647 -0.899024 0.740741
 | |
|     0.0281179 -0.915472 0.750369
 | |
|     0.050712 -0.860846 0.778196
 | |
|     0.0374048 -0.867111 0.796413
 | |
|     0.0379827 -0.883877 0.777192
 | |
|     0.0502618 -0.875647 0.766286
 | |
|     0.0525194 -0.848598 0.787098
 | |
|     0.032794 -0.855988 0.812392
 | |
|     0.0486217 -0.834587 0.796849
 | |
|     0.0353723 -0.851552 0.820961
 | |
|     0.0357251 -0.847858 0.825328
 | |
|     0.0455344 -0.836494 0.818002
 | |
|     0.0432586 -0.83173 0.829422
 | |
|     0.0377995 -0.834015 0.832663
 | |
|     0.0205731 -0.819116 0.902006
 | |
|     -5.98976e-006 -0.82161 0.905978
 | |
|     -6.00098e-006 -0.850369 0.882956
 | |
|     0.0224381 -0.844718 0.874943
 | |
|     0.0412243 -0.841754 0.863363
 | |
|     0.0641065 -0.818882 0.840628
 | |
|     0.0752759 -0.813341 0.843075
 | |
|     0.0704463 -0.81457 0.851211
 | |
|     0.0898263 -0.780146 0.857734
 | |
|     0.0929246 -0.758172 0.876313
 | |
|     0.0847637 -0.764962 0.892358
 | |
|     0.0806221 -0.787859 0.871126
 | |
|     0.0920726 -0.736285 0.895336
 | |
|     0.0828712 -0.746308 0.911947
 | |
|     0.0995181 -0.723104 0.899483
 | |
|     0.0898555 -0.732531 0.917039
 | |
|     0.0615816 -0.818803 0.833897
 | |
|     0.0692454 -0.812813 0.832336
 | |
|     0.102299 -0.76309 0.838524
 | |
|     0.113707 -0.733827 0.845554
 | |
|     0.127224 -0.710677 0.858105
 | |
|     0.111188 -0.653542 0.88625
 | |
|     0.0881541 -0.689861 0.920985
 | |
|     0.113719 -0.672654 0.875844
 | |
|     0.10529 -0.68836 0.896239
 | |
|     0.0418615 -0.893884 0.730332
 | |
|     0.0535312 -0.884191 0.737724
 | |
|     0.061449 -0.862856 0.75203
 | |
|     0.065433 -0.843039 0.762669
 | |
|     0.0669243 -0.830705 0.769473
 | |
|     0.0701193 -0.820103 0.775273
 | |
|     0.0794787 -0.798518 0.781182
 | |
|     0.0753809 -0.810841 0.799107
 | |
|     0.0632169 -0.8253 0.795467
 | |
|     0.0967191 -0.766644 0.79451
 | |
|     0.0869136 -0.786298 0.822447
 | |
|     0.111638 -0.739496 0.806768
 | |
|     0.121885 -0.71382 0.817084
 | |
|     0.135629 -0.697655 0.824822
 | |
|     0.117006 -0.681672 0.834488
 | |
|     0.114011 -0.692342 0.865171
 | |
|     0.119095 -0.670402 0.844468
 | |
|     0.0432982 -0.881239 0.712367
 | |
|     0.0571912 -0.869419 0.718208
 | |
|     0.0675868 -0.852018 0.728199
 | |
|     0.0726034 -0.833947 0.737822
 | |
|     0.0737518 -0.822958 0.745722
 | |
|     0.0782478 -0.810125 0.75566
 | |
|     0.0856699 -0.783866 0.760804
 | |
|     0.0993089 -0.747731 0.765365
 | |
|     0.11888 -0.71819 0.777795
 | |
|     0.132711 -0.695374 0.78905
 | |
|     0.0395291 -0.87164 0.69739
 | |
|     0.0572776 -0.858098 0.704715
 | |
|     0.0639092 -0.844268 0.710103
 | |
|     0.0678089 -0.832104 0.717297
 | |
|     0.0714954 -0.816745 0.722066
 | |
|     0.0793249 -0.799096 0.731687
 | |
|     0.0866263 -0.772412 0.733261
 | |
|     0.0983159 -0.730336 0.745645
 | |
|     0.127317 -0.709342 0.760183
 | |
|     0.113449 -0.681399 0.77017
 | |
|     0.121048 -0.676951 0.799907
 | |
|     0.119065 -0.659344 0.814876
 | |
|     0.122487 -0.659173 0.780501
 | |
|     0.0548062 -0.853744 0.699461
 | |
|     0.0665527 -0.830783 0.713043
 | |
|     0.061864 -0.841614 0.705691
 | |
|     0.0693837 -0.810481 0.720575
 | |
|     0.113258 -0.722211 0.734425
 | |
|     0.0179165 -0.927128 0.75702
 | |
|     0.0338134 -0.847057 0.840856
 | |
|     0.0435092 -0.840064 0.851383
 | |
|     0.0419298 -0.83253 0.874876
 | |
|     0.0428806 -0.837351 0.864357
 | |
|     0.0541542 -0.823519 0.868103
 | |
|     0.041466 -0.811183 0.892928
 | |
|     0.0604125 -0.791385 0.890596
 | |
|     0.0658926 -0.770735 0.905998
 | |
|     0.0480643 -0.776192 0.917169
 | |
|     0.0438384 -0.796394 0.903827
 | |
|     0.0695782 -0.753132 0.922241
 | |
|     0.0483962 -0.76016 0.931207
 | |
|     0.0619824 -0.730059 0.940715
 | |
|     0.0390463 -0.725867 0.949777
 | |
|     0.0182561 -0.92491 0.74987
 | |
|     0.0185946 -0.916027 0.74368
 | |
|     0.0624971 -0.798554 0.719175
 | |
|     0.0667668 -0.820806 0.823696
 | |
|     0.0524965 -0.825014 0.829776
 | |
|     0.0602656 -0.824362 0.855261
 | |
|     0.0585664 -0.822425 0.844971
 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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|     -0.171853 -0.532889 0.0272914
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|     -0.0391903 -0.518442 0.00291476
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|     -0.0671443 -0.447662 0.00415647
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|     -0.153479 -0.447517 0.00484669
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|     -0.0433821 -0.478815 0.00234116
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|     -0.168443 -0.478043 0.00419254
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|     -0.0398283 -0.499182 0.00228494
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|     -0.167716 -0.540535 0.0048991
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|     -0.151576 -0.546311 0.00425083
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|     -0.0391903 -0.518442 0.00291476
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|     -0.173361 -0.524282 0.00427214
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|     -0.0543743 -0.556182 0.00538145
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|     -0.104871 -0.579142 0.00464131
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|     -0.117766 -0.565353 0.0381055
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 | |
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 | |
|     -0.0235303 1.15809 0.582184
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|     -0.0290048 1.16048 0.566864
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|     -0.0480933 -0.891283 0.751699
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|     -0.0507241 -0.860846 0.778196
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|     -0.0502739 -0.875647 0.766286
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|     -0.0379946 -0.883877 0.777192
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|     -0.0374169 -0.867111 0.796413
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|     -0.0328061 -0.855988 0.812392
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|     -0.0353843 -0.851552 0.820961
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|     -0.0486338 -0.834587 0.796849
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|     -0.0378116 -0.834015 0.832663
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|     -0.0455465 -0.836494 0.818002
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|     -0.0205852 -0.819116 0.902006
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|     -0.0224501 -0.844718 0.874943
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|     -0.0412362 -0.841754 0.863363
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|     -0.0641184 -0.818882 0.840628
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|     -0.0704584 -0.81457 0.851211
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|     -0.075288 -0.813341 0.843075
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|     -0.0898383 -0.780146 0.857734
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|     -0.0929367 -0.758172 0.876313
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|     -0.0828832 -0.746308 0.911947
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|     -0.09953 -0.723104 0.899483
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|     -0.0692575 -0.812813 0.832336
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|     -0.0615937 -0.818803 0.833897
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|     -0.102311 -0.76309 0.838524
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|     -0.113719 -0.733827 0.845554
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|     -0.127236 -0.710677 0.858105
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|     -0.0881662 -0.689861 0.920985
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|     -0.1112 -0.653542 0.88625
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|     -0.113731 -0.672654 0.875844
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|     -0.105302 -0.68836 0.896239
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|     -0.0418736 -0.893884 0.730331
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|     -0.0614609 -0.862856 0.75203
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|     -0.0654451 -0.843039 0.762669
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|     -0.0669364 -0.830705 0.769473
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|     -0.0701313 -0.820103 0.775273
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|     -0.063229 -0.8253 0.795467
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|     -0.075393 -0.810841 0.799107
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|     -0.0794907 -0.798518 0.781182
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|     -0.096731 -0.766644 0.79451
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|     -0.11165 -0.739496 0.806768
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|     -0.135641 -0.697655 0.824822
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|     -0.0823817 -0.714286 0.714771
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|     -0.00831362 -0.0612089 0.333307
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|     -0.00974985 0.0768799 0.396132
 | |
|     -0.0342096 0.284243 0.483865
 | |
|     -0.04788 0.194036 0.472105
 | |
|     -0.0456415 -0.809534 0.714757
 | |
|     -0.0419155 -0.834734 0.702676
 | |
|     -0.0471248 -0.852813 0.693424
 | |
|     -0.0353558 -0.865589 0.694319
 | |
|     -0.0201557 -0.873991 0.694844
 | |
|   faces 3536
 | |
|     0 1 2  -2147483648  0 1 2  1
 | |
|     2 3 0  -2147483648  2 3 0  1
 | |
|     3 2 4  -2147483648  3 2 4  1
 | |
|     4 5 3  -2147483648  4 5 3  1
 | |
|     6 5 4  -2147483648  6 5 4  1
 | |
|     4 7 6  -2147483648  4 7 6  1
 | |
|     6 7 8  -2147483648  6 7 8  1
 | |
|     8 9 6  -2147483648  8 9 6  1
 | |
|     10 11 12  -2147483648  10 11 12  1
 | |
|     12 13 10  -2147483648  12 13 10  1
 | |
|     14 15 16  -2147483648  14 15 16  1
 | |
|     16 17 14  -2147483648  16 17 14  1
 | |
|     17 16 18  -2147483648  17 16 18  1
 | |
|     18 19 17  -2147483648  18 19 17  1
 | |
|     19 18 20  -2147483648  19 18 20  1
 | |
|     20 21 19  -2147483648  20 21 19  1
 | |
|     21 20 22  -2147483648  21 20 22  1
 | |
|     22 23 21  -2147483648  22 23 21  1
 | |
|     23 22 1  -2147483648  23 22 1  1
 | |
|     1 0 23  -2147483648  1 0 23  1
 | |
|     13 12 24  -2147483648  13 12 24  1
 | |
|     24 25 13  -2147483648  24 25 13  1
 | |
|     15 13 25  -2147483648  15 13 25  1
 | |
|     25 26 15  -2147483648  25 26 15  1
 | |
|     16 15 26  -2147483648  16 15 26  1
 | |
|     26 27 16  -2147483648  26 27 16  1
 | |
|     18 16 27  -2147483648  18 16 27  1
 | |
|     27 28 18  -2147483648  27 28 18  1
 | |
|     20 18 28  -2147483648  20 18 28  1
 | |
|     28 29 20  -2147483648  28 29 20  1
 | |
|     22 20 29  -2147483648  22 20 29  1
 | |
|     29 30 22  -2147483648  29 30 22  1
 | |
|     1 22 30  -2147483648  1 22 30  1
 | |
|     30 31 1  -2147483648  30 31 1  1
 | |
|     2 1 31  -2147483648  2 1 31  1
 | |
|     31 32 2  -2147483648  31 32 2  1
 | |
|     4 2 32  -2147483648  4 2 32  1
 | |
|     32 33 4  -2147483648  32 33 4  1
 | |
|     7 4 33  -2147483648  7 4 33  1
 | |
|     33 34 7  -2147483648  33 34 7  1
 | |
|     8 7 34  -2147483648  8 7 34  1
 | |
|     34 35 8  -2147483648  34 35 8  1
 | |
|     25 24 36  -2147483648  25 24 36  1
 | |
|     36 37 25  -2147483648  36 37 25  1
 | |
|     26 25 37  -2147483648  26 25 37  1
 | |
|     37 38 26  -2147483648  37 38 26  1
 | |
|     27 26 38  -2147483648  27 26 38  1
 | |
|     38 39 27  -2147483648  38 39 27  1
 | |
|     28 27 39  -2147483648  28 27 39  1
 | |
|     39 40 28  -2147483648  39 40 28  1
 | |
|     29 28 40  -2147483648  29 28 40  1
 | |
|     40 41 29  -2147483648  40 41 29  1
 | |
|     30 29 41  -2147483648  30 29 41  1
 | |
|     41 42 30  -2147483648  41 42 30  1
 | |
|     31 30 42  -2147483648  31 30 42  1
 | |
|     42 43 31  -2147483648  42 43 31  1
 | |
|     32 31 43  -2147483648  32 31 43  1
 | |
|     43 44 32  -2147483648  43 44 32  1
 | |
|     33 32 44  -2147483648  33 32 44  1
 | |
|     44 45 33  -2147483648  44 45 33  1
 | |
|     34 33 45  -2147483648  34 33 45  1
 | |
|     45 46 34  -2147483648  45 46 34  1
 | |
|     35 34 46  -2147483648  35 34 46  1
 | |
|     46 47 35  -2147483648  46 47 35  1
 | |
|     48 49 50  -2147483648  48 49 50  1
 | |
|     50 51 48  -2147483648  50 51 48  1
 | |
|     51 50 52  -2147483648  51 50 52  1
 | |
|     52 53 51  -2147483648  52 53 51  1
 | |
|     53 52 54  -2147483648  53 52 54  1
 | |
|     40 39 54  -2147483648  40 39 54  1
 | |
|     54 55 40  -2147483648  54 55 40  1
 | |
|     41 40 55  -2147483648  41 40 55  1
 | |
|     55 56 41  -2147483648  55 56 41  1
 | |
|     41 56 57  -2147483648  41 56 57  1
 | |
|     57 42 41  -2147483648  57 42 41  1
 | |
|     43 42 57  -2147483648  43 42 57  1
 | |
|     57 58 43  -2147483648  57 58 43  1
 | |
|     44 43 58  -2147483648  44 43 58  1
 | |
|     58 59 44  -2147483648  58 59 44  1
 | |
|     45 44 59  -2147483648  45 44 59  1
 | |
|     59 60 45  -2147483648  59 60 45  1
 | |
|     46 45 60  -2147483648  46 45 60  1
 | |
|     60 61 46  -2147483648  60 61 46  1
 | |
|     47 46 61  -2147483648  47 46 61  1
 | |
|     61 62 47  -2147483648  61 62 47  1
 | |
|     63 64 65  -2147483648  63 64 65  1
 | |
|     65 66 63  -2147483648  65 66 63  1
 | |
|     67 68 69  -2147483648  67 68 69  1
 | |
|     69 70 67  -2147483648  69 70 67  1
 | |
|     70 69 71  -2147483648  70 69 71  1
 | |
|     71 72 70  -2147483648  71 72 70  1
 | |
|     72 71 73  -2147483648  72 71 73  1
 | |
|     73 74 72  -2147483648  73 74 72  1
 | |
|     74 73 75  -2147483648  74 73 75  1
 | |
|     75 76 74  -2147483648  75 76 74  1
 | |
|     76 75 77  -2147483648  76 75 77  1
 | |
|     77 78 76  -2147483648  77 78 76  1
 | |
|     78 77 79  -2147483648  78 77 79  1
 | |
|     60 59 79  -2147483648  60 59 79  1
 | |
|     79 80 60  -2147483648  79 80 60  1
 | |
|     61 60 80  -2147483648  61 60 80  1
 | |
|     80 81 61  -2147483648  80 81 61  1
 | |
|     62 61 81  -2147483648  62 61 81  1
 | |
|     81 82 62  -2147483648  81 82 62  1
 | |
|     65 64 83  -2147483648  65 64 83  1
 | |
|     83 84 65  -2147483648  83 84 65  1
 | |
|     69 68 85  -2147483648  69 68 85  1
 | |
|     85 86 69  -2147483648  85 86 69  1
 | |
|     71 69 86  -2147483648  71 69 86  1
 | |
|     86 87 71  -2147483648  86 87 71  1
 | |
|     73 71 87  -2147483648  73 71 87  1
 | |
|     87 88 73  -2147483648  87 88 73  1
 | |
|     75 73 88  -2147483648  75 73 88  1
 | |
|     88 89 75  -2147483648  88 89 75  1
 | |
|     77 75 89  -2147483648  77 75 89  1
 | |
|     89 90 77  -2147483648  89 90 77  1
 | |
|     79 77 90  -2147483648  79 77 90  1
 | |
|     90 91 79  -2147483648  90 91 79  1
 | |
|     80 79 91  -2147483648  80 79 91  1
 | |
|     91 92 80  -2147483648  91 92 80  1
 | |
|     81 80 92  -2147483648  81 80 92  1
 | |
|     92 93 81  -2147483648  92 93 81  1
 | |
|     82 81 93  -2147483648  82 81 93  1
 | |
|     93 94 82  -2147483648  93 94 82  1
 | |
|     84 83 95  -2147483648  84 83 95  1
 | |
|     95 96 84  -2147483648  95 96 84  1
 | |
|     97 98 99  -2147483648  97 98 99  1
 | |
|     99 100 97  -2147483648  99 100 97  1
 | |
|     98 101 102  -2147483648  98 101 102  1
 | |
|     102 99 98  -2147483648  102 99 98  1
 | |
|     101 103 104  -2147483648  101 103 104  1
 | |
|     104 102 101  -2147483648  104 102 101  1
 | |
|     103 105 106  -2147483648  103 105 106  1
 | |
|     106 104 103  -2147483648  106 104 103  1
 | |
|     89 106 105  -2147483648  89 106 105  1
 | |
|     105 107 89  -2147483648  105 107 89  1
 | |
|     90 89 107  -2147483648  90 89 107  1
 | |
|     107 108 90  -2147483648  107 108 90  1
 | |
|     91 90 108  -2147483648  91 90 108  1
 | |
|     108 109 91  -2147483648  108 109 91  1
 | |
|     92 91 109  -2147483648  92 91 109  1
 | |
|     109 110 92  -2147483648  109 110 92  1
 | |
|     93 92 110  -2147483648  93 92 110  1
 | |
|     110 111 93  -2147483648  110 111 93  1
 | |
|     94 93 111  -2147483648  94 93 111  1
 | |
|     111 112 94  -2147483648  111 112 94  1
 | |
|     95 113 114  -2147483648  95 113 114  1
 | |
|     114 96 95  -2147483648  114 96 95  1
 | |
|     98 97 115  -2147483648  98 97 115  1
 | |
|     115 116 98  -2147483648  115 116 98  1
 | |
|     101 98 116  -2147483648  101 98 116  1
 | |
|     116 117 101  -2147483648  116 117 101  1
 | |
|     103 101 117  -2147483648  103 101 117  1
 | |
|     117 118 103  -2147483648  117 118 103  1
 | |
|     105 103 118  -2147483648  105 103 118  1
 | |
|     118 119 105  -2147483648  118 119 105  1
 | |
|     107 105 119  -2147483648  107 105 119  1
 | |
|     119 120 107  -2147483648  119 120 107  1
 | |
|     108 107 120  -2147483648  108 107 120  1
 | |
|     120 121 108  -2147483648  120 121 108  1
 | |
|     109 108 121  -2147483648  109 108 121  1
 | |
|     121 122 109  -2147483648  121 122 109  1
 | |
|     110 109 122  -2147483648  110 109 122  1
 | |
|     122 123 110  -2147483648  122 123 110  1
 | |
|     111 110 123  -2147483648  111 110 123  1
 | |
|     123 124 111  -2147483648  123 124 111  1
 | |
|     112 111 124  -2147483648  112 111 124  1
 | |
|     124 125 112  -2147483648  124 125 112  1
 | |
|     113 126 127  -2147483648  113 126 127  1
 | |
|     127 114 113  -2147483648  127 114 113  1
 | |
|     116 115 128  -2147483648  116 115 128  1
 | |
|     128 129 116  -2147483648  128 129 116  1
 | |
|     117 116 129  -2147483648  117 116 129  1
 | |
|     129 130 117  -2147483648  129 130 117  1
 | |
|     118 117 130  -2147483648  118 117 130  1
 | |
|     130 131 118  -2147483648  130 131 118  1
 | |
|     119 118 131  -2147483648  119 118 131  1
 | |
|     131 132 119  -2147483648  131 132 119  1
 | |
|     120 119 132  -2147483648  120 119 132  1
 | |
|     132 133 120  -2147483648  132 133 120  1
 | |
|     121 120 133  -2147483648  121 120 133  1
 | |
|     133 134 121  -2147483648  133 134 121  1
 | |
|     122 121 134  -2147483648  122 121 134  1
 | |
|     134 135 122  -2147483648  134 135 122  1
 | |
|     123 122 135  -2147483648  123 122 135  1
 | |
|     135 136 123  -2147483648  135 136 123  1
 | |
|     124 123 136  -2147483648  124 123 136  1
 | |
|     136 137 124  -2147483648  136 137 124  1
 | |
|     125 124 137  -2147483648  125 124 137  1
 | |
|     137 138 125  -2147483648  137 138 125  1
 | |
|     126 139 140  -2147483648  126 139 140  1
 | |
|     140 127 126  -2147483648  140 127 126  1
 | |
|     129 128 141  -2147483648  129 128 141  1
 | |
|     141 142 129  -2147483648  141 142 129  1
 | |
|     130 129 142  -2147483648  130 129 142  1
 | |
|     142 143 130  -2147483648  142 143 130  1
 | |
|     131 130 143  -2147483648  131 130 143  1
 | |
|     143 144 131  -2147483648  143 144 131  1
 | |
|     132 131 144  -2147483648  132 131 144  1
 | |
|     144 145 132  -2147483648  144 145 132  1
 | |
|     133 132 145  -2147483648  133 132 145  1
 | |
|     145 146 133  -2147483648  145 146 133  1
 | |
|     134 133 146  -2147483648  134 133 146  1
 | |
|     146 147 134  -2147483648  146 147 134  1
 | |
|     135 134 147  -2147483648  135 134 147  1
 | |
|     147 148 135  -2147483648  147 148 135  1
 | |
|     136 135 148  -2147483648  136 135 148  1
 | |
|     148 149 136  -2147483648  148 149 136  1
 | |
|     137 136 149  -2147483648  137 136 149  1
 | |
|     149 150 137  -2147483648  149 150 137  1
 | |
|     138 137 150  -2147483648  138 137 150  1
 | |
|     150 151 138  -2147483648  150 151 138  1
 | |
|     140 139 152  -2147483648  140 139 152  1
 | |
|     152 153 140  -2147483648  152 153 140  1
 | |
|     154 155 156  -2147483648  154 155 156  1
 | |
|     157 154 156  -2147483648  157 154 156  1
 | |
|     158 157 156  -2147483648  158 157 156  1
 | |
|     159 160 161  -2147483648  159 160 161  1
 | |
|     145 144 161  -2147483648  145 144 161  1
 | |
|     161 162 145  -2147483648  161 162 145  1
 | |
|     146 145 162  -2147483648  146 145 162  1
 | |
|     162 163 146  -2147483648  162 163 146  1
 | |
|     147 146 163  -2147483648  147 146 163  1
 | |
|     163 164 147  -2147483648  163 164 147  1
 | |
|     148 147 164  -2147483648  148 147 164  1
 | |
|     164 165 148  -2147483648  164 165 148  1
 | |
|     149 148 165  -2147483648  149 148 165  1
 | |
|     165 166 149  -2147483648  165 166 149  1
 | |
|     150 149 166  -2147483648  150 149 166  1
 | |
|     166 167 150  -2147483648  166 167 150  1
 | |
|     151 150 167  -2147483648  151 150 167  1
 | |
|     167 168 151  -2147483648  167 168 151  1
 | |
|     153 152 169  -2147483648  153 152 169  1
 | |
|     169 170 153  -2147483648  169 170 153  1
 | |
|     171 172 173  -2147483648  171 172 173  1
 | |
|     173 174 171  -2147483648  173 174 171  1
 | |
|     175 171 174  -2147483648  175 171 174  1
 | |
|     174 176 175  -2147483648  174 176 175  1
 | |
|     177 175 176  -2147483648  177 175 176  1
 | |
|     176 178 177  -2147483648  176 178 177  1
 | |
|     164 177 178  -2147483648  164 177 178  1
 | |
|     178 179 164  -2147483648  178 179 164  1
 | |
|     165 164 179  -2147483648  165 164 179  1
 | |
|     179 180 165  -2147483648  179 180 165  1
 | |
|     166 165 180  -2147483648  166 165 180  1
 | |
|     180 181 166  -2147483648  180 181 166  1
 | |
|     167 166 181  -2147483648  167 166 181  1
 | |
|     181 182 167  -2147483648  181 182 167  1
 | |
|     168 167 182  -2147483648  168 167 182  1
 | |
|     182 183 168  -2147483648  182 183 168  1
 | |
|     169 184 185  -2147483648  169 184 185  1
 | |
|     185 170 169  -2147483648  185 170 169  1
 | |
|     186 170 185  -2147483648  186 170 185  1
 | |
|     185 187 186  -2147483648  185 187 186  1
 | |
|     174 173 188  -2147483648  174 173 188  1
 | |
|     188 189 174  -2147483648  188 189 174  1
 | |
|     176 174 189  -2147483648  176 174 189  1
 | |
|     189 190 176  -2147483648  189 190 176  1
 | |
|     178 176 190  -2147483648  178 176 190  1
 | |
|     190 191 178  -2147483648  190 191 178  1
 | |
|     179 178 191  -2147483648  179 178 191  1
 | |
|     191 192 179  -2147483648  191 192 179  1
 | |
|     180 179 192  -2147483648  180 179 192  1
 | |
|     192 193 180  -2147483648  192 193 180  1
 | |
|     181 180 193  -2147483648  181 180 193  1
 | |
|     193 194 181  -2147483648  193 194 181  1
 | |
|     182 181 194  -2147483648  182 181 194  1
 | |
|     194 195 182  -2147483648  194 195 182  1
 | |
|     183 182 195  -2147483648  183 182 195  1
 | |
|     195 196 183  -2147483648  195 196 183  1
 | |
|     185 184 197  -2147483648  185 184 197  1
 | |
|     197 198 185  -2147483648  197 198 185  1
 | |
|     187 185 198  -2147483648  187 185 198  1
 | |
|     198 199 187  -2147483648  198 199 187  1
 | |
|     189 188 200  -2147483648  189 188 200  1
 | |
|     200 201 189  -2147483648  200 201 189  1
 | |
|     190 189 201  -2147483648  190 189 201  1
 | |
|     201 202 190  -2147483648  201 202 190  1
 | |
|     191 190 202  -2147483648  191 190 202  1
 | |
|     202 203 191  -2147483648  202 203 191  1
 | |
|     192 191 203  -2147483648  192 191 203  1
 | |
|     203 204 192  -2147483648  203 204 192  1
 | |
|     193 192 204  -2147483648  193 192 204  1
 | |
|     204 205 193  -2147483648  204 205 193  1
 | |
|     194 193 205  -2147483648  194 193 205  1
 | |
|     205 206 194  -2147483648  205 206 194  1
 | |
|     195 194 206  -2147483648  195 194 206  1
 | |
|     206 207 195  -2147483648  206 207 195  1
 | |
|     196 195 207  -2147483648  196 195 207  1
 | |
|     207 208 196  -2147483648  207 208 196  1
 | |
|     198 197 209  -2147483648  198 197 209  1
 | |
|     199 198 209  -2147483648  199 198 209  1
 | |
|     209 210 199  -2147483648  209 210 199  1
 | |
|     211 212 213  -2147483648  211 212 213  1
 | |
|     213 214 211  -2147483648  213 214 211  1
 | |
|     214 213 215  -2147483648  214 213 215  1
 | |
|     215 216 214  -2147483648  215 216 214  1
 | |
|     216 215 217  -2147483648  216 215 217  1
 | |
|     217 218 216  -2147483648  217 218 216  1
 | |
|     219 218 217  -2147483648  219 218 217  1
 | |
|     54 39 38  -2147483648  54 39 38  1
 | |
|     38 53 54  -2147483648  38 53 54  1
 | |
|     53 38 37  -2147483648  53 38 37  1
 | |
|     37 51 53  -2147483648  37 51 53  1
 | |
|     51 37 36  -2147483648  51 37 36  1
 | |
|     36 48 51  -2147483648  36 48 51  1
 | |
|     52 50 220  -2147483648  52 50 220  1
 | |
|     220 50 221  -2147483648  220 50 221  1
 | |
|     89 88 106  -2147483648  89 88 106  1
 | |
|     106 88 222  -2147483648  106 88 222  1
 | |
|     104 222 223  -2147483648  104 222 223  1
 | |
|     223 102 104  -2147483648  223 102 104  1
 | |
|     102 223 224  -2147483648  102 223 224  1
 | |
|     224 99 102  -2147483648  224 99 102  1
 | |
|     99 224 225  -2147483648  99 224 225  1
 | |
|     225 100 99  -2147483648  225 100 99  1
 | |
|     59 58 78  -2147483648  59 58 78  1
 | |
|     78 79 59  -2147483648  78 79 59  1
 | |
|     78 58 57  -2147483648  78 58 57  1
 | |
|     57 76 78  -2147483648  57 76 78  1
 | |
|     76 57 56  -2147483648  76 57 56  1
 | |
|     56 74 76  -2147483648  56 74 76  1
 | |
|     74 56 55  -2147483648  74 56 55  1
 | |
|     55 72 74  -2147483648  55 72 74  1
 | |
|     72 55 54  -2147483648  72 55 54  1
 | |
|     54 70 72  -2147483648  54 70 72  1
 | |
|     70 54 52  -2147483648  70 54 52  1
 | |
|     52 67 70  -2147483648  52 67 70  1
 | |
|     66 226 227  -2147483648  66 226 227  1
 | |
|     227 63 66  -2147483648  227 63 66  1
 | |
|     88 87 222  -2147483648  88 87 222  1
 | |
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|     890 766 749  -2147483648  890 766 749  1
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 | |
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 | |
|     829 670 673  -2147483648  829 670 673  1
 | |
|     708 886 692  -2147483648  708 886 692  1
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 | |
|     885 693 692  -2147483648  885 693 692  1
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|     835 693 885  -2147483648  835 693 885  1
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 | |
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 | |
|     724 678 677  -2147483648  724 678 677  1
 | |
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 | |
|     800 804 678  -2147483648  800 804 678  1
 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
|     742 759 758  -2147483648  742 759 758  1
 | |
|     758 760 742  -2147483648  758 760 742  1
 | |
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 | |
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 | |
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|     793 892 893  -2147483648  793 892 893  1
 | |
|     893 784 793  -2147483648  893 784 793  1
 | |
|     700 823 706  -2147483648  700 823 706  1
 | |
|     706 701 700  -2147483648  706 701 700  1
 | |
|     701 706 705  -2147483648  701 706 705  1
 | |
|     705 14 701  -2147483648  705 14 701  1
 | |
|     719 718 838  -2147483648  719 718 838  1
 | |
|     757 756 842  -2147483648  757 756 842  1
 | |
|     842 846 757  -2147483648  842 846 757  1
 | |
|     756 759 841  -2147483648  756 759 841  1
 | |
|     841 842 756  -2147483648  841 842 756  1
 | |
|     841 759 839  -2147483648  841 759 839  1
 | |
|     839 730 841  -2147483648  839 730 841  1
 | |
|     721 845 813  -2147483648  721 845 813  1
 | |
|     813 722 721  -2147483648  813 722 721  1
 | |
|     845 721 838  -2147483648  845 721 838  1
 | |
|     838 846 845  -2147483648  838 846 845  1
 | |
|     846 838 718  -2147483648  846 838 718  1
 | |
|     718 757 846  -2147483648  718 757 846  1
 | |
|     757 718 754  -2147483648  757 718 754  1
 | |
|     894 895 896  -2147483648  894 895 896  1
 | |
|     702 897 898  -2147483648  702 897 898  1
 | |
|     898 818 702  -2147483648  898 818 702  1
 | |
|     899 900 901  -2147483648  899 900 901  1
 | |
|     901 895 899  -2147483648  901 895 899  1
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|     896 895 902  -2147483648  896 895 902  1
 | |
|     902 903 896  -2147483648  902 903 896  1
 | |
|     898 897 904  -2147483648  898 897 904  1
 | |
|     904 905 898  -2147483648  904 905 898  1
 | |
|     895 901 906  -2147483648  895 901 906  1
 | |
|     906 902 895  -2147483648  906 902 895  1
 | |
|     902 907 908  -2147483648  902 907 908  1
 | |
|     908 903 902  -2147483648  908 903 902  1
 | |
|     905 904 909  -2147483648  905 904 909  1
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|     909 910 905  -2147483648  909 910 905  1
 | |
|     902 906 911  -2147483648  902 906 911  1
 | |
|     911 907 902  -2147483648  911 907 902  1
 | |
|     907 912 913  -2147483648  907 912 913  1
 | |
|     913 908 907  -2147483648  913 908 907  1
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|     909 914 915  -2147483648  909 914 915  1
 | |
|     915 910 909  -2147483648  915 910 909  1
 | |
|     907 911 916  -2147483648  907 911 916  1
 | |
|     916 912 907  -2147483648  916 912 907  1
 | |
|     912 917 918  -2147483648  912 917 918  1
 | |
|     918 913 912  -2147483648  918 913 912  1
 | |
|     914 919 920  -2147483648  914 919 920  1
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|     920 915 914  -2147483648  920 915 914  1
 | |
|     912 916 921  -2147483648  912 916 921  1
 | |
|     921 917 912  -2147483648  921 917 912  1
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|     922 923 924  -2147483648  922 923 924  1
 | |
|     924 925 922  -2147483648  924 925 922  1
 | |
|     926 920 919  -2147483648  926 920 919  1
 | |
|     927 928 922  -2147483648  927 928 922  1
 | |
|     922 925 927  -2147483648  922 925 927  1
 | |
|     926 919 924  -2147483648  926 919 924  1
 | |
|     924 923 926  -2147483648  924 923 926  1
 | |
|     919 914 913  -2147483648  919 914 913  1
 | |
|     913 918 919  -2147483648  913 918 919  1
 | |
|     914 909 908  -2147483648  914 909 908  1
 | |
|     908 913 914  -2147483648  908 913 914  1
 | |
|     909 904 903  -2147483648  909 904 903  1
 | |
|     903 908 909  -2147483648  903 908 909  1
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|     903 904 897  -2147483648  903 904 897  1
 | |
|     897 896 903  -2147483648  897 896 903  1
 | |
|     702 695 894  -2147483648  702 695 894  1
 | |
|     702 894 896  -2147483648  702 894 896  1
 | |
|     897 702 896  -2147483648  897 702 896  1
 | |
|     894 695 811  -2147483648  894 695 811  1
 | |
|     918 924 919  -2147483648  918 924 919  1
 | |
|     917 925 924  -2147483648  917 925 924  1
 | |
|     924 918 917  -2147483648  924 918 917  1
 | |
|     917 921 927  -2147483648  917 921 927  1
 | |
|     927 925 917  -2147483648  927 925 917  1
 | |
|     895 894 811  -2147483648  895 894 811  1
 | |
|     811 899 895  -2147483648  811 899 895  1
 | |
|     929 930 931  -2147483648  929 930 931  1
 | |
|     932 933 930  -2147483648  932 933 930  1
 | |
|     930 929 932  -2147483648  930 929 932  1
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|     934 933 932  -2147483648  934 933 932  1
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|     932 935 934  -2147483648  932 935 934  1
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|     936 934 935  -2147483648  936 934 935  1
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|     939 936 937  -2147483648  939 936 937  1
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|     937 940 939  -2147483648  937 940 939  1
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|     944 945 942  -2147483648  944 945 942  1
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|     946 943 942  -2147483648  946 943 942  1
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|     942 947 946  -2147483648  942 947 946  1
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|     948 949 946  -2147483648  948 949 946  1
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|     946 947 948  -2147483648  946 947 948  1
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|     950 951 949  -2147483648  950 951 949  1
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|     949 948 950  -2147483648  949 948 950  1
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|     951 950 952  -2147483648  951 950 952  1
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|     790 900 792  -2147483648  790 900 792  1
 | |
|     792 900 899  -2147483648  792 900 899  1
 | |
|     792 899 811  -2147483648  792 899 811  1
 | |
|     811 695 698  -2147483648  811 695 698  1
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|     953 954 955  -2147483648  953 954 955  1
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|     955 956 953  -2147483648  955 956 953  1
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|     962 958 957  -2147483648  962 958 957  1
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|     962 964 972  -2147483648  962 964 972  1
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|     972 971 962  -2147483648  972 971 962  1
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|     964 956 968  -2147483648  964 956 968  1
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|     968 972 964  -2147483648  968 972 964  1
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|     965 959 970  -2147483648  965 959 970  1
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|     970 973 965  -2147483648  970 973 965  1
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|     968 967 974  -2147483648  968 967 974  1
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|     974 975 968  -2147483648  974 975 968  1
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|     970 969 976  -2147483648  970 969 976  1
 | |
|     976 977 970  -2147483648  976 977 970  1
 | |
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 | |
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 | |
|     971 972 979  -2147483648  971 972 979  1
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|     979 978 971  -2147483648  979 978 971  1
 | |
|     972 968 975  -2147483648  972 968 975  1
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|     975 979 972  -2147483648  975 979 972  1
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|     973 970 977  -2147483648  973 970 977  1
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|     977 980 973  -2147483648  977 980 973  1
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|     975 974 981  -2147483648  975 974 981  1
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|     981 982 975  -2147483648  981 982 975  1
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|     977 976 983  -2147483648  977 976 983  1
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|     983 984 977  -2147483648  983 984 977  1
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|     976 978 985  -2147483648  976 978 985  1
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|     985 983 976  -2147483648  985 983 976  1
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|     978 979 986  -2147483648  978 979 986  1
 | |
|     986 985 978  -2147483648  986 985 978  1
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|     979 975 982  -2147483648  979 975 982  1
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|     982 986 979  -2147483648  982 986 979  1
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|     980 977 984  -2147483648  980 977 984  1
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|     984 987 980  -2147483648  984 987 980  1
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|     986 982 988  -2147483648  986 982 988  1
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|     984 983 988  -2147483648  984 983 988  1
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|     981 989 988  -2147483648  981 989 988  1
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|     988 982 981  -2147483648  988 982 981  1
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|     989 987 984  -2147483648  989 987 984  1
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|     984 988 989  -2147483648  984 988 989  1
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|     983 985 988  -2147483648  983 985 988  1
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|     988 985 986  -2147483648  988 985 986  1
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|     990 991 992  -2147483648  990 991 992  1
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|     992 993 990  -2147483648  992 993 990  1
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|     994 995 996  -2147483648  994 995 996  1
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|     996 997 994  -2147483648  996 997 994  1
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|     998 990 993  -2147483648  998 990 993  1
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|     993 999 998  -2147483648  993 999 998  1
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|     994 1000 1001  -2147483648  994 1000 1001  1
 | |
|     1001 995 994  -2147483648  1001 995 994  1
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|     1002 998 999  -2147483648  1002 998 999  1
 | |
|     999 1003 1002  -2147483648  999 1003 1002  1
 | |
|     1000 1004 1005  -2147483648  1000 1004 1005  1
 | |
|     1005 1001 1000  -2147483648  1005 1001 1000  1
 | |
|     1006 1002 1003  -2147483648  1006 1002 1003  1
 | |
|     1003 1007 1006  -2147483648  1003 1007 1006  1
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|     1004 1008 1009  -2147483648  1004 1008 1009  1
 | |
|     1009 1005 1004  -2147483648  1009 1005 1004  1
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|     1010 1006 1007  -2147483648  1010 1006 1007  1
 | |
|     1007 1011 1010  -2147483648  1007 1011 1010  1
 | |
|     1008 1010 1011  -2147483648  1008 1010 1011  1
 | |
|     1011 1009 1008  -2147483648  1011 1009 1008  1
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|     993 992 1012  -2147483648  993 992 1012  1
 | |
|     1012 1013 993  -2147483648  1012 1013 993  1
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|     996 995 1014  -2147483648  996 995 1014  1
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|     1014 1015 996  -2147483648  1014 1015 996  1
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|     999 993 1013  -2147483648  999 993 1013  1
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|     1013 1016 999  -2147483648  1013 1016 999  1
 | |
|     995 1001 1017  -2147483648  995 1001 1017  1
 | |
|     1017 1014 995  -2147483648  1017 1014 995  1
 | |
|     1003 999 1016  -2147483648  1003 999 1016  1
 | |
|     1016 1018 1003  -2147483648  1016 1018 1003  1
 | |
|     1001 1005 1019  -2147483648  1001 1005 1019  1
 | |
|     1019 1017 1001  -2147483648  1019 1017 1001  1
 | |
|     1007 1003 1018  -2147483648  1007 1003 1018  1
 | |
|     1018 1020 1007  -2147483648  1018 1020 1007  1
 | |
|     1005 1009 1021  -2147483648  1005 1009 1021  1
 | |
|     1021 1019 1005  -2147483648  1021 1019 1005  1
 | |
|     1011 1007 1020  -2147483648  1011 1007 1020  1
 | |
|     1020 1022 1011  -2147483648  1020 1022 1011  1
 | |
|     1009 1011 1022  -2147483648  1009 1011 1022  1
 | |
|     1022 1021 1009  -2147483648  1022 1021 1009  1
 | |
|     1012 1023 1024  -2147483648  1012 1023 1024  1
 | |
|     1024 1013 1012  -2147483648  1024 1013 1012  1
 | |
|     1014 1025 1026  -2147483648  1014 1025 1026  1
 | |
|     1026 1015 1014  -2147483648  1026 1015 1014  1
 | |
|     1013 1024 1027  -2147483648  1013 1024 1027  1
 | |
|     1027 1016 1013  -2147483648  1027 1016 1013  1
 | |
|     1017 1028 1025  -2147483648  1017 1028 1025  1
 | |
|     1025 1014 1017  -2147483648  1025 1014 1017  1
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|     1018 1016 1027  -2147483648  1018 1016 1027  1
 | |
|     1027 1029 1018  -2147483648  1027 1029 1018  1
 | |
|     1019 1030 1028  -2147483648  1019 1030 1028  1
 | |
|     1028 1017 1019  -2147483648  1028 1017 1019  1
 | |
|     1020 1018 1029  -2147483648  1020 1018 1029  1
 | |
|     1029 1031 1020  -2147483648  1029 1031 1020  1
 | |
|     1021 1031 1030  -2147483648  1021 1031 1030  1
 | |
|     1030 1019 1021  -2147483648  1030 1019 1021  1
 | |
|     1022 1020 1031  -2147483648  1022 1020 1031  1
 | |
|     1021 1022 1031  -2147483648  1021 1022 1031  1
 | |
|     1032 996 1015  -2147483648  1032 996 1015  1
 | |
|     1015 1033 1032  -2147483648  1015 1033 1032  1
 | |
|     992 1032 1033  -2147483648  992 1032 1033  1
 | |
|     1033 1012 992  -2147483648  1033 1012 992  1
 | |
|     1034 1023 1035  -2147483648  1034 1023 1035  1
 | |
|     1034 1035 1026  -2147483648  1034 1035 1026  1
 | |
|     1023 1034 1036  -2147483648  1023 1034 1036  1
 | |
|     1036 1024 1023  -2147483648  1036 1024 1023  1
 | |
|     1025 1036 1034  -2147483648  1025 1036 1034  1
 | |
|     1034 1026 1025  -2147483648  1034 1026 1025  1
 | |
|     1024 1036 1037  -2147483648  1024 1036 1037  1
 | |
|     1037 1027 1024  -2147483648  1037 1027 1024  1
 | |
|     1028 1037 1036  -2147483648  1028 1037 1036  1
 | |
|     1036 1025 1028  -2147483648  1036 1025 1028  1
 | |
|     1037 1038 1029  -2147483648  1037 1038 1029  1
 | |
|     1029 1027 1037  -2147483648  1029 1027 1037  1
 | |
|     1030 1038 1037  -2147483648  1030 1038 1037  1
 | |
|     1037 1028 1030  -2147483648  1037 1028 1030  1
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
|     1208 1196 1197  -2147483648  1208 1196 1197  1
 | |
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 | |
|     1209 1197 1198  -2147483648  1209 1197 1198  1
 | |
|     47 62 1210  -2147483648  47 62 1210  1
 | |
|     1210 1198 47  -2147483648  1210 1198 47  1
 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
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 | |
|     1674 1658 1731  -2147483648  1674 1658 1731  1
 | |
|     1674 1731 1675  -2147483648  1674 1731 1675  1
 | |
|     1675 1731 1721  -2147483648  1675 1731 1721  1
 | |
|     1622 1634 1632  -2147483648  1622 1634 1632  1
 | |
|     1634 1624 1646  -2147483648  1634 1624 1646  1
 | |
|     1578 1590 1579  -2147483648  1578 1590 1579  1
 | |
|     617 1738 618  -2147483648  617 1738 618  1
 | |
|     617 1739 1740  -2147483648  617 1739 1740  1
 | |
|     1740 1738 617  -2147483648  1740 1738 617  1
 | |
|     1740 1739 1741  -2147483648  1740 1739 1741  1
 | |
|     1741 1742 1740  -2147483648  1741 1742 1740  1
 | |
|     1742 1741 1743  -2147483648  1742 1741 1743  1
 | |
|     1743 1744 1742  -2147483648  1743 1744 1742  1
 | |
|     1529 1528 1745  -2147483648  1529 1528 1745  1
 | |
|     617 628 1746  -2147483648  617 628 1746  1
 | |
|     1746 1739 617  -2147483648  1746 1739 617  1
 | |
|     1739 1746 1747  -2147483648  1739 1746 1747  1
 | |
|     1747 1741 1739  -2147483648  1747 1741 1739  1
 | |
|     1743 1748 631  -2147483648  1743 1748 631  1
 | |
|     631 630 1743  -2147483648  631 630 1743  1
 | |
|     1741 1747 1748  -2147483648  1741 1747 1748  1
 | |
|     1748 1743 1741  -2147483648  1748 1743 1741  1
 | |
|     628 634 1749  -2147483648  628 634 1749  1
 | |
|     1749 1746 628  -2147483648  1749 1746 628  1
 | |
|     1746 1749 1750  -2147483648  1746 1749 1750  1
 | |
|     1750 1747 1746  -2147483648  1750 1747 1746  1
 | |
|     1748 1751 636  -2147483648  1748 1751 636  1
 | |
|     636 631 1748  -2147483648  636 631 1748  1
 | |
|     1747 1750 1751  -2147483648  1747 1750 1751  1
 | |
|     1751 1748 1747  -2147483648  1751 1748 1747  1
 | |
|     634 639 1752  -2147483648  634 639 1752  1
 | |
|     1752 1749 634  -2147483648  1752 1749 634  1
 | |
|     1749 1752 1753  -2147483648  1749 1752 1753  1
 | |
|     1753 1750 1749  -2147483648  1753 1750 1749  1
 | |
|     1751 1754 641  -2147483648  1751 1754 641  1
 | |
|     641 636 1751  -2147483648  641 636 1751  1
 | |
|     1750 1753 1754  -2147483648  1750 1753 1754  1
 | |
|     1754 1751 1750  -2147483648  1754 1751 1750  1
 | |
|     639 644 1755  -2147483648  639 644 1755  1
 | |
|     1755 1752 639  -2147483648  1755 1752 639  1
 | |
|     1752 1755 1756  -2147483648  1752 1755 1756  1
 | |
|     1756 1753 1752  -2147483648  1756 1753 1752  1
 | |
|     1754 1757 646  -2147483648  1754 1757 646  1
 | |
|     646 641 1754  -2147483648  646 641 1754  1
 | |
|     1753 1756 1757  -2147483648  1753 1756 1757  1
 | |
|     1757 1754 1753  -2147483648  1757 1754 1753  1
 | |
|     644 649 1758  -2147483648  644 649 1758  1
 | |
|     1758 1755 644  -2147483648  1758 1755 644  1
 | |
|     1755 1758 1759  -2147483648  1755 1758 1759  1
 | |
|     1759 1756 1755  -2147483648  1759 1756 1755  1
 | |
|     1757 1760 651  -2147483648  1757 1760 651  1
 | |
|     651 646 1757  -2147483648  651 646 1757  1
 | |
|     1756 1759 1760  -2147483648  1756 1759 1760  1
 | |
|     1760 1757 1756  -2147483648  1760 1757 1756  1
 | |
|     649 654 1761  -2147483648  649 654 1761  1
 | |
|     1761 1758 649  -2147483648  1761 1758 649  1
 | |
|     1758 1761 1762  -2147483648  1758 1761 1762  1
 | |
|     1762 1759 1758  -2147483648  1762 1759 1758  1
 | |
|     1760 1763 656  -2147483648  1760 1763 656  1
 | |
|     656 651 1760  -2147483648  656 651 1760  1
 | |
|     1759 1762 1763  -2147483648  1759 1762 1763  1
 | |
|     1763 1760 1759  -2147483648  1763 1760 1759  1
 | |
|     654 659 1764  -2147483648  654 659 1764  1
 | |
|     1764 1761 654  -2147483648  1764 1761 654  1
 | |
|     1761 1764 1765  -2147483648  1761 1764 1765  1
 | |
|     1765 1762 1761  -2147483648  1765 1762 1761  1
 | |
|     1763 1766 661  -2147483648  1763 1766 661  1
 | |
|     661 656 1763  -2147483648  661 656 1763  1
 | |
|     1762 1765 1766  -2147483648  1762 1765 1766  1
 | |
|     1766 1763 1762  -2147483648  1766 1763 1762  1
 | |
|     659 664 1767  -2147483648  659 664 1767  1
 | |
|     1767 1764 659  -2147483648  1767 1764 659  1
 | |
|     1764 1767 1768  -2147483648  1764 1767 1768  1
 | |
|     1768 1765 1764  -2147483648  1768 1765 1764  1
 | |
|     1766 1769 666  -2147483648  1766 1769 666  1
 | |
|     666 661 1766  -2147483648  666 661 1766  1
 | |
|     1765 1768 1769  -2147483648  1765 1768 1769  1
 | |
|     1769 1766 1765  -2147483648  1769 1766 1765  1
 | |
|     1767 664 668  -2147483648  1767 664 668  1
 | |
|     1768 1767 668  -2147483648  1768 1767 668  1
 | |
|     666 1769 668  -2147483648  666 1769 668  1
 | |
|     1769 1768 668  -2147483648  1769 1768 668  1
 | |
|     1293 1770 1279  -2147483648  1293 1770 1279  1
 | |
|     1295 1294 1524  -2147483648  1295 1294 1524  1
 | |
|     1294 1293 1280  -2147483648  1294 1293 1280  1
 | |
|     1280 1293 1279  -2147483648  1280 1293 1279  1
 | |
|     1770 1293 1295  -2147483648  1770 1293 1295  1
 | |
|     1289 1525 1290  -2147483648  1289 1525 1290  1
 | |
|     1295 1525 1770  -2147483648  1295 1525 1770  1
 | |
|     1525 1289 1277  -2147483648  1525 1289 1277  1
 | |
|     1277 1770 1525  -2147483648  1277 1770 1525  1
 | |
|     1277 1289 1288  -2147483648  1277 1289 1288  1
 | |
|     1288 1278 1277  -2147483648  1288 1278 1277  1
 | |
|     1770 1277 1279  -2147483648  1770 1277 1279  1
 | |
|     1520 1488 1519  -2147483648  1520 1488 1519  1
 | |
|     1523 1488 1521  -2147483648  1523 1488 1521  1
 | |
|     1734 1700 1733  -2147483648  1734 1700 1733  1
 | |
|     1737 1700 1735  -2147483648  1737 1700 1735  1
 | |
|     1771 1772 1773  -2147483648  1771 1772 1773  1
 | |
|     1773 1774 1771  -2147483648  1773 1774 1771  1
 | |
|     1772 1775 1776  -2147483648  1772 1775 1776  1
 | |
|     1776 1773 1772  -2147483648  1776 1773 1772  1
 | |
|     676 1777 1778  -2147483648  676 1777 1778  1
 | |
|     1778 677 676  -2147483648  1778 677 676  1
 | |
|     680 1779 1777  -2147483648  680 1779 1777  1
 | |
|     1777 676 680  -2147483648  1777 676 680  1
 | |
|     682 1780 1779  -2147483648  682 1780 1779  1
 | |
|     1779 680 682  -2147483648  1779 680 682  1
 | |
|     1781 1782 685  -2147483648  1781 1782 685  1
 | |
|     1160 1783 1784  -2147483648  1160 1783 1784  1
 | |
|     1784 1163 1160  -2147483648  1784 1163 1160  1
 | |
|     1774 1785 1786  -2147483648  1774 1785 1786  1
 | |
|     1786 1771 1774  -2147483648  1786 1771 1774  1
 | |
|     1787 1788 1789  -2147483648  1787 1788 1789  1
 | |
|     1789 1790 1787  -2147483648  1789 1790 1787  1
 | |
|     1791 1792 1793  -2147483648  1791 1792 1793  1
 | |
|     1793 1794 1791  -2147483648  1793 1794 1791  1
 | |
|     1170 1795 1796  -2147483648  1170 1795 1796  1
 | |
|     1796 1797 1170  -2147483648  1796 1797 1170  1
 | |
|     1170 1797 1173  -2147483648  1170 1797 1173  1
 | |
|     1798 1791 1794  -2147483648  1798 1791 1794  1
 | |
|     1794 1799 1798  -2147483648  1794 1799 1798  1
 | |
|     1800 1801 1802  -2147483648  1800 1801 1802  1
 | |
|     1169 1795 1170  -2147483648  1169 1795 1170  1
 | |
|     1803 1804 1805  -2147483648  1803 1804 1805  1
 | |
|     1805 1806 1803  -2147483648  1805 1806 1803  1
 | |
|     1806 1805 1807  -2147483648  1806 1805 1807  1
 | |
|     1808 1809 1810  -2147483648  1808 1809 1810  1
 | |
|     1810 1811 1808  -2147483648  1810 1811 1808  1
 | |
|     1811 1812 1813  -2147483648  1811 1812 1813  1
 | |
|     1812 1814 1815  -2147483648  1812 1814 1815  1
 | |
|     1815 1813 1812  -2147483648  1815 1813 1812  1
 | |
|     1816 1817 1818  -2147483648  1816 1817 1818  1
 | |
|     1818 1819 1816  -2147483648  1818 1819 1816  1
 | |
|     1820 1821 726  -2147483648  1820 1821 726  1
 | |
|     726 725 1820  -2147483648  726 725 1820  1
 | |
|     1776 1775 1821  -2147483648  1776 1775 1821  1
 | |
|     1821 1822 1776  -2147483648  1821 1822 1776  1
 | |
|     1823 1824 1825  -2147483648  1823 1824 1825  1
 | |
|     1826 1827 1828  -2147483648  1826 1827 1828  1
 | |
|     1828 1829 1826  -2147483648  1828 1829 1826  1
 | |
|     1828 1830 1831  -2147483648  1828 1830 1831  1
 | |
|     1831 1829 1828  -2147483648  1831 1829 1828  1
 | |
|     1831 1830 1832  -2147483648  1831 1830 1832  1
 | |
|     1832 1833 1831  -2147483648  1832 1833 1831  1
 | |
|     1823 1825 1834  -2147483648  1823 1825 1834  1
 | |
|     1834 1835 1823  -2147483648  1834 1835 1823  1
 | |
|     1836 1826 1829  -2147483648  1836 1826 1829  1
 | |
|     1829 1837 1836  -2147483648  1829 1837 1836  1
 | |
|     1837 1829 1831  -2147483648  1837 1829 1831  1
 | |
|     1831 1838 1837  -2147483648  1831 1838 1837  1
 | |
|     1839 1783 1840  -2147483648  1839 1783 1840  1
 | |
|     1839 1840 1841  -2147483648  1839 1840 1841  1
 | |
|     1842 1839 1841  -2147483648  1842 1839 1841  1
 | |
|     1840 1783 1160  -2147483648  1840 1783 1160  1
 | |
|     1160 1159 1840  -2147483648  1160 1159 1840  1
 | |
|     1843 1804 1803  -2147483648  1843 1804 1803  1
 | |
|     1803 1844 1843  -2147483648  1803 1844 1843  1
 | |
|     1845 1809 1808  -2147483648  1845 1809 1808  1
 | |
|     1808 1846 1845  -2147483648  1808 1846 1845  1
 | |
|     1808 1813 1847  -2147483648  1808 1813 1847  1
 | |
|     1847 1846 1808  -2147483648  1847 1846 1808  1
 | |
|     1813 1815 1848  -2147483648  1813 1815 1848  1
 | |
|     1848 1847 1813  -2147483648  1848 1847 1813  1
 | |
|     1848 1849 1850  -2147483648  1848 1849 1850  1
 | |
|     1850 1851 1848  -2147483648  1850 1851 1848  1
 | |
|     1851 1850 1852  -2147483648  1851 1850 1852  1
 | |
|     1852 1853 1851  -2147483648  1852 1853 1851  1
 | |
|     1854 1836 1837  -2147483648  1854 1836 1837  1
 | |
|     1837 1855 1854  -2147483648  1837 1855 1854  1
 | |
|     1855 1837 1838  -2147483648  1855 1837 1838  1
 | |
|     1838 1856 1855  -2147483648  1838 1856 1855  1
 | |
|     1856 1838 1857  -2147483648  1856 1838 1857  1
 | |
|     1857 1858 1856  -2147483648  1857 1858 1856  1
 | |
|     1841 1840 1177  -2147483648  1841 1840 1177  1
 | |
|     1177 1859 1841  -2147483648  1177 1859 1841  1
 | |
|     1840 1159 1177  -2147483648  1840 1159 1177  1
 | |
|     1860 1843 1844  -2147483648  1860 1843 1844  1
 | |
|     1844 1861 1860  -2147483648  1844 1861 1860  1
 | |
|     1862 1845 1846  -2147483648  1862 1845 1846  1
 | |
|     1846 1863 1862  -2147483648  1846 1863 1862  1
 | |
|     1846 1847 1864  -2147483648  1846 1847 1864  1
 | |
|     1864 1863 1846  -2147483648  1864 1863 1846  1
 | |
|     1864 1847 1848  -2147483648  1864 1847 1848  1
 | |
|     1848 1865 1864  -2147483648  1848 1865 1864  1
 | |
|     1865 1848 1851  -2147483648  1865 1848 1851  1
 | |
|     1851 1866 1865  -2147483648  1851 1866 1865  1
 | |
|     1866 1851 1853  -2147483648  1866 1851 1853  1
 | |
|     1853 1867 1866  -2147483648  1853 1867 1866  1
 | |
|     1868 1854 1855  -2147483648  1868 1854 1855  1
 | |
|     1855 1869 1868  -2147483648  1855 1869 1868  1
 | |
|     1855 1856 1869  -2147483648  1855 1856 1869  1
 | |
|     1870 1860 1861  -2147483648  1870 1860 1861  1
 | |
|     1861 1871 1870  -2147483648  1861 1871 1870  1
 | |
|     1872 1862 1863  -2147483648  1872 1862 1863  1
 | |
|     1863 1873 1872  -2147483648  1863 1873 1872  1
 | |
|     1873 1863 1864  -2147483648  1873 1863 1864  1
 | |
|     1864 1874 1873  -2147483648  1864 1874 1873  1
 | |
|     1874 1864 1865  -2147483648  1874 1864 1865  1
 | |
|     1865 1875 1874  -2147483648  1865 1875 1874  1
 | |
|     1875 1865 1866  -2147483648  1875 1865 1866  1
 | |
|     1866 1876 1875  -2147483648  1866 1876 1875  1
 | |
|     1876 1866 1867  -2147483648  1876 1866 1867  1
 | |
|     1867 1877 1876  -2147483648  1867 1877 1876  1
 | |
|     1869 1878 1868  -2147483648  1869 1878 1868  1
 | |
|     1879 1869 1880  -2147483648  1879 1869 1880  1
 | |
|     1175 1881 1882  -2147483648  1175 1881 1882  1
 | |
|     1882 1177 1175  -2147483648  1882 1177 1175  1
 | |
|     1870 1871 1883  -2147483648  1870 1871 1883  1
 | |
|     1884 1885 1872  -2147483648  1884 1885 1872  1
 | |
|     1872 1873 1884  -2147483648  1872 1873 1884  1
 | |
|     1884 1873 1874  -2147483648  1884 1873 1874  1
 | |
|     1874 1886 1884  -2147483648  1874 1886 1884  1
 | |
|     1874 1875 1792  -2147483648  1874 1875 1792  1
 | |
|     1792 1875 1876  -2147483648  1792 1875 1876  1
 | |
|     1876 1793 1792  -2147483648  1876 1793 1792  1
 | |
|     1793 1876 1877  -2147483648  1793 1876 1877  1
 | |
|     1877 1887 1793  -2147483648  1877 1887 1793  1
 | |
|     1173 1797 1881  -2147483648  1173 1797 1881  1
 | |
|     1881 1175 1173  -2147483648  1881 1175 1173  1
 | |
|     1787 1888 1788  -2147483648  1787 1888 1788  1
 | |
|     1807 1787 1806  -2147483648  1807 1787 1806  1
 | |
|     1787 1790 1806  -2147483648  1787 1790 1806  1
 | |
|     1811 1810 1785  -2147483648  1811 1810 1785  1
 | |
|     1785 1774 1811  -2147483648  1785 1774 1811  1
 | |
|     1774 1773 1812  -2147483648  1774 1773 1812  1
 | |
|     1812 1811 1774  -2147483648  1812 1811 1774  1
 | |
|     1773 1776 1814  -2147483648  1773 1776 1814  1
 | |
|     1814 1812 1773  -2147483648  1814 1812 1773  1
 | |
|     1889 1776 1822  -2147483648  1889 1776 1822  1
 | |
|     1822 1890 1889  -2147483648  1822 1890 1889  1
 | |
|     1891 1892 1893  -2147483648  1891 1892 1893  1
 | |
|     1893 1894 1891  -2147483648  1893 1894 1891  1
 | |
|     1895 1896 1897  -2147483648  1895 1896 1897  1
 | |
|     1897 1898 1895  -2147483648  1897 1898 1895  1
 | |
|     1898 1897 1899  -2147483648  1898 1897 1899  1
 | |
|     1899 1900 1898  -2147483648  1899 1900 1898  1
 | |
|     1899 1901 1902  -2147483648  1899 1901 1902  1
 | |
|     1807 1903 1904  -2147483648  1807 1903 1904  1
 | |
|     1886 1874 1792  -2147483648  1886 1874 1792  1
 | |
|     1792 1905 1886  -2147483648  1792 1905 1886  1
 | |
|     1811 1813 1808  -2147483648  1811 1813 1808  1
 | |
|     1906 1907 1835  -2147483648  1906 1907 1835  1
 | |
|     1835 1834 1906  -2147483648  1835 1834 1906  1
 | |
|     1823 1908 1909  -2147483648  1823 1908 1909  1
 | |
|     1909 1824 1823  -2147483648  1909 1824 1823  1
 | |
|     1827 1895 1898  -2147483648  1827 1895 1898  1
 | |
|     1898 1828 1827  -2147483648  1898 1828 1827  1
 | |
|     1828 1898 1900  -2147483648  1828 1898 1900  1
 | |
|     1900 1830 1828  -2147483648  1900 1830 1828  1
 | |
|     1900 1910 1832  -2147483648  1900 1910 1832  1
 | |
|     1832 1830 1900  -2147483648  1832 1830 1900  1
 | |
|     1894 1893 1909  -2147483648  1894 1893 1909  1
 | |
|     1909 1911 1894  -2147483648  1909 1911 1894  1
 | |
|     1821 1820 1891  -2147483648  1821 1820 1891  1
 | |
|     1891 1822 1821  -2147483648  1891 1822 1821  1
 | |
|     1896 1778 1777  -2147483648  1896 1778 1777  1
 | |
|     1777 1897 1896  -2147483648  1777 1897 1896  1
 | |
|     1897 1777 1779  -2147483648  1897 1777 1779  1
 | |
|     1779 1899 1897  -2147483648  1779 1899 1897  1
 | |
|     1798 1799 818  -2147483648  1798 1799 818  1
 | |
|     1912 820 1800  -2147483648  1912 820 1800  1
 | |
|     1800 1802 1912  -2147483648  1800 1802 1912  1
 | |
|     1802 1169 1167  -2147483648  1802 1169 1167  1
 | |
|     1167 1912 1802  -2147483648  1167 1912 1802  1
 | |
|     1881 1913 1914  -2147483648  1881 1913 1914  1
 | |
|     1914 1882 1881  -2147483648  1914 1882 1881  1
 | |
|     1797 1796 1915  -2147483648  1797 1796 1915  1
 | |
|     1915 1913 1797  -2147483648  1915 1913 1797  1
 | |
|     1776 1889 1816  -2147483648  1776 1889 1816  1
 | |
|     1816 1814 1776  -2147483648  1816 1814 1776  1
 | |
|     1779 1780 1901  -2147483648  1779 1780 1901  1
 | |
|     1901 1899 1779  -2147483648  1901 1899 1779  1
 | |
|     1782 1781 1916  -2147483648  1782 1781 1916  1
 | |
|     1916 1917 1782  -2147483648  1916 1917 1782  1
 | |
|     1821 1775 826  -2147483648  1821 1775 826  1
 | |
|     826 726 1821  -2147483648  826 726 1821  1
 | |
|     1775 1772 827  -2147483648  1775 1772 827  1
 | |
|     827 826 1775  -2147483648  827 826 1775  1
 | |
|     1772 1918 828  -2147483648  1772 1918 828  1
 | |
|     828 827 1772  -2147483648  828 827 1772  1
 | |
|     1918 1919 830  -2147483648  1918 1919 830  1
 | |
|     830 828 1918  -2147483648  830 828 1918  1
 | |
|     832 1920 1921  -2147483648  832 1920 1921  1
 | |
|     1921 833 832  -2147483648  1921 833 832  1
 | |
|     833 1921 1922  -2147483648  833 1921 1922  1
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|     1922 836 833  -2147483648  1922 836 833  1
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|     1891 1894 1822  -2147483648  1891 1894 1822  1
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|     1894 1911 1890  -2147483648  1894 1911 1890  1
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|     1890 1822 1894  -2147483648  1890 1822 1894  1
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|     1891 1820 1892  -2147483648  1891 1820 1892  1
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|     1814 1816 1819  -2147483648  1814 1816 1819  1
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|     1819 1923 1814  -2147483648  1819 1923 1814  1
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|     1924 1825 1824  -2147483648  1924 1825 1824  1
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|     1824 1925 1924  -2147483648  1824 1925 1924  1
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|     1834 1825 1926  -2147483648  1834 1825 1926  1
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|     1927 1906 1834  -2147483648  1927 1906 1834  1
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|     1834 1926 1927  -2147483648  1834 1926 1927  1
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|     1824 1909 1893  -2147483648  1824 1909 1893  1
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|     1893 1925 1824  -2147483648  1893 1925 1824  1
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|     1928 1911 1909  -2147483648  1928 1911 1909  1
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|     1909 1908 1928  -2147483648  1909 1908 1928  1
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|     1816 1889 1817  -2147483648  1816 1889 1817  1
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|     1890 1911 1928  -2147483648  1890 1911 1928  1
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|     1928 1929 1890  -2147483648  1928 1929 1890  1
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|     1906 1927 1930  -2147483648  1906 1927 1930  1
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|     1930 1931 1906  -2147483648  1930 1931 1906  1
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|     1931 1907 1906  -2147483648  1931 1907 1906  1
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|     1932 1933 1934  -2147483648  1932 1933 1934  1
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|     1934 1935 1932  -2147483648  1934 1935 1932  1
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|     1823 1835 1936  -2147483648  1823 1835 1936  1
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|     1936 1835 1907  -2147483648  1936 1835 1907  1
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|     1907 1937 1936  -2147483648  1907 1937 1936  1
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|     1937 1907 1818  -2147483648  1937 1907 1818  1
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|     1818 1938 1937  -2147483648  1818 1938 1937  1
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|     1818 1817 1938  -2147483648  1818 1817 1938  1
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|     1890 1929 1889  -2147483648  1890 1929 1889  1
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|     1929 1939 1817  -2147483648  1929 1939 1817  1
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|     1929 1928 1935  -2147483648  1929 1928 1935  1
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|     1935 1939 1929  -2147483648  1935 1939 1929  1
 | |
|     1935 1928 1908  -2147483648  1935 1928 1908  1
 | |
|     1908 1932 1935  -2147483648  1908 1932 1935  1
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|     1908 1823 1932  -2147483648  1908 1823 1932  1
 | |
|     1889 1929 1817  -2147483648  1889 1929 1817  1
 | |
|     1935 1934 1940  -2147483648  1935 1934 1940  1
 | |
|     1940 1939 1935  -2147483648  1940 1939 1935  1
 | |
|     1939 1940 1817  -2147483648  1939 1940 1817  1
 | |
|     1933 1932 1823  -2147483648  1933 1932 1823  1
 | |
|     1941 1942 1943  -2147483648  1941 1942 1943  1
 | |
|     1943 1944 1941  -2147483648  1943 1944 1941  1
 | |
|     1945 1944 1943  -2147483648  1945 1944 1943  1
 | |
|     1943 1946 1945  -2147483648  1943 1946 1945  1
 | |
|     1947 1945 1946  -2147483648  1947 1945 1946  1
 | |
|     1946 1948 1947  -2147483648  1946 1948 1947  1
 | |
|     1949 1947 1948  -2147483648  1949 1947 1948  1
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|     1948 1950 1949  -2147483648  1948 1950 1949  1
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|     1951 1949 1950  -2147483648  1951 1949 1950  1
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|     1950 1952 1951  -2147483648  1950 1952 1951  1
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|     1953 1951 1952  -2147483648  1953 1951 1952  1
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|     1952 1954 1953  -2147483648  1952 1954 1953  1
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|     1955 1953 1954  -2147483648  1955 1953 1954  1
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|     1954 1956 1955  -2147483648  1954 1956 1955  1
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|     1955 1956 1942  -2147483648  1955 1956 1942  1
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|     1942 1941 1955  -2147483648  1942 1941 1955  1
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|     1943 1942 1957  -2147483648  1943 1942 1957  1
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|     1946 1943 1957  -2147483648  1946 1943 1957  1
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|     1948 1946 1957  -2147483648  1948 1946 1957  1
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|     1950 1948 1957  -2147483648  1950 1948 1957  1
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|     1952 1950 1957  -2147483648  1952 1950 1957  1
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|     1954 1952 1957  -2147483648  1954 1952 1957  1
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|     1956 1954 1957  -2147483648  1956 1954 1957  1
 | |
|     1942 1956 1957  -2147483648  1942 1956 1957  1
 | |
|     873 1958 1959  -2147483648  873 1958 1959  1
 | |
|     1959 1960 873  -2147483648  1959 1960 873  1
 | |
|     1960 1959 1961  -2147483648  1960 1959 1961  1
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|     1961 1962 1960  -2147483648  1961 1962 1960  1
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|     1961 1963 1962  -2147483648  1961 1963 1962  1
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|     1963 1964 1965  -2147483648  1963 1964 1965  1
 | |
|     1965 1962 1963  -2147483648  1965 1962 1963  1
 | |
|     1964 1966 1965  -2147483648  1964 1966 1965  1
 | |
|     883 830 1919  -2147483648  883 830 1919  1
 | |
|     1919 1967 883  -2147483648  1919 1967 883  1
 | |
|     1968 1786 1785  -2147483648  1968 1786 1785  1
 | |
|     1785 1969 1968  -2147483648  1785 1969 1968  1
 | |
|     1969 1785 1810  -2147483648  1969 1785 1810  1
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|     1810 1806 1969  -2147483648  1810 1806 1969  1
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|     1806 1810 1809  -2147483648  1806 1810 1809  1
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|     1809 1803 1806  -2147483648  1809 1803 1806  1
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|     1803 1809 1845  -2147483648  1803 1809 1845  1
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|     1845 1844 1803  -2147483648  1845 1844 1803  1
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|     1845 1862 1861  -2147483648  1845 1862 1861  1
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|     1861 1844 1845  -2147483648  1861 1844 1845  1
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|     1862 1872 1871  -2147483648  1862 1872 1871  1
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|     1871 1861 1862  -2147483648  1871 1861 1862  1
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|     1872 1885 1883  -2147483648  1872 1885 1883  1
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|     1883 1871 1872  -2147483648  1883 1871 1872  1
 | |
|     1903 1807 1805  -2147483648  1903 1807 1805  1
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|     1805 1970 1903  -2147483648  1805 1970 1903  1
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|     1970 1805 1804  -2147483648  1970 1805 1804  1
 | |
|     1804 1971 1970  -2147483648  1804 1971 1970  1
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|     1971 1804 1843  -2147483648  1971 1804 1843  1
 | |
|     1843 1972 1971  -2147483648  1843 1972 1971  1
 | |
|     1843 1860 1973  -2147483648  1843 1860 1973  1
 | |
|     1973 1972 1843  -2147483648  1973 1972 1843  1
 | |
|     1973 1860 1870  -2147483648  1973 1860 1870  1
 | |
|     1870 1974 1973  -2147483648  1870 1974 1973  1
 | |
|     1888 1922 1921  -2147483648  1888 1922 1921  1
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|     1921 1788 1888  -2147483648  1921 1788 1888  1
 | |
|     1904 1903 1959  -2147483648  1904 1903 1959  1
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|     1959 1958 1904  -2147483648  1959 1958 1904  1
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|     1959 1903 1970  -2147483648  1959 1903 1970  1
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|     1970 1961 1959  -2147483648  1970 1961 1959  1
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|     1961 1970 1971  -2147483648  1961 1970 1971  1
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|     1971 1963 1961  -2147483648  1971 1963 1961  1
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|     1963 1971 1972  -2147483648  1963 1971 1972  1
 | |
|     1972 1964 1963  -2147483648  1972 1964 1963  1
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|     1972 1973 1966  -2147483648  1972 1973 1966  1
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|     1966 1964 1972  -2147483648  1966 1964 1972  1
 | |
|     1973 1974 1966  -2147483648  1973 1974 1966  1
 | |
|     836 1922 1958  -2147483648  836 1922 1958  1
 | |
|     1958 873 836  -2147483648  1958 873 836  1
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|     1922 1888 1904  -2147483648  1922 1888 1904  1
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|     1904 1958 1922  -2147483648  1904 1958 1922  1
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|     1888 1787 1807  -2147483648  1888 1787 1807  1
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|     1807 1904 1888  -2147483648  1807 1904 1888  1
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|     1788 1921 1920  -2147483648  1788 1921 1920  1
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|     1920 1789 1788  -2147483648  1920 1789 1788  1
 | |
|     1967 1919 1786  -2147483648  1967 1919 1786  1
 | |
|     1786 1968 1967  -2147483648  1786 1968 1967  1
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|     1919 1918 1771  -2147483648  1919 1918 1771  1
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|     1771 1786 1919  -2147483648  1771 1786 1919  1
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|     1918 1772 1771  -2147483648  1918 1772 1771  1
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|     1806 1790 1969  -2147483648  1806 1790 1969  1
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|     1790 1789 1968  -2147483648  1790 1789 1968  1
 | |
|     1968 1969 1790  -2147483648  1968 1969 1790  1
 | |
|     1968 1789 1920  -2147483648  1968 1789 1920  1
 | |
|     1920 1967 1968  -2147483648  1920 1967 1968  1
 | |
|     1967 1920 832  -2147483648  1967 1920 832  1
 | |
|     832 883 1967  -2147483648  832 883 1967  1
 | |
|     677 1778 1820  -2147483648  677 1778 1820  1
 | |
|     1820 725 677  -2147483648  1820 725 677  1
 | |
|     1778 1896 1892  -2147483648  1778 1896 1892  1
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|     1892 1820 1778  -2147483648  1892 1820 1778  1
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|     1892 1896 1895  -2147483648  1892 1896 1895  1
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|     1895 1893 1892  -2147483648  1895 1893 1892  1
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|     1895 1827 1925  -2147483648  1895 1827 1925  1
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|     1925 1893 1895  -2147483648  1925 1893 1895  1
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|     1925 1827 1826  -2147483648  1925 1827 1826  1
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|     1826 1924 1925  -2147483648  1826 1924 1925  1
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|     1826 1836 1852  -2147483648  1826 1836 1852  1
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|     1852 1924 1826  -2147483648  1852 1924 1826  1
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|     1836 1854 1853  -2147483648  1836 1854 1853  1
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|     1853 1852 1836  -2147483648  1853 1852 1836  1
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|     1854 1868 1867  -2147483648  1854 1868 1867  1
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|     1867 1853 1854  -2147483648  1867 1853 1854  1
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|     1868 1878 1877  -2147483648  1868 1878 1877  1
 | |
|     1877 1867 1868  -2147483648  1877 1867 1868  1
 | |
|     1887 1878 1975  -2147483648  1887 1878 1975  1
 | |
|     1975 1976 1887  -2147483648  1975 1976 1887  1
 | |
|     1796 1801 1915  -2147483648  1796 1801 1915  1
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|     1801 1796 1795  -2147483648  1801 1796 1795  1
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|     1795 1169 1802  -2147483648  1795 1169 1802  1
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|     1802 1801 1795  -2147483648  1802 1801 1795  1
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|     1814 1923 1815  -2147483648  1814 1923 1815  1
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|     1849 1930 1927  -2147483648  1849 1930 1927  1
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|     1927 1850 1849  -2147483648  1927 1850 1849  1
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|     1850 1927 1926  -2147483648  1850 1927 1926  1
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|     1926 1852 1850  -2147483648  1926 1852 1850  1
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|     1926 1825 1924  -2147483648  1926 1825 1924  1
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|     1924 1852 1926  -2147483648  1924 1852 1926  1
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|     1819 1818 1907  -2147483648  1819 1818 1907  1
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|     1907 1931 1819  -2147483648  1907 1931 1819  1
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|     1931 1930 1923  -2147483648  1931 1930 1923  1
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|     1923 1819 1931  -2147483648  1923 1819 1931  1
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|     1930 1849 1815  -2147483648  1930 1849 1815  1
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|     1815 1923 1930  -2147483648  1815 1923 1930  1
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|     1849 1848 1815  -2147483648  1849 1848 1815  1
 | |
|     1977 1978 1979  -2147483648  1977 1978 1979  1
 | |
|     1798 818 898  -2147483648  1798 818 898  1
 | |
|     898 1980 1798  -2147483648  898 1980 1798  1
 | |
|     1981 1979 1982  -2147483648  1981 1979 1982  1
 | |
|     1982 1983 1981  -2147483648  1982 1983 1981  1
 | |
|     1978 1984 1985  -2147483648  1978 1984 1985  1
 | |
|     1985 1979 1978  -2147483648  1985 1979 1978  1
 | |
|     898 905 1986  -2147483648  898 905 1986  1
 | |
|     1986 1980 898  -2147483648  1986 1980 898  1
 | |
|     1979 1985 1987  -2147483648  1979 1985 1987  1
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|     1987 1982 1979  -2147483648  1987 1982 1979  1
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|     1985 1984 1988  -2147483648  1985 1984 1988  1
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|     1988 1989 1985  -2147483648  1988 1989 1985  1
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|     905 910 1990  -2147483648  905 910 1990  1
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|     1990 1986 905  -2147483648  1990 1986 905  1
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|     1985 1989 1991  -2147483648  1985 1989 1991  1
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|     1991 1987 1985  -2147483648  1991 1987 1985  1
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|     1989 1988 1992  -2147483648  1989 1988 1992  1
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|     1992 1993 1989  -2147483648  1992 1993 1989  1
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|     1990 910 915  -2147483648  1990 910 915  1
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|     915 1994 1990  -2147483648  915 1994 1990  1
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|     1989 1993 1995  -2147483648  1989 1993 1995  1
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|     1995 1991 1989  -2147483648  1995 1991 1989  1
 | |
|     1993 1992 1996  -2147483648  1993 1992 1996  1
 | |
|     1996 1997 1993  -2147483648  1996 1997 1993  1
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|     1994 915 920  -2147483648  1994 915 920  1
 | |
|     920 1998 1994  -2147483648  920 1998 1994  1
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|     1993 1997 1999  -2147483648  1993 1997 1999  1
 | |
|     1999 1995 1993  -2147483648  1999 1995 1993  1
 | |
|     922 2000 2001  -2147483648  922 2000 2001  1
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|     2001 923 922  -2147483648  2001 923 922  1
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|     926 1998 920  -2147483648  926 1998 920  1
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|     2002 2000 922  -2147483648  2002 2000 922  1
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|     922 928 2002  -2147483648  922 928 2002  1
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|     926 923 2001  -2147483648  926 923 2001  1
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|     2001 1998 926  -2147483648  2001 1998 926  1
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|     1998 1996 1992  -2147483648  1998 1996 1992  1
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|     1992 1994 1998  -2147483648  1992 1994 1998  1
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|     1994 1992 1988  -2147483648  1994 1992 1988  1
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|     1988 1990 1994  -2147483648  1988 1990 1994  1
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|     1990 1988 1984  -2147483648  1990 1988 1984  1
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|     1984 1986 1990  -2147483648  1984 1986 1990  1
 | |
|     1984 1978 1980  -2147483648  1984 1978 1980  1
 | |
|     1980 1986 1984  -2147483648  1980 1986 1984  1
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|     1977 1791 1798  -2147483648  1977 1791 1798  1
 | |
|     1978 1977 1798  -2147483648  1978 1977 1798  1
 | |
|     1980 1978 1798  -2147483648  1980 1978 1798  1
 | |
|     1977 1905 1791  -2147483648  1977 1905 1791  1
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|     1996 1998 2001  -2147483648  1996 1998 2001  1
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|     1997 1996 2001  -2147483648  1997 1996 2001  1
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|     2001 2000 1997  -2147483648  2001 2000 1997  1
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|     1997 2000 2002  -2147483648  1997 2000 2002  1
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|     2002 1999 1997  -2147483648  2002 1999 1997  1
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|     1979 1981 1905  -2147483648  1979 1981 1905  1
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|     1905 1977 1979  -2147483648  1905 1977 1979  1
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|     2003 2004 2005  -2147483648  2003 2004 2005  1
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|     2006 2003 2005  -2147483648  2006 2003 2005  1
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|     2005 2007 2006  -2147483648  2005 2007 2006  1
 | |
|     2008 2009 2006  -2147483648  2008 2009 2006  1
 | |
|     2006 2007 2008  -2147483648  2006 2007 2008  1
 | |
|     2010 2011 2009  -2147483648  2010 2011 2009  1
 | |
|     2009 2008 2010  -2147483648  2009 2008 2010  1
 | |
|     938 941 2012  -2147483648  938 941 2012  1
 | |
|     2012 2013 938  -2147483648  2012 2013 938  1
 | |
|     2013 2012 2011  -2147483648  2013 2012 2011  1
 | |
|     2011 2010 2013  -2147483648  2011 2010 2013  1
 | |
|     2014 945 944  -2147483648  2014 945 944  1
 | |
|     944 2015 2014  -2147483648  944 2015 2014  1
 | |
|     2016 2017 2014  -2147483648  2016 2017 2014  1
 | |
|     2014 2015 2016  -2147483648  2014 2015 2016  1
 | |
|     2018 2017 2016  -2147483648  2018 2017 2016  1
 | |
|     2016 2019 2018  -2147483648  2016 2019 2018  1
 | |
|     2020 2018 2019  -2147483648  2020 2018 2019  1
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|     2019 2021 2020  -2147483648  2019 2021 2020  1
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|     2021 2022 2020  -2147483648  2021 2022 2020  1
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|     1884 1886 1983  -2147483648  1884 1886 1983  1
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|     1886 1981 1983  -2147483648  1886 1981 1983  1
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|     1886 1905 1981  -2147483648  1886 1905 1981  1
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|     1905 1792 1791  -2147483648  1905 1792 1791  1
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|     2023 2024 2025  -2147483648  2023 2024 2025  1
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|     2025 2026 2023  -2147483648  2025 2026 2023  1
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|     2027 2028 2029  -2147483648  2027 2028 2029  1
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|     2029 2030 2027  -2147483648  2029 2030 2027  1
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|     2027 2030 2031  -2147483648  2027 2030 2031  1
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|     2031 2032 2027  -2147483648  2031 2032 2027  1
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|     2032 2031 2033  -2147483648  2032 2031 2033  1
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|     2033 2034 2032  -2147483648  2033 2034 2032  1
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|     2034 2033 2024  -2147483648  2034 2033 2024  1
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|     2024 2023 2034  -2147483648  2024 2023 2034  1
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|     2029 2028 2035  -2147483648  2029 2028 2035  1
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|     2035 2036 2029  -2147483648  2035 2036 2029  1
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|     2024 2037 2038  -2147483648  2024 2037 2038  1
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|     2038 2025 2024  -2147483648  2038 2025 2024  1
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|     2029 2039 2040  -2147483648  2029 2039 2040  1
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|     2040 2030 2029  -2147483648  2040 2030 2029  1
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|     2030 2040 2041  -2147483648  2030 2040 2041  1
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|     2041 2031 2030  -2147483648  2041 2031 2030  1
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|     2031 2041 2042  -2147483648  2031 2041 2042  1
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|     2042 2033 2031  -2147483648  2042 2033 2031  1
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|     2033 2042 2037  -2147483648  2033 2042 2037  1
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|     2037 2024 2033  -2147483648  2037 2024 2033  1
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|     2036 2043 2039  -2147483648  2036 2043 2039  1
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|     2039 2029 2036  -2147483648  2039 2029 2036  1
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|     2037 2044 2045  -2147483648  2037 2044 2045  1
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|     2045 2038 2037  -2147483648  2045 2038 2037  1
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|     2039 2046 2047  -2147483648  2039 2046 2047  1
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|     2047 2040 2039  -2147483648  2047 2040 2039  1
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|     2040 2047 2048  -2147483648  2040 2047 2048  1
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|     2048 2041 2040  -2147483648  2048 2041 2040  1
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|     2041 2048 2049  -2147483648  2041 2048 2049  1
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|     2049 2042 2041  -2147483648  2049 2042 2041  1
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|     2042 2049 2044  -2147483648  2042 2049 2044  1
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|     2044 2037 2042  -2147483648  2044 2037 2042  1
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|     2043 2050 2046  -2147483648  2043 2050 2046  1
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|     2046 2039 2043  -2147483648  2046 2039 2043  1
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|     2044 2051 2052  -2147483648  2044 2051 2052  1
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|     2052 2045 2044  -2147483648  2052 2045 2044  1
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|     2046 2053 2054  -2147483648  2046 2053 2054  1
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|     2054 2047 2046  -2147483648  2054 2047 2046  1
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|     2047 2054 2055  -2147483648  2047 2054 2055  1
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|     2055 2048 2047  -2147483648  2055 2048 2047  1
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|     2048 2055 2056  -2147483648  2048 2055 2056  1
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|     2056 2049 2048  -2147483648  2056 2049 2048  1
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|     2049 2056 2051  -2147483648  2049 2056 2051  1
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|     2051 2044 2049  -2147483648  2051 2044 2049  1
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|     2050 2057 2053  -2147483648  2050 2057 2053  1
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|     2053 2046 2050  -2147483648  2053 2046 2050  1
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|     2056 2058 2051  -2147483648  2056 2058 2051  1
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|     2053 2058 2054  -2147483648  2053 2058 2054  1
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|     2052 2051 2058  -2147483648  2052 2051 2058  1
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|     2058 2059 2052  -2147483648  2058 2059 2052  1
 | |
|     2059 2058 2053  -2147483648  2059 2058 2053  1
 | |
|     2053 2057 2059  -2147483648  2053 2057 2059  1
 | |
|     2054 2058 2055  -2147483648  2054 2058 2055  1
 | |
|     2058 2056 2055  -2147483648  2058 2056 2055  1
 | |
|     2060 2061 2062  -2147483648  2060 2061 2062  1
 | |
|     2062 2063 2060  -2147483648  2062 2063 2060  1
 | |
|     2064 2065 2066  -2147483648  2064 2065 2066  1
 | |
|     2066 2067 2064  -2147483648  2066 2067 2064  1
 | |
|     2068 2069 2061  -2147483648  2068 2069 2061  1
 | |
|     2061 2060 2068  -2147483648  2061 2060 2068  1
 | |
|     2064 2067 2070  -2147483648  2064 2067 2070  1
 | |
|     2070 2071 2064  -2147483648  2070 2071 2064  1
 | |
|     2072 2073 2069  -2147483648  2072 2073 2069  1
 | |
|     2069 2068 2072  -2147483648  2069 2068 2072  1
 | |
|     2071 2070 2074  -2147483648  2071 2070 2074  1
 | |
|     2074 2075 2071  -2147483648  2074 2075 2071  1
 | |
|     2076 2077 2073  -2147483648  2076 2077 2073  1
 | |
|     2073 2072 2076  -2147483648  2073 2072 2076  1
 | |
|     2075 2074 2078  -2147483648  2075 2074 2078  1
 | |
|     2078 2079 2075  -2147483648  2078 2079 2075  1
 | |
|     2080 2081 2077  -2147483648  2080 2081 2077  1
 | |
|     2077 2076 2080  -2147483648  2077 2076 2080  1
 | |
|     2079 2078 2081  -2147483648  2079 2078 2081  1
 | |
|     2081 2080 2079  -2147483648  2081 2080 2079  1
 | |
|     2061 2082 2083  -2147483648  2061 2082 2083  1
 | |
|     2083 2062 2061  -2147483648  2083 2062 2061  1
 | |
|     2066 2084 2085  -2147483648  2066 2084 2085  1
 | |
|     2085 2067 2066  -2147483648  2085 2067 2066  1
 | |
|     2069 2086 2082  -2147483648  2069 2086 2082  1
 | |
|     2082 2061 2069  -2147483648  2082 2061 2069  1
 | |
|     2067 2085 2087  -2147483648  2067 2085 2087  1
 | |
|     2087 2070 2067  -2147483648  2087 2070 2067  1
 | |
|     2073 2088 2086  -2147483648  2073 2088 2086  1
 | |
|     2086 2069 2073  -2147483648  2086 2069 2073  1
 | |
|     2070 2087 2089  -2147483648  2070 2087 2089  1
 | |
|     2089 2074 2070  -2147483648  2089 2074 2070  1
 | |
|     2077 2090 2088  -2147483648  2077 2090 2088  1
 | |
|     2088 2073 2077  -2147483648  2088 2073 2077  1
 | |
|     2074 2089 2091  -2147483648  2074 2089 2091  1
 | |
|     2091 2078 2074  -2147483648  2091 2078 2074  1
 | |
|     2081 2092 2090  -2147483648  2081 2092 2090  1
 | |
|     2090 2077 2081  -2147483648  2090 2077 2081  1
 | |
|     2078 2091 2092  -2147483648  2078 2091 2092  1
 | |
|     2092 2081 2078  -2147483648  2092 2081 2078  1
 | |
|     2083 2082 2093  -2147483648  2083 2082 2093  1
 | |
|     2093 2094 2083  -2147483648  2093 2094 2083  1
 | |
|     2085 2084 2095  -2147483648  2085 2084 2095  1
 | |
|     2095 2096 2085  -2147483648  2095 2096 2085  1
 | |
|     2082 2086 2097  -2147483648  2082 2086 2097  1
 | |
|     2097 2093 2082  -2147483648  2097 2093 2082  1
 | |
|     2087 2085 2096  -2147483648  2087 2085 2096  1
 | |
|     2096 2098 2087  -2147483648  2096 2098 2087  1
 | |
|     2088 2099 2097  -2147483648  2088 2099 2097  1
 | |
|     2097 2086 2088  -2147483648  2097 2086 2088  1
 | |
|     2089 2087 2098  -2147483648  2089 2087 2098  1
 | |
|     2098 2100 2089  -2147483648  2098 2100 2089  1
 | |
|     2090 2101 2099  -2147483648  2090 2101 2099  1
 | |
|     2099 2088 2090  -2147483648  2099 2088 2090  1
 | |
|     2091 2089 2100  -2147483648  2091 2089 2100  1
 | |
|     2100 2101 2091  -2147483648  2100 2101 2091  1
 | |
|     2092 2101 2090  -2147483648  2092 2101 2090  1
 | |
|     2091 2101 2092  -2147483648  2091 2101 2092  1
 | |
|     2102 2103 2084  -2147483648  2102 2103 2084  1
 | |
|     2084 2066 2102  -2147483648  2084 2066 2102  1
 | |
|     2062 2083 2103  -2147483648  2062 2083 2103  1
 | |
|     2103 2102 2062  -2147483648  2103 2102 2062  1
 | |
|     2104 2105 2094  -2147483648  2104 2105 2094  1
 | |
|     2104 2095 2105  -2147483648  2104 2095 2105  1
 | |
|     2094 2093 2106  -2147483648  2094 2093 2106  1
 | |
|     2106 2104 2094  -2147483648  2106 2104 2094  1
 | |
|     2096 2095 2104  -2147483648  2096 2095 2104  1
 | |
|     2104 2106 2096  -2147483648  2104 2106 2096  1
 | |
|     2093 2097 2107  -2147483648  2093 2097 2107  1
 | |
|     2107 2106 2093  -2147483648  2107 2106 2093  1
 | |
|     2098 2096 2106  -2147483648  2098 2096 2106  1
 | |
|     2106 2107 2098  -2147483648  2106 2107 2098  1
 | |
|     2107 2097 2099  -2147483648  2107 2097 2099  1
 | |
|     2099 2108 2107  -2147483648  2099 2108 2107  1
 | |
|     2100 2098 2107  -2147483648  2100 2098 2107  1
 | |
|     2107 2108 2100  -2147483648  2107 2108 2100  1
 | |
|     2099 2101 2108  -2147483648  2099 2101 2108  1
 | |
|     2101 2100 2108  -2147483648  2101 2100 2108  1
 | |
|     2103 2083 2094  -2147483648  2103 2083 2094  1
 | |
|     2094 2105 2103  -2147483648  2094 2105 2103  1
 | |
|     2103 2105 2095  -2147483648  2103 2105 2095  1
 | |
|     2095 2084 2103  -2147483648  2095 2084 2103  1
 | |
|     1899 1902 1910  -2147483648  1899 1902 1910  1
 | |
|     1910 1900 1899  -2147483648  1910 1900 1899  1
 | |
|     1784 2109 2110  -2147483648  1784 2109 2110  1
 | |
|     2110 1916 1784  -2147483648  2110 1916 1784  1
 | |
|     1783 1839 2109  -2147483648  1783 1839 2109  1
 | |
|     2109 1784 1783  -2147483648  2109 1784 1783  1
 | |
|     1831 1833 2111  -2147483648  1831 1833 2111  1
 | |
|     2111 1838 1831  -2147483648  2111 1838 1831  1
 | |
|     1916 2110 1917  -2147483648  1916 2110 1917  1
 | |
|     1917 2110 2112  -2147483648  1917 2110 2112  1
 | |
|     1838 2111 2113  -2147483648  1838 2111 2113  1
 | |
|     2113 1857 1838  -2147483648  2113 1857 1838  1
 | |
|     2114 2115 2116  -2147483648  2114 2115 2116  1
 | |
|     2116 2117 2114  -2147483648  2116 2117 2114  1
 | |
|     2118 2119 2120  -2147483648  2118 2119 2120  1
 | |
|     2120 2121 2118  -2147483648  2120 2121 2118  1
 | |
|     2122 2123 2119  -2147483648  2122 2123 2119  1
 | |
|     2119 2118 2122  -2147483648  2119 2118 2122  1
 | |
|     2124 2125 2126  -2147483648  2124 2125 2126  1
 | |
|     2126 2127 2124  -2147483648  2126 2127 2124  1
 | |
|     2128 2129 2124  -2147483648  2128 2129 2124  1
 | |
|     2124 1059 2128  -2147483648  2124 1059 2128  1
 | |
|     2121 2120 2115  -2147483648  2121 2120 2115  1
 | |
|     2115 2114 2121  -2147483648  2115 2114 2121  1
 | |
|     2125 2123 2122  -2147483648  2125 2123 2122  1
 | |
|     2122 2126 2125  -2147483648  2122 2126 2125  1
 | |
|     2117 2116 2130  -2147483648  2117 2116 2130  1
 | |
|     2130 2131 2117  -2147483648  2130 2131 2117  1
 | |
|     2130 2132 2133  -2147483648  2130 2132 2133  1
 | |
|     2133 2131 2130  -2147483648  2133 2131 2130  1
 | |
|     2132 2134 2135  -2147483648  2132 2134 2135  1
 | |
|     2135 2133 2132  -2147483648  2135 2133 2132  1
 | |
|     2135 2134 2136  -2147483648  2135 2134 2136  1
 | |
|     2136 2137 2135  -2147483648  2136 2137 2135  1
 | |
|     2138 1072 1071  -2147483648  2138 1072 1071  1
 | |
|     1071 2139 2138  -2147483648  1071 2139 2138  1
 | |
|     2140 2139 2141  -2147483648  2140 2139 2141  1
 | |
|     2141 2136 2140  -2147483648  2141 2136 2140  1
 | |
|     2142 2140 2136  -2147483648  2142 2140 2136  1
 | |
|     2136 2143 2142  -2147483648  2136 2143 2142  1
 | |
|     2143 2136 2134  -2147483648  2143 2136 2134  1
 | |
|     2134 2144 2143  -2147483648  2134 2144 2143  1
 | |
|     2144 2134 2132  -2147483648  2144 2134 2132  1
 | |
|     2132 2145 2144  -2147483648  2132 2145 2144  1
 | |
|     2145 2132 2130  -2147483648  2145 2132 2130  1
 | |
|     2130 2146 2145  -2147483648  2130 2146 2145  1
 | |
|     2146 2130 2116  -2147483648  2146 2130 2116  1
 | |
|     2116 2147 2146  -2147483648  2116 2147 2146  1
 | |
|     2147 2116 2115  -2147483648  2147 2116 2115  1
 | |
|     2115 2148 2147  -2147483648  2115 2148 2147  1
 | |
|     2148 2115 2120  -2147483648  2148 2115 2120  1
 | |
|     2120 2149 2148  -2147483648  2120 2149 2148  1
 | |
|     2149 2120 2119  -2147483648  2149 2120 2119  1
 | |
|     2119 2150 2149  -2147483648  2119 2150 2149  1
 | |
|     2119 2123 2151  -2147483648  2119 2123 2151  1
 | |
|     2151 2150 2119  -2147483648  2151 2150 2119  1
 | |
|     2123 2125 2152  -2147483648  2123 2125 2152  1
 | |
|     2152 2151 2123  -2147483648  2152 2151 2123  1
 | |
|     2125 2124 2129  -2147483648  2125 2124 2129  1
 | |
|     2129 2152 2125  -2147483648  2129 2152 2125  1
 | |
|     2124 2127 1059  -2147483648  2124 2127 1059  1
 | |
|     1086 2114 2117  -2147483648  1086 2114 2117  1
 | |
|     2117 1087 1086  -2147483648  2117 1087 1086  1
 | |
|     1088 2118 2121  -2147483648  1088 2118 2121  1
 | |
|     2121 1089 1088  -2147483648  2121 1089 1088  1
 | |
|     1090 2122 2118  -2147483648  1090 2122 2118  1
 | |
|     2118 1088 1090  -2147483648  2118 1088 1090  1
 | |
|     2127 2126 1092  -2147483648  2127 2126 1092  1
 | |
|     1092 1091 2127  -2147483648  1092 1091 2127  1
 | |
|     1089 2121 2114  -2147483648  1089 2121 2114  1
 | |
|     2114 1086 1089  -2147483648  2114 1086 1089  1
 | |
|     1092 2126 2122  -2147483648  1092 2126 2122  1
 | |
|     2122 1090 1092  -2147483648  2122 1090 1092  1
 | |
|     2117 2131 1093  -2147483648  2117 2131 1093  1
 | |
|     1093 1087 2117  -2147483648  1093 1087 2117  1
 | |
|     2131 2133 1094  -2147483648  2131 2133 1094  1
 | |
|     1094 1093 2131  -2147483648  1094 1093 2131  1
 | |
|     2133 2135 1095  -2147483648  2133 2135 1095  1
 | |
|     1095 1094 2133  -2147483648  1095 1094 2133  1
 | |
|     2135 2137 1096  -2147483648  2135 2137 1096  1
 | |
|     1096 1095 2135  -2147483648  1096 1095 2135  1
 | |
|     1059 2127 1091  -2147483648  1059 2127 1091  1
 | |
|     2138 2139 2140  -2147483648  2138 2139 2140  1
 | |
|     2140 2142 2138  -2147483648  2140 2142 2138  1
 | |
|     2136 2141 2137  -2147483648  2136 2141 2137  1
 | |
|     2137 1097 1096  -2147483648  2137 1097 1096  1
 | |
|     2141 2139 1071  -2147483648  2141 2139 1071  1
 | |
|     1071 1098 2141  -2147483648  1071 1098 2141  1
 | |
|     2141 1098 1097  -2147483648  2141 1098 1097  1
 | |
|     1097 2137 2141  -2147483648  1097 2137 2141  1
 | |
|     1916 1165 1163  -2147483648  1916 1165 1163  1
 | |
|     1163 1784 1916  -2147483648  1163 1784 1916  1
 | |
|     1781 9 1165  -2147483648  1781 9 1165  1
 | |
|     1165 1916 1781  -2147483648  1165 1916 1781  1
 | |
|     685 9 1781  -2147483648  685 9 1781  1
 | |
|     1099 820 1912  -2147483648  1099 820 1912  1
 | |
|     1912 1167 11  -2147483648  1912 1167 11  1
 | |
|     11 1099 1912  -2147483648  11 1099 1912  1
 | |
|     1168 1167 1169  -2147483648  1168 1167 1169  1
 | |
|     1169 1172 1168  -2147483648  1169 1172 1168  1
 | |
|     873 1960 1100  -2147483648  873 1960 1100  1
 | |
|     1100 1960 1962  -2147483648  1100 1960 1962  1
 | |
|     1962 1101 1100  -2147483648  1962 1101 1100  1
 | |
|     1962 1965 1102  -2147483648  1962 1965 1102  1
 | |
|     1102 1101 1962  -2147483648  1102 1101 1962  1
 | |
|     2128 1059 1103  -2147483648  2128 1059 1103  1
 | |
|     1880 1869 1856  -2147483648  1880 1869 1856  1
 | |
|     1856 1858 1880  -2147483648  1856 1858 1880  1
 | |
|     1878 1869 1879  -2147483648  1878 1869 1879  1
 | |
|     1879 1975 1878  -2147483648  1879 1975 1878  1
 | |
|     1887 1794 1793  -2147483648  1887 1794 1793  1
 | |
|     1878 1887 1877  -2147483648  1878 1887 1877  1
 | |
|     1794 1887 1976  -2147483648  1794 1887 1976  1
 | |
|     1976 1799 1794  -2147483648  1976 1799 1794  1
 | |
|     1882 1859 1177  -2147483648  1882 1859 1177  1
 | |
|     2153 2154 1859  -2147483648  2153 2154 1859  1
 | |
|     1841 2154 2155  -2147483648  1841 2154 2155  1
 | |
|     2155 1842 1841  -2147483648  2155 1842 1841  1
 | |
|     2153 1859 1882  -2147483648  2153 1859 1882  1
 | |
|     1882 1914 2153  -2147483648  1882 1914 2153  1
 | |
|     1797 1913 1881  -2147483648  1797 1913 1881  1
 | |
|     2156 2157 2158  -2147483648  2156 2157 2158  1
 | |
|     2158 2159 2156  -2147483648  2158 2159 2156  1
 | |
|     2160 2161 2162  -2147483648  2160 2161 2162  1
 | |
|     2162 2163 2160  -2147483648  2162 2163 2160  1
 | |
|     2164 2165 1117  -2147483648  2164 2165 1117  1
 | |
|     1117 1116 2164  -2147483648  1117 1116 2164  1
 | |
|     2166 2167 2168  -2147483648  2166 2167 2168  1
 | |
|     2168 2169 2166  -2147483648  2168 2169 2166  1
 | |
|     2170 2156 2159  -2147483648  2170 2156 2159  1
 | |
|     2159 2171 2170  -2147483648  2159 2171 2170  1
 | |
|     2157 2160 2163  -2147483648  2157 2160 2163  1
 | |
|     2163 2158 2157  -2147483648  2163 2158 2157  1
 | |
|     2161 2166 2169  -2147483648  2161 2166 2169  1
 | |
|     2169 2162 2161  -2147483648  2169 2162 2161  1
 | |
|     2168 2167 2165  -2147483648  2168 2167 2165  1
 | |
|     2165 2164 2168  -2147483648  2165 2164 2168  1
 | |
|     1859 2154 1841  -2147483648  1859 2154 1841  1
 | |
|     2172 2173 2174  -2147483648  2172 2173 2174  1
 | |
|     2174 2175 2172  -2147483648  2174 2175 2172  1
 | |
|     2176 2177 2178  -2147483648  2176 2177 2178  1
 | |
|     2178 2179 2176  -2147483648  2178 2179 2176  1
 | |
|     2178 2177 2180  -2147483648  2178 2177 2180  1
 | |
|     2180 2181 2178  -2147483648  2180 2181 2178  1
 | |
|     2182 2183 2184  -2147483648  2182 2183 2184  1
 | |
|     2184 2185 2182  -2147483648  2184 2185 2182  1
 | |
|     2183 2172 2175  -2147483648  2183 2172 2175  1
 | |
|     2175 2184 2183  -2147483648  2175 2184 2183  1
 | |
|     2173 2176 2179  -2147483648  2173 2176 2179  1
 | |
|     2179 2174 2173  -2147483648  2179 2174 2173  1
 | |
|     2186 2187 1856  -2147483648  2186 2187 1856  1
 | |
|     1856 1838 2186  -2147483648  1856 1838 2186  1
 | |
|     1856 2187 2188  -2147483648  1856 2187 2188  1
 | |
|     2188 1869 1856  -2147483648  2188 1869 1856  1
 | |
|     1869 2188 2189  -2147483648  1869 2188 2189  1
 | |
|     2189 1878 1869  -2147483648  2189 1878 1869  1
 | |
|     2190 2186 1838  -2147483648  2190 2186 1838  1
 | |
|     1838 2111 2190  -2147483648  1838 2111 2190  1
 | |
|     1887 2191 2192  -2147483648  1887 2191 2192  1
 | |
|     2192 1794 1887  -2147483648  2192 1794 1887  1
 | |
|     1887 1878 2189  -2147483648  1887 1878 2189  1
 | |
|     2189 2191 1887  -2147483648  2189 2191 1887  1
 | |
|     2193 2194 1240  -2147483648  2193 2194 1240  1
 | |
|     1240 1239 2193  -2147483648  1240 1239 2193  1
 | |
|     2195 2193 1239  -2147483648  2195 2193 1239  1
 | |
|     1239 1256 2195  -2147483648  1239 1256 2195  1
 | |
|     2196 2195 1256  -2147483648  2196 2195 1256  1
 | |
|     1256 1267 2196  -2147483648  1256 1267 2196  1
 | |
|     2197 2196 1267  -2147483648  2197 2196 1267  1
 | |
|     1267 1278 2197  -2147483648  1267 1278 2197  1
 | |
|     2198 2199 1288  -2147483648  2198 2199 1288  1
 | |
|     1288 1292 2198  -2147483648  1288 1292 2198  1
 | |
|     2199 2197 1278  -2147483648  2199 2197 1278  1
 | |
|     1278 1288 2199  -2147483648  1278 1288 2199  1
 | |
|     2004 2003 2200  -2147483648  2004 2003 2200  1
 | |
|     2200 2003 2006  -2147483648  2200 2003 2006  1
 | |
|     2006 2201 2200  -2147483648  2006 2201 2200  1
 | |
|     2201 2006 2009  -2147483648  2201 2006 2009  1
 | |
|     2009 2202 2201  -2147483648  2009 2202 2201  1
 | |
|     2202 2009 2011  -2147483648  2202 2009 2011  1
 | |
|     2011 2203 2202  -2147483648  2011 2203 2202  1
 | |
|     2203 2011 2012  -2147483648  2203 2011 2012  1
 | |
|     2012 2204 2203  -2147483648  2012 2204 2203  1
 | |
|     2204 2012 941  -2147483648  2204 2012 941  1
 | |
|     941 1158 2204  -2147483648  941 1158 2204  1
 | |
|     1200 221 49  -2147483648  1200 221 49  1
 | |
|   tverts 2205
 | |
|     0.199722 0.889119 0
 | |
|     0.224524 0.879319 0
 | |
|     0.22289 0.900554 0
 | |
|     0.194887 0.906675 0
 | |
|     0.221985 0.92884 0
 | |
|     0.192973 0.935358 0
 | |
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|     0.140891 0.763167 0
 | |
|     0.557232 0.143612 0
 | |
|     0.544477 0.131316 0
 | |
|     0.531614 0.138019 0
 | |
|     0.542141 0.150938 0
 | |
|     0.523261 0.142673 0
 | |
|     0.582642 0.175637 0
 | |
|     0.569892 0.160845 0
 | |
|     0.55588 0.173009 0
 | |
|     0.569718 0.196055 0
 | |
|     0.578709 0.216839 0
 | |
|     0.594071 0.18583 0
 | |
|     0.588177 0.226989 0
 | |
|     0.607715 0.199879 0
 | |
|     0.593105 0.232795 0
 | |
|     0.601381 0.24098 0
 | |
|     0.607092 0.235799 0
 | |
|     0.606812 0.223992 0
 | |
|     0.597989 0.320558 0
 | |
|     0.578496 0.28789 0
 | |
|     0.601188 0.274942 0
 | |
|     0.63919 0.250167 0
 | |
|     0.650054 0.25972 0
 | |
|     0.6553 0.251121 0
 | |
|     0.683253 0.262995 0
 | |
|     0.670938 0.275666 0
 | |
|     0.689911 0.29522 0
 | |
|     0.70201 0.280503 0
 | |
|     0.704935 0.315449 0
 | |
|     0.721636 0.299395 0
 | |
|     0.721965 0.321255 0
 | |
|     0.738278 0.304731 0
 | |
|     0.647982 0.240094 0
 | |
|     0.634745 0.241785 0
 | |
|     0.703243 0.245491 0
 | |
|     0.731753 0.253035 0
 | |
|     0.760185 0.266866 0
 | |
|     0.171462 0.918832 0
 | |
|     0.192345 0.888157 0
 | |
|     0.180421 0.887651 0
 | |
|     0.170853 0.901821 0
 | |
|     0.55451 0.121511 0
 | |
|     0.568133 0.129614 0
 | |
|     0.587473 0.14623 0
 | |
|     0.606474 0.160646 0
 | |
|     0.6191 0.16955 0
 | |
|     0.633583 0.177125 0
 | |
|     0.628532 0.198146 0
 | |
|     0.654111 0.202886 0
 | |
|     0.663903 0.184512 0
 | |
|     0.681301 0.22867 0
 | |
|     0.698291 0.200348 0
 | |
|     0.72898 0.2154 0
 | |
|     0.757735 0.227474 0
 | |
|     0.779009 0.236097 0
 | |
|     0.772976 0.269933 0
 | |
|     0.792758 0.236709 0
 | |
|     0.18091 0.870675 0
 | |
|     0.570551 0.100323 0
 | |
|     0.586969 0.109328 0
 | |
|     0.606778 0.121495 0
 | |
|     0.62594 0.136639 0
 | |
|     0.635761 0.147645 0
 | |
|     0.649318 0.159357 0
 | |
|     0.680143 0.165163 0
 | |
|     0.720629 0.169417 0
 | |
|     0.755693 0.184217 0
 | |
|     0.782844 0.19817 0
 | |
|     0.578913 0.0829121 0
 | |
|     0.600608 0.0951985 0
 | |
|     0.618347 0.103587 0
 | |
|     0.633546 0.116006 0
 | |
|     0.652949 0.123261 0
 | |
|     0.669082 0.135201 0
 | |
|     0.695876 0.137452 0
 | |
|     0.739377 0.1467 0
 | |
|     0.769004 0.164397 0
 | |
|     0.788733 0.172682 0
 | |
|     0.79629 0.195289 0
 | |
|     0.185419 0.833174 0
 | |
|     0.186724 0.853122 0
 | |
|     0.605362 0.087693 0
 | |
|     0.635502 0.109414 0
 | |
|     0.621883 0.0954853 0
 | |
|     0.659613 0.117343 0
 | |
|     0.74916 0.133415 0
 | |
|     0.507743 0.145563 0
 | |
|     0.588317 0.250475 0
 | |
|     0.602678 0.262741 0
 | |
|     0.606025 0.285881 0
 | |
|     0.619874 0.304073 0
 | |
|     0.630048 0.278854 0
 | |
|     0.607308 0.276221 0
 | |
|     0.651058 0.297197 0
 | |
|     0.633413 0.315474 0
 | |
|     0.652983 0.330106 0
 | |
|     0.670291 0.31198 0
 | |
|     0.666851 0.347557 0
 | |
|     0.688571 0.32825 0
 | |
|     0.688006 0.383357 0
 | |
|     0.701905 0.358504 0
 | |
|     0.516537 0.133444 0
 | |
|     0.509679 0.140054 0
 | |
|     0.668556 0.10384 0
 | |
|     0.638382 0.229604 0
 | |
|     0.620992 0.236451 0
 | |
|     0.628871 0.256506 0
 | |
|     0.632344 0.26506 0
 | |
|     0.708719 0.342533 0
 | |
|     0.609407 0.265375 0
 | |
|     0.137897 0.749172 0
 | |
|     0.170158 0.828027 0
 | |
|     0.174535 0.846455 0
 | |
|     0.159686 0.813294 0
 | |
|     0.163259 0.960021 0
 | |
|     0.152545 0.960521 0
 | |
|     0.533848 0.227202 0
 | |
|     0.520817 0.202002 0
 | |
|     0.501391 0.159888 0
 | |
|     0.499753 0.14688 0
 | |
|     0.498959 0.142598 0
 | |
|     0.606052 0.214025 0
 | |
|     0.669081 0.256019 0
 | |
|     0.657117 0.268067 0
 | |
|     0.66325 0.233838 0
 | |
|     0.646574 0.217941 0
 | |
|     0.615188 0.257345 0
 | |
|     0.601402 0.251476 0
 | |
|     0.624599 0.213006 0
 | |
|     0.621791 0.224078 0
 | |
|     0.626656 0.255317 0
 | |
|     0.628455 0.25346 0
 | |
|     0.616734 0.253376 0
 | |
|     0.614459 0.255195 0
 | |
|     0.634052 0.242865 0
 | |
|     0.621289 0.238114 0
 | |
|     0.608679 0.237806 0
 | |
|     0.602739 0.250358 0
 | |
|     0.606143 0.249122 0
 | |
|     0.0548457 0.981443 0
 | |
|     0.0618351 0.963301 0
 | |
|     0.0418907 0.943287 0
 | |
|     0.0242679 0.951713 0
 | |
|     0.0215178 0.909384 0
 | |
|     0.0398762 0.915574 0
 | |
|     0.0534754 0.89954 0
 | |
|     0.0606829 0.910121 0
 | |
|     0.0991513 0.908647 0
 | |
|     0.0904353 0.917264 0
 | |
|     0.138466 0.940178 0
 | |
|     0.116323 0.938126 0
 | |
|     0.140153 0.982039 0
 | |
|     0.118273 0.964984 0
 | |
|     0.0969102 0.98971 0
 | |
|     0.0894906 0.969616 0
 | |
|     0.0743597 0.94119 0
 | |
|     0.501856 0.133964 0
 | |
|     0.50595 0.127154 0
 | |
|     0.500916 0.119878 0
 | |
|     0.512479 0.118505 0
 | |
|     0.50656 0.110788 0
 | |
|     0.517007 0.112575 0
 | |
|     0.524209 0.100237 0
 | |
|     0.515567 0.0959213 0
 | |
|     0.533976 0.0885821 0
 | |
|     0.508806 0.178116 0
 | |
|     0.520028 0.17092 0
 | |
|     0.53376 0.161168 0
 | |
|     0.522793 0.128298 0
 | |
|     0.531388 0.119727 0
 | |
|     0.539006 0.109607 0
 | |
|     0.551948 0.0936136 0
 | |
|     0.558294 0.081003 0
 | |
|     0.76265 0.128934 0
 | |
|     0.697672 0.101394 0
 | |
|     0.664305 0.0848276 0
 | |
|     0.657015 0.0800397 0
 | |
|     0.655483 0.0859008 0
 | |
|     0.666592 0.0539693 0
 | |
|     0.662805 0.107366 0
 | |
|     0.650883 0.0953385 0
 | |
|     0.656234 0.113154 0
 | |
|     0.634386 0.0646382 0
 | |
|     0.632209 0.0705488 0
 | |
|     0.642063 0.0419695 0
 | |
|     0.627917 0.0808376 0
 | |
|     0.61283 0.0604478 0
 | |
|     0.611185 0.068141 0
 | |
|     0.618338 0.0348954 0
 | |
|     0.605617 0.0768601 0
 | |
|     0.594294 0.0620793 0
 | |
|     0.593416 0.0657685 0
 | |
|     0.601272 0.0375324 0
 | |
|     0.587175 0.0737454 0
 | |
|     0.580281 0.0589532 0
 | |
|     0.577899 0.0608034 0
 | |
|     0.578561 0.0429872 0
 | |
|     0.573699 0.0727784 0
 | |
|     0.560784 0.0582732 0
 | |
|     0.563473 0.0539678 0
 | |
|     0.554713 0.0695357 0
 | |
|     0.880915 0.128886 0
 | |
|     0.884661 0.144106 0
 | |
|     0.889021 0.125487 0
 | |
|     0.870914 0.109515 0
 | |
|     0.881243 0.098361 0
 | |
|     0.863082 0.0770008 0
 | |
|     0.855061 0.087788 0
 | |
|     0.838884 0.0700585 0
 | |
|     0.831714 0.0811459 0
 | |
|     0.803119 0.0775358 0
 | |
|     0.808486 0.0617347 0
 | |
|     0.874208 0.027592 0
 | |
|     0.835763 0.0616683 0
 | |
|     0.862903 0.0675824 0
 | |
|     0.891843 0.0405986 0
 | |
|     0.911069 0.0613419 0
 | |
|     0.881435 0.0792454 0
 | |
|     0.918253 0.0877305 0
 | |
|     0.899234 0.102924 0
 | |
|     0.909098 0.131083 0
 | |
|     0.678201 0.429426 0
 | |
|     0.679916 0.448182 0
 | |
|     0.692829 0.449777 0
 | |
|     0.694497 0.426607 0
 | |
|     0.60436 0.450296 0
 | |
|     0.588454 0.455222 0
 | |
|     0.589218 0.465108 0
 | |
|     0.610463 0.459174 0
 | |
|     0.636645 0.455318 0
 | |
|     0.631199 0.442673 0
 | |
|     0.665349 0.444704 0
 | |
|     0.659642 0.433441 0
 | |
|     0.576696 0.458694 0
 | |
|     0.579899 0.472798 0
 | |
|     0.680463 0.469328 0
 | |
|     0.69095 0.470189 0
 | |
|     0.60148 0.479348 0
 | |
|     0.617334 0.477114 0
 | |
|     0.642913 0.469707 0
 | |
|     0.669683 0.463635 0
 | |
|     0.59385 0.48702 0
 | |
|     0.676837 0.482892 0
 | |
|     0.685943 0.484407 0
 | |
|     0.612653 0.497391 0
 | |
|     0.627296 0.487441 0
 | |
|     0.64712 0.480728 0
 | |
|     0.66844 0.477693 0
 | |
|     0.608553 0.505522 0
 | |
|     0.667392 0.498116 0
 | |
|     0.671484 0.499072 0
 | |
|     0.632105 0.505764 0
 | |
|     0.639446 0.500941 0
 | |
|     0.648902 0.49847 0
 | |
|     0.663099 0.49483 0
 | |
|     0.632489 0.509212 0
 | |
|     0.650285 0.504893 0
 | |
|     0.65249 0.508443 0
 | |
|     0.0187486 0.102235 0
 | |
|     0.0248789 0.104869 0
 | |
|     0.0322119 0.0799773 0
 | |
|     0.0177144 0.075614 0
 | |
|     0.104016 0.084345 0
 | |
|     0.0998288 0.0679603 0
 | |
|     0.0812234 0.0750973 0
 | |
|     0.0991112 0.0875703 0
 | |
|     0.0174968 0.125622 0
 | |
|     0.0230316 0.123894 0
 | |
|     0.0987951 0.107284 0
 | |
|     0.103308 0.106242 0
 | |
|     0.0247491 0.14106 0
 | |
|     0.0286718 0.138147 0
 | |
|     0.0952838 0.130177 0
 | |
|     0.0992255 0.130135 0
 | |
|     0.0420692 0.155812 0
 | |
|     0.0432807 0.150367 0
 | |
|     0.0817468 0.149143 0
 | |
|     0.0851913 0.153347 0
 | |
|     0.0647476 0.160372 0
 | |
|     0.063096 0.154333 0
 | |
|     0.0335208 0.105276 0
 | |
|     0.0409961 0.0890232 0
 | |
|     0.0819139 0.0845061 0
 | |
|     0.090686 0.0970476 0
 | |
|     0.0311247 0.118685 0
 | |
|     0.0881773 0.110799 0
 | |
|     0.0348517 0.130458 0
 | |
|     0.0864655 0.125897 0
 | |
|     0.0463489 0.140866 0
 | |
|     0.0737423 0.140227 0
 | |
|     0.0611024 0.143551 0
 | |
|     0.0456808 0.103019 0
 | |
|     0.0514031 0.0880467 0
 | |
|     0.0721308 0.0854779 0
 | |
|     0.0763319 0.101946 0
 | |
|     0.0448807 0.116017 0
 | |
|     0.0742594 0.114524 0
 | |
|     0.0466843 0.127153 0
 | |
|     0.0730543 0.125365 0
 | |
|     0.0606325 0.135711 0
 | |
|     0.0570736 0.0725621 0
 | |
|     0.0634774 0.0762687 0
 | |
|     0.0647261 0.0913578 0
 | |
|     0.0625352 0.081227 0
 | |
|     0.0629932 0.106067 0
 | |
|     0.0623828 0.117572 0
 | |
|     0.0622214 0.125569 0
 | |
|     0.165563 0.936045 0
 | |
|     0.157569 0.944318 0
 | |
|     0.753606 0.292021 0
 | |
|     0.147775 0.944571 0
 | |
|     0.762058 0.27794 0
 | |
|     0.0498339 0.729716 0
 | |
|     0.0716868 0.727041 0
 | |
|     0.0718312 0.701964 0
 | |
|     0.0551288 0.703394 0
 | |
|     0.0534046 0.795548 0
 | |
|     0.0770924 0.796357 0
 | |
|     0.0795155 0.76868 0
 | |
|     0.0508326 0.766802 0
 | |
|     0.0476651 0.827074 0
 | |
|     0.0699911 0.828995 0
 | |
|     0.0334298 0.882389 0
 | |
|     0.0595563 0.857245 0
 | |
|     0.0357453 0.853921 0
 | |
|     0.0198676 0.875113 0
 | |
|     0.015351 0.892103 0
 | |
|     0.0400747 0.883362 0
 | |
|     0.0716974 0.677874 0
 | |
|     0.0424257 0.678469 0
 | |
|     0.0659514 0.63627 0
 | |
|     0.0352088 0.630314 0
 | |
|     0.0630851 0.60701 0
 | |
|     0.0401147 0.60389 0
 | |
|     0.0591819 0.582719 0
 | |
|     0.0309676 0.579796 0
 | |
|     0.0306329 0.542996 0
 | |
|     0.0266668 0.547397 0
 | |
|     0.0466872 0.566497 0
 | |
|     0.0243454 0.566069 0
 | |
|     0.0557396 0.568767 0
 | |
|     0.0655429 0.584836 0
 | |
|     0.0729773 0.609696 0
 | |
|     0.0781728 0.639006 0
 | |
|     0.0802189 0.6772 0
 | |
|     0.0815884 0.70001 0
 | |
|     0.08163 0.725317 0
 | |
|     0.0855271 0.763065 0
 | |
|     0.0829647 0.790832 0
 | |
|     0.0765491 0.826536 0
 | |
|     0.0671361 0.85492 0
 | |
|     0.173283 0.867112 0
 | |
|     0.167597 0.884893 0
 | |
|     0.162367 0.897129 0
 | |
|     0.531774 0.494779 0
 | |
|     0.561803 0.467414 0
 | |
|     0.494533 0.460339 0
 | |
|     0.473642 0.481888 0
 | |
|     0.578758 0.428457 0
 | |
|     0.586426 0.387554 0
 | |
|     0.516134 0.402133 0
 | |
|     0.5141 0.433181 0
 | |
|     0.449967 0.299137 0
 | |
|     0.504011 0.27293 0
 | |
|     0.57297 0.339577 0
 | |
|     0.541608 0.305324 0
 | |
|     0.492187 0.331917 0
 | |
|     0.509287 0.372828 0
 | |
|     0.498662 0.505777 0
 | |
|     0.458499 0.497009 0
 | |
|     0.396257 0.146941 0
 | |
|     0.396568 0.111352 0
 | |
|     0.447249 0.139297 0
 | |
|     0.454139 0.171069 0
 | |
|     0.412335 0.0724861 0
 | |
|     0.442669 0.0353484 0
 | |
|     0.483466 0.0913653 0
 | |
|     0.463665 0.110216 0
 | |
|     0.4976 0.00979811 0
 | |
|     0.520894 0.0768362 0
 | |
|     0.436017 0.207283 0
 | |
|     0.411017 0.183034 0
 | |
|     0.468966 0.196799 0
 | |
|     0.493071 0.2175 0
 | |
|     0.808513 0.255357 0
 | |
|     0.827805 0.228847 0
 | |
|     0.830819 0.204109 0
 | |
|     0.816633 0.164162 0
 | |
|     0.787769 0.275795 0
 | |
|     0.800408 0.127027 0
 | |
|     0.745898 0.0715126 0
 | |
|     0.478275 0.513636 0
 | |
|     0.44818 0.516388 0
 | |
|     0.52012 0.529919 0
 | |
|     0.592115 0.523696 0
 | |
|     0.667212 0.527936 0
 | |
|     0.795281 0.541534 0
 | |
|     0.728756 0.534016 0
 | |
|     0.86446 0.135097 0
 | |
|     0.852674 0.11786 0
 | |
|     0.833986 0.1028 0
 | |
|     0.819071 0.0990812 0
 | |
|     0.794222 0.0985289 0
 | |
|   weights 2205
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.823097  Cat_neck 0.176903 
 | |
|      Cat_head 0.88743  Cat_neck 0.11257 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.82823  Cat_neck 0.17177 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.783261  Cat_neck 0.216739 
 | |
|      Cat_head 0.694417  Cat_neck 0.305583 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.5  Cat_neck 0.5 
 | |
|      Cat_head 0.497582  Cat_neck 0.502418 
 | |
|      Cat_neck 0.937701  Cat_thorax 0.0622985 
 | |
|      Cat_head 3.8071e-005  Cat_neck 0.80281  Cat_thorax 0.197152 
 | |
|      Cat_head 0.5  Cat_neck 0.5 
 | |
|      Cat_head 0.00603924  Cat_neck 0.604168  Cat_thorax 0.389792 
 | |
|      Cat_head 0.2167  Cat_neck 0.638084  Cat_thorax 0.145216 
 | |
|      Cat_head 0.607198  Cat_neck 0.392803 
 | |
|      Cat_head 0.4999  Cat_neck 0.4999  Cat_thorax 0.000199414 
 | |
|      Cat_head 0.881056  Cat_neck 0.118944 
 | |
|      Cat_head 0.602218  Cat_neck 0.397782 
 | |
|      Cat_head 0.970036  Cat_neck 0.0299638 
 | |
|      Cat_head 0.76027  Cat_neck 0.23973 
 | |
|      Cat_head 0.996567  Cat_neck 0.00343329 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_neck 0.498736  Cat_thorax 0.498736  Cat_Lfrontbicep 0.00252844 
 | |
|      Cat_neck 0.479954  Cat_thorax 0.479954  Cat_Lfrontbicep 0.0400911 
 | |
|      Cat_head 0.000158665  Cat_neck 0.480015  Cat_thorax 0.480015  Cat_Lfrontbicep 0.0398118 
 | |
|      Cat_head 0.149526  Cat_neck 0.418744  Cat_thorax 0.418744  Cat_Lfrontbicep 0.0129853 
 | |
|      Cat_head 0.495643  Cat_neck 0.488741  Cat_thorax 0.0155143  Cat_Lfrontbicep 0.000101639 
 | |
|      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_neck 0.0783364  Cat_thorax 0.908052  Cat_Lfrontbicep 0.0136113 
 | |
|      Cat_neck 0.180293  Cat_thorax 0.757988  Cat_Lfrontbicep 0.0617192 
 | |
|      Cat_neck 0.294048  Cat_thorax 0.393582  Cat_Lfrontbicep 0.31237 
 | |
|      Cat_neck 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_neck 0.333333  Cat_thorax 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_neck 0.333333  Cat_thorax 0.333333 
 | |
|      Cat_head 0.0001746  Cat_neck 0.208486  Cat_thorax 0.39567  Cat_Lfrontbicep 0.39567 
 | |
|      Cat_head 0.0513169  Cat_neck 0.428847  Cat_thorax 0.431551  Cat_Lfrontbicep 0.0882847 
 | |
|      Cat_head 0.309604  Cat_neck 0.690394  Cat_thorax 1.85705e-006 
 | |
|      Cat_head 0.364866  Cat_neck 0.635134 
 | |
|      Cat_head 0.352417  Cat_neck 0.647583 
 | |
|      Cat_head 0.345371  Cat_neck 0.654629 
 | |
|      Cat_thorax 0.795746  Cat_Lfrontbicep01 0.0180024  Cat_Lfrontbicep 0.186251 
 | |
|      Cat_thorax 0.645701  Cat_Lfrontbicep01 0.0724649  Cat_Lfrontbicep 0.281835 
 | |
|      Cat_thorax 0.515663  Cat_Lfrontbicep 0.484337 
 | |
|      Cat_thorax 0.528416  Cat_Lfrontbicep01 4.60684e-006  Cat_Lfrontbicep 0.471579 
 | |
|      Cat_thorax 0.395136  Cat_Lfrontbicep 0.395136  Cat_Lfrontforepaw 0.209728 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.499294  Cat_neck 0.00141108  Cat_thorax 0.499294 
 | |
|      Cat_Lfrontbicep 0.486238  Cat_neck 0.0275235  Cat_thorax 0.486238 
 | |
|      Cat_Lfrontbicep 0.478225  Cat_neck 0.0435492  Cat_thorax 0.478225 
 | |
|      Cat_Lfrontbicep 0.447103  Cat_neck 0.105795  Cat_thorax 0.447103 
 | |
|      Cat_neck 0.421866  Cat_thorax 0.467705  Cat_Lfrontbicep 0.110429 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_neck 1.0 
 | |
|      Cat_neck 1.0 
 | |
|      Cat_thorax 0.894568  Cat_Lfrontforepaw01 0.000444764  Cat_Lfrontbicep01 0.0104108  Cat_Lfrontbicep 0.0945766 
 | |
|      Cat_thorax 0.769568  Cat_Lfrontforepaw01 0.0578691  Cat_Lfrontbicep01 0.0231045  Cat_Lfrontbicep 0.149458 
 | |
|      Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333 
 | |
|      Cat_thorax 0.333324  Cat_Lfrontbicep01 2.78791e-005  Cat_Lfrontbicep 0.333324  Cat_Lfrontforepaw 0.333324 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep 0.480818  Cat_thorax 0.480818  Cat_Lfrontforepaw 0.0383635 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_neck 0.0784603  Cat_thorax 0.891574  Cat_Lfrontbicep 0.0299654 
 | |
|      Cat_neck 0.47819  Cat_thorax 0.52181 
 | |
|      Cat_neck 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.933236  Cat_Lfrontbicep01 0.00114951  Cat_Lfrontbicep 0.0656148 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontbicep 0.4951  Cat_thorax 0.4951  Cat_Lfrontforepaw 0.00980001 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.984386  Cat_Lfrontbicep 0.0156137 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.782382  Cat_Lfrontbicep 0.217618 
 | |
|      Cat_thorax 0.782382  Cat_Lfrontbicep 0.217618 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep 0.5 
 | |
|      Cat_Lfrontbicep 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep 0.5 
 | |
|      Cat_Lfrontbicep 0.447466  Cat_thorax 0.447466  Cat_Lfrontforepaw 0.105067 
 | |
|      Cat_thorax 0.518561  Cat_Lfrontbicep 0.481439 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.789061  Cat_Lfrontbicep 0.210939 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.967255  Cat_Lfrontbicep 0.0327445 
 | |
|      Cat_thorax 0.965801  Cat_Lfrontbicep 0.0341986 
 | |
|      Cat_thorax 0.989456  Cat_Lfrontbicep 0.0105441 
 | |
|      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 0.999944  Cat_hips 5.57805e-005 
 | |
|      Cat_thorax 0.999713  Cat_hips 0.000287111 
 | |
|      Cat_thorax 0.999349  Cat_hips 0.000651122 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.998805  Cat_hips 0.00119492 
 | |
|      Cat_thorax 0.998805  Cat_hips 0.00119492 
 | |
|      Cat_thorax 0.955918  Cat_hips 0.044082 
 | |
|      Cat_thorax 0.849721  Cat_hips 0.150279 
 | |
|      Cat_thorax 0.569274  Cat_hips 0.430726 
 | |
|      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 0.558683  Cat_hips 0.441317 
 | |
|      Cat_thorax 0.499496  Cat_hips 0.499496  Cat_Lbackthigh 0.00100851 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.499496  Cat_hips 0.499496  Cat_Lbackthigh 0.00100851 
 | |
|      Cat_thorax 0.166478  Cat_hips 0.277841  Cat_Lbackthigh 0.277841  Cat_Lbackthigh01 0.277841 
 | |
|      Cat_thorax 0.230943  Cat_hips 0.256352  Cat_Lbackthigh 0.256352  Cat_Lbackthigh01 0.256352 
 | |
|      Cat_thorax 0.450029  Cat_hips 0.450029  Cat_Lbackthigh 0.0999428 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_hips 0.476368  Cat_thorax 0.476368  Cat_Lbackthigh 0.0472634 
 | |
|      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 0.185059  Cat_hips 0.271647  Cat_Lbackthigh 0.271647  Cat_Lbackthigh01 0.271647 
 | |
|      Cat_thorax 0.230943  Cat_hips 0.256352  Cat_Lbackthigh 0.256352  Cat_Lbackthigh01 0.256352 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.0329245  Cat_hips 0.483538  Cat_Lbackthigh 0.483538 
 | |
|      Cat_thorax 0.0267421  Cat_hips 0.486629  Cat_Lbackthigh 0.486629 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.0193027  Cat_hips 0.490349  Cat_Lbackthigh 0.490349 
 | |
|      Cat_hips 0.463024  Cat_thorax 0.463024  Cat_Lbackthigh 0.0739513 
 | |
|      Cat_hips 0.491983  Cat_thorax 0.0160341  Cat_Lbackthigh 0.491983 
 | |
|      Cat_hips 0.720066  Cat_thorax 0.00898271  Cat_Lbackthigh 0.270951 
 | |
|      Cat_hips 0.993908  Cat_thorax 0.00161196  Cat_Lbackthigh 0.00448055 
 | |
|      Cat_hips 0.990744  Cat_thorax 0.0092562 
 | |
|      Cat_hips 0.99545  Cat_thorax 0.00455019 
 | |
|      Cat_hips 0.998521  Cat_thorax 0.0014792 
 | |
|      Cat_hips 0.333333  Cat_Lbackthigh 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_hips 0.333333  Cat_Lbackthigh 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.166478  Cat_hips 0.277841  Cat_Lbackthigh 0.277841  Cat_Lbackthigh01 0.277841 
 | |
|      Cat_hips 0.333333  Cat_Lbackthigh 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.845442  Cat_Lbackthigh 0.154558 
 | |
|      Cat_hips 0.995661  Cat_Lbackthigh 0.00433866 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 0.416077  Cat_Lbackthigh 0.167847  Cat_Lbackthigh01 0.416077 
 | |
|      Cat_hips 0.346114  Cat_Lbackthigh 0.313658  Cat_Lbackthigh01 0.340228 
 | |
|      Cat_hips 0.486435  Cat_Lbackthigh 0.409604  Cat_Lbackthigh01 0.103961 
 | |
|      Cat_hips 0.785321  Cat_Lbackthigh 0.21468 
 | |
|      Cat_hips 0.849076  Cat_Lbackthigh 0.150924 
 | |
|      Cat_hips 0.973089  Cat_Lbackthigh 0.0269106 
 | |
|      Cat_hips 0.999999  Cat_Lbackthigh 5.87061e-007 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 0.451408  Cat_Lbackthigh 0.097184  Cat_Lbackthigh01 0.451408 
 | |
|      Cat_hips 0.440589  Cat_Lbackthigh 0.118823  Cat_Lbackthigh01 0.440589 
 | |
|      Cat_hips 0.785321  Cat_Lbackthigh 0.21468 
 | |
|      Cat_hips 0.486435  Cat_Lbackthigh 0.409604  Cat_Lbackthigh01 0.103961 
 | |
|      Cat_hips 0.820782  Cat_Lbackthigh 0.179218 
 | |
|      Cat_hips 0.849076  Cat_Lbackthigh 0.150924 
 | |
|      Cat_hips 0.953893  Cat_Lbackthigh 0.0461073 
 | |
|      Cat_hips 0.973089  Cat_Lbackthigh 0.0269106 
 | |
|      Cat_hips 0.999502  Cat_Lbackthigh 0.000498413 
 | |
|      Cat_hips 0.999999  Cat_Lbackthigh 5.87061e-007 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.952842  Cat_Lfrontbicep01 0.00152235  Cat_Lfrontbicep 0.0456353 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.457229  Cat_Lfrontbicep 0.457229  Cat_Lfrontforepaw 0.085541 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.952842  Cat_Lfrontbicep01 0.00152235  Cat_Lfrontbicep 0.0456353 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333 
 | |
|      Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.353653  Cat_Lfrontbicep 0.292694  Cat_Lfrontforepaw 0.353653 
 | |
|      Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333 
 | |
|      Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333324  Cat_Lfrontbicep01 2.78791e-005  Cat_Lfrontbicep 0.333324  Cat_Lfrontforepaw 0.333324 
 | |
|      Cat_Lfrontforepaw 0.377165  Cat_thorax 0.377165  Cat_Lfrontbicep 0.24567 
 | |
|      Cat_Lfrontforepaw 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333 
 | |
|      Cat_thorax 0.395136  Cat_Lfrontbicep 0.395136  Cat_Lfrontforepaw 0.209728 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontbicep 0.333333  Cat_Lfrontforepaw 0.333333 
 | |
|      Cat_Lfrontforepaw 0.982155  Cat_Lfrontbicep 0.0178453 
 | |
|      Cat_Lfrontforepaw 0.981147  Cat_Lfrontbicep 0.0188527 
 | |
|      Cat_thorax 0.506154  Cat_Lfrontbicep 0.00270838  Cat_Lfrontforepaw 0.491137 
 | |
|      Cat_Lfrontforepaw 0.495196  Cat_thorax 0.495196  Cat_Lfrontbicep 0.00960709 
 | |
|      Cat_Lfrontforepaw 0.748187  Cat_thorax 0.238179  Cat_Lfrontbicep 0.0136334 
 | |
|      Cat_thorax 0.495585  Cat_Lfrontbicep 0.00883097  Cat_Lfrontforepaw 0.495585 
 | |
|      Cat_thorax 0.497905  Cat_Lfrontbicep 0.00419031  Cat_Lfrontforepaw 0.497905 
 | |
|      Cat_Lfrontforepaw 0.498921  Cat_thorax 0.498921  Cat_Lfrontbicep 0.00215852 
 | |
|      Cat_Lfrontforepaw 0.702535  Cat_Lfrontbicep 0.00284929  Cat_thorax 0.294616 
 | |
|      Cat_Lfrontforepaw 0.982155  Cat_Lfrontbicep 0.0178453 
 | |
|      Cat_thorax 0.497905  Cat_Lfrontbicep 0.00419031  Cat_Lfrontforepaw 0.497905 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontforepaw 1.0 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.0431671  Cat_Lfrontforepaw 0.956833 
 | |
|      Cat_Lfrontpaw 0.245069  Cat_Lfrontforepaw 0.754931 
 | |
|      Cat_Lfrontforepaw 0.5  Cat_Lfrontpaw 0.5 
 | |
|      Cat_Lfrontforepaw 0.602901  Cat_Lfrontpaw 0.397099 
 | |
|      Cat_Lfrontforepaw 0.807583  Cat_Lfrontpaw 0.192417 
 | |
|      Cat_Lfrontpaw 0.385061  Cat_Lfrontforepaw 0.614939 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontforepaw 0.807583  Cat_Lfrontpaw 0.192417 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.974216  Cat_Lfrontforepaw 0.0257839 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.974216  Cat_Lfrontforepaw 0.0257839 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 0.578183  Cat_Lfrontforepaw 0.421817 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 0.926005  Cat_Lfrontforepaw 0.0739945 
 | |
|      Cat_Lfrontpaw 0.5  Cat_Lfrontforepaw 0.5 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 0.589354  Cat_Lfrontforepaw 0.410646 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_Lfrontpaw 1.0 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_hips 0.51164  Cat_Lbackthigh 0.0569103  Cat_Lbackthigh01 0.43145 
 | |
|      Cat_hips 0.820782  Cat_Lbackthigh 0.179218 
 | |
|      Cat_hips 0.859919  Cat_Lbackthigh 0.000756752  Cat_Lbackthigh01 0.139324 
 | |
|      Cat_hips 0.953893  Cat_Lbackthigh 0.0461073 
 | |
|      Cat_hips 0.999502  Cat_Lbackthigh 0.000498413 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_thorax 0.166478  Cat_hips 0.277841  Cat_Lbackthigh 0.277841  Cat_Lbackthigh01 0.277841 
 | |
|      Cat_thorax 0.0176455  Cat_hips 0.429408  Cat_Lbackthigh 0.429408  Cat_Lbackthigh01 0.123538 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.333333  Cat_Lbackthigh 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_Lbackthigh 0.334273  Cat_hips 0.334273  Cat_Lbackthigh01 0.331454 
 | |
|      Cat_Lbackthigh 0.5  Cat_hips 0.5 
 | |
|      Cat_hips 0.496036  Cat_Lbackthigh 0.496036  Cat_Lbackthigh01 0.00792827 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh 0.333333 
 | |
|      Cat_hips 0.362365  Cat_Lbackthigh 0.550059  Cat_thorax 0.0875759 
 | |
|      Cat_hips 0.256619  Cat_Lbackthigh 0.640458  Cat_thorax 0.102924 
 | |
|      Cat_hips 0.490702  Cat_Lbackthigh 0.490702  Cat_Lbackthigh01 0.0185959 
 | |
|      Cat_hips 0.203679  Cat_Lbackthigh 0.789143  Cat_thorax 0.00717815 
 | |
|      Cat_hips 0.217915  Cat_Lbackthigh 0.782085 
 | |
|      Cat_Lbackthigh 0.427969  Cat_hips 0.427969  Cat_Lbackthigh01 0.144062 
 | |
|      Cat_Lbackthigh 0.648548  Cat_hips 0.351452 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh 0.5  Cat_Lbackthigh01 1.28552e-007 
 | |
|      Cat_Lbackthigh 0.5  Cat_hips 0.5 
 | |
|      Cat_Lbackthigh 0.5  Cat_hips 0.5 
 | |
|      Cat_hips 0.256619  Cat_Lbackthigh 0.640458  Cat_thorax 0.102924 
 | |
|      Cat_hips 0.000444932  Cat_Lbackthigh 0.999555 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh 0.981859  Cat_hips 0.0181411 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh 0.941386  Cat_hips 0.055965  Cat_Lbackthigh01 0.00264912 
 | |
|      Cat_Lbackthigh 0.995242  Cat_hips 0.0047583 
 | |
|      Cat_Lbackthigh 0.930478  Cat_hips 0.0695224 
 | |
|      Cat_Lbackthigh 0.953877  Cat_hips 0.046123 
 | |
|      Cat_Lbackthigh 0.953877  Cat_hips 0.046123 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackforepaw 7.8465e-006  Cat_Lbackthigh 0.999992 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackforepaw 0.00568255  Cat_Lbackthigh 0.994317 
 | |
|      Cat_Lbackforepaw 0.0364271  Cat_Lbackthigh 0.963573 
 | |
|      Cat_Lbackforepaw 0.303871  Cat_Lbackthigh 0.696129 
 | |
|      Cat_Lbackforepaw 0.116596  Cat_Lbackthigh 0.883404 
 | |
|      Cat_Lbackforepaw 0.334054  Cat_Lbackthigh 0.665946 
 | |
|      Cat_Lbackforepaw 0.334054  Cat_Lbackthigh 0.665946 
 | |
|      Cat_Lbackthigh 1.0 
 | |
|      Cat_Lbackforepaw 0.589211  Cat_Lbackthigh 0.410789 
 | |
|      Cat_Lbackforepaw 0.590186  Cat_Lbackthigh 0.409814 
 | |
|      Cat_Lbackforepaw 0.612277  Cat_Lbackthigh 0.387723 
 | |
|      Cat_Lbackforepaw 0.568238  Cat_Lbackthigh 0.431762 
 | |
|      Cat_Lbackforepaw 0.555411  Cat_Lbackthigh 0.444589 
 | |
|      Cat_Lbackforepaw 0.808193  Cat_Lbackthigh 0.191807 
 | |
|      Cat_Lbackforepaw 0.750309  Cat_Lbackthigh 0.249691 
 | |
|      Cat_Lbackforepaw 0.97827  Cat_Lbackthigh 0.0217299 
 | |
|      Cat_Lbackforepaw 0.959888  Cat_Lbackthigh 0.0401118 
 | |
|      Cat_Lbackforepaw 0.959888  Cat_Lbackthigh 0.0401118 
 | |
|      Cat_Lbackforepaw 0.590186  Cat_Lbackthigh 0.409814 
 | |
|      Cat_Lbackforepaw 0.936376  Cat_Lbackthigh 0.0636241 
 | |
|      Cat_Lbackforepaw 0.922426  Cat_Lbackthigh 0.0775739 
 | |
|      Cat_Lbackforepaw 0.952715  Cat_Lbackthigh 0.0472853 
 | |
|      Cat_Lbackforepaw 0.922426  Cat_Lbackthigh 0.0775739 
 | |
|      Cat_Lbackforepaw 0.918091  Cat_Lbackthigh 0.081909 
 | |
|      Cat_Lbackforepaw 0.997673  Cat_Lbackthigh 0.00232664 
 | |
|      Cat_Lbackforepaw 0.98726  Cat_Lbackthigh 0.0127403 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 0.995202  Cat_Lbackthigh 0.00479766 
 | |
|      Cat_Lbackforepaw 0.984186  Cat_Lbackthigh 0.0158136 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.736549  Cat_Lbackpaw 0.263451 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.474564  Cat_Lbackpaw 0.525436 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.405033  Cat_Lbackpaw 0.594967 
 | |
|      Cat_Lbackforepaw 0.399516  Cat_Lbackpaw 0.600484 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.249299  Cat_Lbackpaw 0.750701 
 | |
|      Cat_Lbackforepaw 0.409802  Cat_Lbackpaw 0.590198 
 | |
|      Cat_Lbackforepaw 0.181921  Cat_Lbackpaw 0.818079 
 | |
|      Cat_Lbackforepaw 0.154129  Cat_Lbackpaw 0.845871 
 | |
|      Cat_Lbackforepaw 0.0985738  Cat_Lbackpaw 0.901426 
 | |
|      Cat_Lbackforepaw 0.12531  Cat_Lbackpaw 0.87469 
 | |
|      Cat_Lbackforepaw 0.145196  Cat_Lbackpaw 0.854804 
 | |
|      Cat_Lbackforepaw 0.239245  Cat_Lbackpaw 0.760755 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.24425  Cat_Lbackpaw 0.75575 
 | |
|      Cat_Lbackforepaw 0.31324  Cat_Lbackpaw 0.68676 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.144008  Cat_Lbackpaw 0.855992 
 | |
|      Cat_Lbackforepaw 0.00176916  Cat_Lbackpaw 0.998231 
 | |
|      Cat_Lbackforepaw 0.0419907  Cat_Lbackpaw 0.958009 
 | |
|      Cat_Lbackforepaw 0.039194  Cat_Lbackpaw 0.960806 
 | |
|      Cat_Lbackforepaw 0.0303957  Cat_Lbackpaw 0.969604 
 | |
|      Cat_Lbackforepaw 0.0131048  Cat_Lbackpaw 0.986895 
 | |
|      Cat_Lbackforepaw 0.0258835  Cat_Lbackpaw 0.974117 
 | |
|      Cat_Lbackforepaw 0.00722728  Cat_Lbackpaw 0.992773 
 | |
|      Cat_Lbackforepaw 0.00389631  Cat_Lbackpaw 0.996104 
 | |
|      Cat_Lbackforepaw 0.000167596  Cat_Lbackpaw 0.999832 
 | |
|      Cat_Lbackforepaw 0.000207611  Cat_Lbackpaw 0.999792 
 | |
|      Cat_Lbackforepaw 0.000221418  Cat_Lbackpaw 0.999779 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.00190158  Cat_Lbackpaw 0.998098 
 | |
|      Cat_Lbackforepaw 6.41121e-006  Cat_Lbackpaw 0.999994 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.280668  Cat_Lbackpaw 0.719332 
 | |
|      Cat_Lbackforepaw 0.399516  Cat_Lbackpaw 0.600484 
 | |
|      Cat_Lbackforepaw 0.181921  Cat_Lbackpaw 0.818079 
 | |
|      Cat_Lbackforepaw 0.12531  Cat_Lbackpaw 0.87469 
 | |
|      Cat_Lbackforepaw 0.039194  Cat_Lbackpaw 0.960806 
 | |
|      Cat_Lbackforepaw 0.0258835  Cat_Lbackpaw 0.974117 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.00190158  Cat_Lbackpaw 0.998098 
 | |
|      Cat_Lbackforepaw 6.41121e-006  Cat_Lbackpaw 0.999994 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.298772  Cat_Lbackpaw 0.701228 
 | |
|      Cat_Lbackforepaw 0.0388066  Cat_Lbackpaw 0.961193 
 | |
|      Cat_Lbackforepaw 7.64885e-005  Cat_Lbackpaw 0.999924 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackforepaw 0.237966  Cat_Lbackpaw 0.762034 
 | |
|      Cat_Lbackforepaw 5.89995e-005  Cat_Lbackpaw 0.999941 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.479212  Cat_Lbackpaw 0.520788 
 | |
|      Cat_Lbackforepaw 0.062846  Cat_Lbackpaw 0.937154 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackforepaw 0.00312107  Cat_Lbackpaw 0.996879 
 | |
|      Cat_Lbackforepaw 0.264233  Cat_Lbackpaw 0.735767 
 | |
|      Cat_Lbackforepaw 0.5  Cat_Lbackpaw 0.5 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 1.0 
 | |
|      Cat_Lbackpaw 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 0.859919  Cat_Lbackthigh 0.000756752  Cat_Lbackthigh01 0.139324 
 | |
|      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_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 0.446457  Cat_hips 0.446457  Cat_Lbackthigh 0.107086 
 | |
|      Cat_head 1.0 
 | |
|      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 0.991548  Cat_neck 0.00845208 
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|      Cat_head 0.981252  Cat_neck 0.0187478 
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|      Cat_head 0.763185  Cat_neck 0.236815 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 0.726927  Cat_neck 0.273073 
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|      Cat_head 0.999919  Cat_neck 8.05293e-005 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 0.999894  Cat_neck 0.00010593 
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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 0.533718  Cat_neck 0.466282 
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|      Cat_head 1.0 
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|      Cat_head 1.0 
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|      Cat_head 0.999919  Cat_neck 8.05293e-005 
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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 0.5  Cat_neck 0.5 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
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|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
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|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.9954  Cat_neck 0.00459981 
 | |
|      Cat_head 0.980815  Cat_neck 0.0191855 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.999919  Cat_neck 8.05293e-005 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.999894  Cat_neck 0.00010593 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.997481  Cat_neck 0.00251899 
 | |
|      Cat_head 0.991548  Cat_neck 0.00845208 
 | |
|      Cat_head 0.981252  Cat_neck 0.0187478 
 | |
|      Cat_head 0.184642  Cat_neck 0.815358 
 | |
|      Cat_head 0.999919  Cat_neck 8.05293e-005 
 | |
|      Cat_head 0.0055074  Cat_neck 0.994493 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
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 | |
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 | |
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 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.979551  Cat_Lfrontbicep 0.0204491 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.999478  Cat_hips 0.000521772 
 | |
|      Cat_hips 0.25  Cat_Lbackthigh 0.25  Cat_Lbackthigh01 0.25  Cat_thorax 0.25 
 | |
|      Cat_hips 0.316374  Cat_thorax 0.316374  Cat_Lbackthigh 0.316374  Cat_Lbackthigh01 0.0508792 
 | |
|      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 0.95126  Cat_neck 0.04874 
 | |
|      Cat_head 0.916165  Cat_neck 0.0838352 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.896428  Cat_neck 0.103572 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.830699  Cat_neck 0.169301 
 | |
|      Cat_head 0.5  Cat_neck 0.5 
 | |
|      Cat_head 5.65808e-005  Cat_neck 0.857023  Cat_thorax 0.142921 
 | |
|      Cat_head 0.5  Cat_neck 0.5 
 | |
|      Cat_head 0.739283  Cat_neck 0.260717 
 | |
|      Cat_head 0.259652  Cat_neck 0.718474  Cat_thorax 0.0218739 
 | |
|      Cat_head 0.00895947  Cat_neck 0.775025  Cat_thorax 0.216015 
 | |
|      Cat_head 0.959888  Cat_neck 0.0401125 
 | |
|      Cat_head 0.555572  Cat_neck 0.444428 
 | |
|      Cat_head 0.996283  Cat_neck 0.00371654 
 | |
|      Cat_head 0.747418  Cat_neck 0.252582 
 | |
|      Cat_head 0.999999  Cat_neck 1.4251e-006 
 | |
|      Cat_head 0.878168  Cat_neck 0.121832 
 | |
|      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_head 0.000281318  Cat_neck 0.499859  Cat_thorax 0.499859 
 | |
|      Cat_head 0.185434  Cat_neck 0.340611  Cat_thorax 0.473955 
 | |
|      Cat_head 0.65744  Cat_neck 0.34256 
 | |
|      Cat_head 0.598788  Cat_neck 0.401212 
 | |
|      Cat_head 0.556201  Cat_neck 0.443799 
 | |
|      Cat_head 0.5  Cat_neck 0.5 
 | |
|      Cat_head 0.5  Cat_neck 0.5 
 | |
|      Cat_neck 0.166889  Cat_thorax 0.833111 
 | |
|      Cat_neck 0.346714  Cat_thorax 0.618168  Cat_Lfrontbicep01 0.0351181 
 | |
|      Cat_neck 0.423563  Cat_thorax 0.423563  Cat_Lfrontbicep01 0.152873 
 | |
|      Cat_neck 0.378792  Cat_thorax 0.378792  Cat_Lfrontbicep01 0.242417 
 | |
|      Cat_Lfrontbicep01 0.0909254  Cat_neck 0.353046  Cat_thorax 0.556028 
 | |
|      Cat_head 0.000643885  Cat_neck 0.188928  Cat_thorax 0.810428 
 | |
|      Cat_head 0.0876246  Cat_neck 0.344306  Cat_thorax 0.56807 
 | |
|      Cat_head 0.32361  Cat_neck 0.67639 
 | |
|      Cat_head 0.375145  Cat_neck 0.624855 
 | |
|      Cat_head 0.358271  Cat_neck 0.641729 
 | |
|      Cat_thorax 0.777648  Cat_Lfrontbicep01 0.190603  Cat_Lfrontbicep 0.0317484 
 | |
|      Cat_thorax 0.736856  Cat_Lfrontbicep01 0.253391  Cat_Lfrontbicep 0.00975293 
 | |
|      Cat_thorax 0.499964  Cat_Lfrontbicep01 0.499964  Cat_Lfrontbicep 7.28924e-005 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_neck 0.0  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.497631  Cat_neck 0.00473705  Cat_thorax 0.497631 
 | |
|      Cat_Lfrontbicep01 0.495049  Cat_neck 0.00990203  Cat_thorax 0.495049 
 | |
|      Cat_Lfrontbicep01 0.480386  Cat_neck 0.0392282  Cat_thorax 0.480386 
 | |
|      Cat_neck 0.322746  Cat_thorax 0.677254 
 | |
|      Cat_neck 0.677935  Cat_thorax 0.322065 
 | |
|      Cat_neck 1.0 
 | |
|      Cat_thorax 0.381986  Cat_Lfrontforepaw01 0.381986  Cat_Lfrontbicep01 0.226385  Cat_Lfrontbicep 0.00964232 
 | |
|      Cat_Lfrontforepaw01 0.332297  Cat_thorax 0.332297  Cat_Lfrontbicep01 0.332297  Cat_Lfrontbicep 0.00310908 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.468219  Cat_thorax 0.468219  Cat_Lfrontforepaw01 0.0635615 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_neck 0.0333319  Cat_thorax 0.966668 
 | |
|      Cat_neck 0.421406  Cat_thorax 0.578594 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_thorax 0.51963  Cat_Lfrontbicep01 0.48037 
 | |
|      Cat_thorax 0.549273  Cat_Lfrontbicep01 0.450727 
 | |
|      Cat_Lfrontbicep01 0.21289  Cat_thorax 0.787109 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.981836  Cat_Lfrontbicep01 0.0181643 
 | |
|      Cat_thorax 0.981836  Cat_Lfrontbicep01 0.0181643 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_Lfrontbicep01 0.333333  Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333 
 | |
|      Cat_thorax 0.681814  Cat_Lfrontbicep01 0.318186 
 | |
|      Cat_Lfrontbicep01 0.496542  Cat_thorax 0.496542  Cat_Lfrontforepaw01 0.00691656 
 | |
|      Cat_thorax 0.720453  Cat_Lfrontbicep01 0.279547 
 | |
|      Cat_Lfrontbicep01 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.983787  Cat_Lfrontbicep01 0.0162132 
 | |
|      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_hips 0.0 
 | |
|      Cat_thorax 0.999962  Cat_hips 3.78321e-005 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.999289  Cat_hips 0.000710879 
 | |
|      Cat_thorax 0.969664  Cat_hips 0.0303359 
 | |
|      Cat_thorax 0.999289  Cat_hips 0.000710879 
 | |
|      Cat_thorax 0.893281  Cat_hips 0.106719 
 | |
|      Cat_thorax 0.641209  Cat_hips 0.358791 
 | |
|      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 0.476246  Cat_hips 0.476246  Cat_Lbackthigh01 0.0475087 
 | |
|      Cat_thorax 0.476246  Cat_hips 0.476246  Cat_Lbackthigh01 0.0475087 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.170484  Cat_hips 0.391649  Cat_Lbackthigh 0.0462182  Cat_Lbackthigh01 0.391649 
 | |
|      Cat_thorax 0.226859  Cat_hips 0.297368  Cat_Lbackthigh 0.178405  Cat_Lbackthigh01 0.297368 
 | |
|      Cat_thorax 0.387638  Cat_hips 0.387638  Cat_Lbackthigh01 0.224723 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_hips 0.427846  Cat_thorax 0.427846  Cat_Lbackthigh01 0.144308 
 | |
|      Cat_hips 0.499286  Cat_thorax 0.499286  Cat_Lbackthigh01 0.00142727 
 | |
|      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 0.226859  Cat_hips 0.297368  Cat_Lbackthigh 0.178405  Cat_Lbackthigh01 0.297368 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.002418  Cat_hips 0.498791  Cat_Lbackthigh01 0.498791 
 | |
|      Cat_thorax 0.00405464  Cat_hips 0.497973  Cat_Lbackthigh01 0.497973 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.00146053  Cat_hips 0.49927  Cat_Lbackthigh01 0.49927 
 | |
|      Cat_thorax 0.412011  Cat_hips 0.412011  Cat_Lbackthigh01 0.175977 
 | |
|      Cat_thorax 0.00109794  Cat_hips 0.499451  Cat_Lbackthigh01 0.499451 
 | |
|      Cat_hips 0.55093  Cat_thorax 8.16242e-005  Cat_Lbackthigh01 0.448988 
 | |
|      Cat_hips 0.941722  Cat_Lbackthigh01 0.0582782 
 | |
|      Cat_hips 0.999139  Cat_thorax 0.000861135 
 | |
|      Cat_hips 0.998688  Cat_thorax 0.0013116 
 | |
|      Cat_hips 0.335303  Cat_Lbackthigh 0.329395  Cat_Lbackthigh01 0.335303 
 | |
|      Cat_thorax 0.170484  Cat_hips 0.391649  Cat_Lbackthigh 0.0462182  Cat_Lbackthigh01 0.391649 
 | |
|      Cat_hips 0.38264  Cat_Lbackthigh 0.23472  Cat_Lbackthigh01 0.38264 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.641515  Cat_Lbackthigh01 0.358485 
 | |
|      Cat_hips 0.927637  Cat_Lbackthigh01 0.0723633 
 | |
|      Cat_hips 0.999868  Cat_Lbackthigh01 0.000131519 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 0.466706  Cat_Lbackthigh 0.0665871  Cat_Lbackthigh01 0.466706 
 | |
|      Cat_hips 0.499615  Cat_Lbackthigh 0.000770963  Cat_Lbackthigh01 0.499615 
 | |
|      Cat_hips 0.59585  Cat_Lbackthigh01 0.40415 
 | |
|      Cat_hips 0.537447  Cat_Lbackthigh01 0.462553 
 | |
|      Cat_hips 0.812085  Cat_Lbackthigh01 0.187915 
 | |
|      Cat_hips 0.968472  Cat_Lbackthigh01 0.0315281 
 | |
|      Cat_hips 0.987374  Cat_Lbackthigh01 0.0126257 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 1.0 
 | |
|      Cat_hips 0.537447  Cat_Lbackthigh01 0.462553 
 | |
|      Cat_hips 0.59585  Cat_Lbackthigh01 0.40415 
 | |
|      Cat_hips 0.509217  Cat_Lbackthigh01 0.490783 
 | |
|      Cat_hips 0.499615  Cat_Lbackthigh 0.000770963  Cat_Lbackthigh01 0.499615 
 | |
|      Cat_hips 0.812085  Cat_Lbackthigh01 0.187915 
 | |
|      Cat_hips 0.722923  Cat_Lbackthigh01 0.277077 
 | |
|      Cat_hips 0.968472  Cat_Lbackthigh01 0.0315281 
 | |
|      Cat_hips 0.927298  Cat_Lbackthigh01 0.0727015 
 | |
|      Cat_hips 0.987374  Cat_Lbackthigh01 0.0126257 
 | |
|      Cat_thorax 0.3677  Cat_Lfrontforepaw01 0.258487  Cat_Lfrontbicep01 0.3677  Cat_Lfrontbicep 0.0061137 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_thorax 0.3498  Cat_Lfrontforepaw01 0.3004  Cat_Lfrontbicep01 0.3498 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.3677  Cat_Lfrontforepaw01 0.258487  Cat_Lfrontbicep01 0.3677  Cat_Lfrontbicep 0.0061137 
 | |
|      Cat_Lfrontforepaw01 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_Lfrontforepaw01 0.332297  Cat_thorax 0.332297  Cat_Lfrontbicep01 0.332297  Cat_Lfrontbicep 0.00310908 
 | |
|      Cat_Lfrontforepaw01 0.420965  Cat_thorax 0.420965  Cat_Lfrontbicep01 0.15807 
 | |
|      Cat_thorax 0.449059  Cat_Lfrontforepaw01 0.449059  Cat_Lfrontbicep01 0.101882 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_Lfrontforepaw01 0.333333  Cat_thorax 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.390456  Cat_Lfrontforepaw01 0.390456  Cat_Lfrontbicep01 0.219087 
 | |
|      Cat_thorax 0.3677  Cat_Lfrontforepaw01 0.258487  Cat_Lfrontbicep01 0.3677  Cat_Lfrontbicep 0.0061137 
 | |
|      Cat_thorax 0.36011  Cat_Lfrontforepaw01 0.36011  Cat_Lfrontbicep01 0.27978 
 | |
|      Cat_Lfrontforepaw01 0.44811  Cat_thorax 0.44811  Cat_Lfrontbicep01 0.103779 
 | |
|      Cat_thorax 0.381986  Cat_Lfrontforepaw01 0.381986  Cat_Lfrontbicep01 0.226385  Cat_Lfrontbicep 0.00964232 
 | |
|      Cat_thorax 0.5  Cat_Lfrontbicep01 0.5 
 | |
|      Cat_thorax 0.333333  Cat_Lfrontforepaw01 0.333333  Cat_Lfrontbicep01 0.333333 
 | |
|      Cat_thorax 0.390456  Cat_Lfrontforepaw01 0.390456  Cat_Lfrontbicep01 0.219087 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_thorax 0.5 
 | |
|      Cat_thorax 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontforepaw01 0.998156  Cat_thorax 0.00184437 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontforepaw01 0.861434  Cat_thorax 0.138566 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_thorax 0.5 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 0.526075  Cat_Lfrontpaw01 0.473925 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.800789  Cat_Lfrontpaw01 0.199211 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 1.0 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontforepaw01 0.5  Cat_Lfrontpaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.640265  Cat_Lfrontforepaw01 0.359735 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.647891  Cat_Lfrontforepaw01 0.352109 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.999987  Cat_Lfrontforepaw01 1.30552e-005 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 1.0  Cat_Lfrontforepaw01 0.0 
 | |
|      Cat_Lfrontpaw01 0.640265  Cat_Lfrontforepaw01 0.359735 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.994828  Cat_Lfrontforepaw01 0.0051724 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 0.647891  Cat_Lfrontforepaw01 0.352109 
 | |
|      Cat_Lfrontpaw01 0.878731  Cat_Lfrontforepaw01 0.121269 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 0.5  Cat_Lfrontforepaw01 0.5 
 | |
|      Cat_Lfrontpaw01 0.98079  Cat_Lfrontforepaw01 0.0192101 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 0.985127  Cat_Lfrontforepaw01 0.0148729 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 0.994828  Cat_Lfrontforepaw01 0.0051724 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_Lfrontpaw01 1.0 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_hips 0.509217  Cat_Lbackthigh01 0.490783 
 | |
|      Cat_hips 0.722923  Cat_Lbackthigh01 0.277077 
 | |
|      Cat_hips 0.927298  Cat_Lbackthigh01 0.0727015 
 | |
|      Cat_hips 0.994453  Cat_Lbackthigh01 0.00554688 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_hips 0.494572  Cat_Lbackthigh 0.00167126  Cat_Lbackthigh01 0.494572  Cat_thorax 0.00918522 
 | |
|      Cat_thorax 0.170484  Cat_hips 0.391649  Cat_Lbackthigh 0.0462182  Cat_Lbackthigh01 0.391649 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.334134  Cat_Lbackthigh01 0.355966  Cat_thorax 0.309901 
 | |
|      Cat_Lbackthigh01 0.472988  Cat_hips 0.472988  Cat_Lbackthigh 0.0540239 
 | |
|      Cat_hips 0.38264  Cat_Lbackthigh 0.23472  Cat_Lbackthigh01 0.38264 
 | |
|      Cat_Lbackthigh01 0.5  Cat_hips 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_hips 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_thorax 0.333333  Cat_hips 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_hips 0.222227  Cat_Lbackthigh01 0.731909  Cat_thorax 0.0458646 
 | |
|      Cat_hips 0.338618  Cat_Lbackthigh01 0.610694  Cat_thorax 0.0506878 
 | |
|      Cat_hips 0.491843  Cat_Lbackthigh01 0.508157 
 | |
|      Cat_hips 0.157438  Cat_Lbackthigh01 0.842562 
 | |
|      Cat_hips 0.148292  Cat_Lbackthigh01 0.851668  Cat_thorax 4.01005e-005 
 | |
|      Cat_Lbackthigh01 0.497596  Cat_hips 0.497596  Cat_Lbackthigh 0.00480719 
 | |
|      Cat_Lbackthigh01 0.704968  Cat_hips 0.295032 
 | |
|      Cat_Lbackthigh01 0.5  Cat_hips 0.5 
 | |
|      Cat_Lbackthigh01 0.5  Cat_hips 0.5 
 | |
|      Cat_Lbackthigh01 0.5  Cat_hips 0.5 
 | |
|      Cat_hips 0.222227  Cat_Lbackthigh01 0.731909  Cat_thorax 0.0458646 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_hips 4.84139e-005  Cat_Lbackthigh01 0.999952 
 | |
|      Cat_Lbackthigh01 0.987349  Cat_hips 0.0126509 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh01 0.951982  Cat_hips 0.0480184 
 | |
|      Cat_Lbackthigh01 0.998512  Cat_hips 0.00148822 
 | |
|      Cat_Lbackthigh01 0.942273  Cat_hips 0.0577274 
 | |
|      Cat_Lbackthigh01 0.966367  Cat_hips 0.0336325 
 | |
|      Cat_Lbackthigh01 0.966367  Cat_hips 0.0336325 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackforepaw01 0.00435113  Cat_Lbackthigh01 0.995649 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackforepaw01 0.113293  Cat_Lbackthigh01 0.886707 
 | |
|      Cat_Lbackforepaw01 0.0336277  Cat_Lbackthigh01 0.966372 
 | |
|      Cat_Lbackforepaw01 0.159628  Cat_Lbackthigh01 0.840372 
 | |
|      Cat_Lbackforepaw01 0.166572  Cat_Lbackthigh01 0.833428 
 | |
|      Cat_Lbackforepaw01 0.166572  Cat_Lbackthigh01 0.833428 
 | |
|      Cat_Lbackthigh01 1.0 
 | |
|      Cat_Lbackforepaw01 0.240863  Cat_Lbackthigh01 0.759137 
 | |
|      Cat_Lbackforepaw01 0.295748  Cat_Lbackthigh01 0.704252 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackthigh01 0.5 
 | |
|      Cat_Lbackforepaw01 0.566352  Cat_Lbackthigh01 0.433648 
 | |
|      Cat_Lbackforepaw01 0.256142  Cat_Lbackthigh01 0.743858 
 | |
|      Cat_Lbackforepaw01 0.639393  Cat_Lbackthigh01 0.360607 
 | |
|      Cat_Lbackforepaw01 0.744225  Cat_Lbackthigh01 0.255775 
 | |
|      Cat_Lbackforepaw01 0.922245  Cat_Lbackthigh01 0.0777551 
 | |
|      Cat_Lbackforepaw01 0.920267  Cat_Lbackthigh01 0.0797332 
 | |
|      Cat_Lbackforepaw01 0.920267  Cat_Lbackthigh01 0.0797332 
 | |
|      Cat_Lbackforepaw01 0.240863  Cat_Lbackthigh01 0.759137 
 | |
|      Cat_Lbackforepaw01 0.866975  Cat_Lbackthigh01 0.133025 
 | |
|      Cat_Lbackforepaw01 0.87107  Cat_Lbackthigh01 0.12893 
 | |
|      Cat_Lbackforepaw01 0.846794  Cat_Lbackthigh01 0.153206 
 | |
|      Cat_Lbackforepaw01 0.922893  Cat_Lbackthigh01 0.0771066 
 | |
|      Cat_Lbackforepaw01 0.866975  Cat_Lbackthigh01 0.133025 
 | |
|      Cat_Lbackforepaw01 0.961037  Cat_Lbackthigh01 0.0389633 
 | |
|      Cat_Lbackforepaw01 0.98594  Cat_Lbackthigh01 0.0140599 
 | |
|      Cat_Lbackforepaw01 1.0  Cat_Lbackthigh01 0.0 
 | |
|      Cat_Lbackforepaw01 0.999997  Cat_Lbackthigh01 3.13057e-006 
 | |
|      Cat_Lbackforepaw01 0.999997  Cat_Lbackthigh01 3.13057e-006 
 | |
|      Cat_Lbackforepaw01 0.955128  Cat_Lbackthigh01 0.0448717 
 | |
|      Cat_Lbackforepaw01 0.983887  Cat_Lbackthigh01 0.0161133 
 | |
|      Cat_Lbackforepaw01 0.999735  Cat_Lbackthigh01 0.000264598 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.165803  Cat_Lbackpaw01 0.834197 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.278239  Cat_Lbackpaw01 0.721761 
 | |
|      Cat_Lbackforepaw01 0.131884  Cat_Lbackpaw01 0.868116 
 | |
|      Cat_Lbackforepaw01 0.485466  Cat_Lbackpaw01 0.514534 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.485466  Cat_Lbackpaw01 0.514534 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.242847  Cat_Lbackpaw01 0.757153 
 | |
|      Cat_Lbackforepaw01 0.228602  Cat_Lbackpaw01 0.771398 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.278239  Cat_Lbackpaw01 0.721761 
 | |
|      Cat_Lbackforepaw01 0.00257931  Cat_Lbackpaw01 0.997421 
 | |
|      Cat_Lbackforepaw01 0.000404348  Cat_Lbackpaw01 0.999596 
 | |
|      Cat_Lbackforepaw01 0.131884  Cat_Lbackpaw01 0.868116 
 | |
|      Cat_Lbackforepaw01 0.231154  Cat_Lbackpaw01 0.768846 
 | |
|      Cat_Lbackforepaw01 0.485466  Cat_Lbackpaw01 0.514534 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.329891  Cat_Lbackpaw01 0.670109 
 | |
|      Cat_Lbackforepaw01 0.270399  Cat_Lbackpaw01 0.729601 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackforepaw01 0.385591  Cat_Lbackpaw01 0.614409 
 | |
|      Cat_Lbackforepaw01 0.00939508  Cat_Lbackpaw01 0.990605 
 | |
|      Cat_Lbackforepaw01 0.165803  Cat_Lbackpaw01 0.834197 
 | |
|      Cat_Lbackforepaw01 0.113069  Cat_Lbackpaw01 0.886931 
 | |
|      Cat_Lbackforepaw01 0.0014028  Cat_Lbackpaw01 0.998597 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.0144959  Cat_Lbackpaw01 0.985504 
 | |
|      Cat_Lbackforepaw01 0.0192063  Cat_Lbackpaw01 0.980794 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.0188675  Cat_Lbackpaw01 0.981133 
 | |
|      Cat_Lbackforepaw01 0.0100019  Cat_Lbackpaw01 0.989998 
 | |
|      Cat_Lbackforepaw01 0.30689  Cat_Lbackpaw01 0.69311 
 | |
|      Cat_Lbackforepaw01 0.260715  Cat_Lbackpaw01 0.739285 
 | |
|      Cat_Lbackforepaw01 0.00384212  Cat_Lbackpaw01 0.996158 
 | |
|      Cat_Lbackforepaw01 0.00265292  Cat_Lbackpaw01 0.997347 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.228602  Cat_Lbackpaw01 0.771398 
 | |
|      Cat_Lbackforepaw01 0.00396978  Cat_Lbackpaw01 0.99603 
 | |
|      Cat_Lbackforepaw01 0.231154  Cat_Lbackpaw01 0.768846 
 | |
|      Cat_Lbackforepaw01 0.00257931  Cat_Lbackpaw01 0.997421 
 | |
|      Cat_Lbackforepaw01 0.0192063  Cat_Lbackpaw01 0.980794 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.000930459  Cat_Lbackpaw01 0.99907 
 | |
|      Cat_Lbackforepaw01 0.0693288  Cat_Lbackpaw01 0.930671 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.170685  Cat_Lbackpaw01 0.829315 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.123126  Cat_Lbackpaw01 0.876874 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackforepaw01 0.0117747  Cat_Lbackpaw01 0.988225 
 | |
|      Cat_Lbackforepaw01 0.5  Cat_Lbackpaw01 0.5 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 1.0 
 | |
|      Cat_Lbackpaw01 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 0.994453  Cat_Lbackthigh01 0.00554688 
 | |
|      Cat_hips 0.987374  Cat_Lbackthigh01 0.0126257 
 | |
|      Cat_hips 0.987374  Cat_Lbackthigh01 0.0126257 
 | |
|      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 0.372054  Cat_hips 0.372054  Cat_Lbackthigh01 0.255892 
 | |
|      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 0.858196  Cat_neck 0.141804 
 | |
|      Cat_head 0.997027  Cat_neck 0.00297265 
 | |
|      Cat_head 0.999673  Cat_neck 0.000326801 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 0.777729  Cat_neck 0.222271 
 | |
|      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_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_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 0.561919  Cat_neck 0.438081 
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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 
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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 
 | |
|      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 0.998255  Cat_neck 0.0017451 
 | |
|      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 0.623176  Cat_neck 0.376824 
 | |
|      Cat_head 0.997027  Cat_neck 0.00297265 
 | |
|      Cat_head 0.999673  Cat_neck 0.000326801 
 | |
|      Cat_head 0.0383154  Cat_neck 0.961685 
 | |
|      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_thorax 1.0 
 | |
|      Cat_thorax 0.685478  Cat_Lfrontforepaw01 0.314522 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 1.0 
 | |
|      Cat_thorax 0.99956  Cat_hips 0.000439918 
 | |
|      Cat_hips 0.270321  Cat_Lbackthigh 0.189036  Cat_Lbackthigh01 0.270321  Cat_thorax 0.270321 
 | |
|      Cat_hips 0.333333  Cat_thorax 0.333333  Cat_Lbackthigh01 0.333333 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
|      Cat_head 1.0 
 | |
| endnode
 | |
| endmodelgeom c_Tigone
 | |
| donemodel c_Tigone
 |