<?xml version="1.0"?>
<OBJECT-3D>
	<surface name="Sphere.010" size="180" prim="Triangle" parent="NULL">
		<coordinate>
			-4.273453 -1.461974 4.909757
			-3.010137 -0.705089 5.304366
			-2.986314 -2.177595 5.304366
			-2.986314 -2.177595 5.304366
			-3.010137 -0.705089 5.304366
			-2.085325 -0.151012 6.382456
			-2.085325 -0.151012 6.382456
			-2.044063 -2.701467 6.382456
			-2.986314 -2.177595 5.304366
			-1.746821 0.051795 7.855154
			-1.699175 -2.893217 7.855154
			-2.044063 -2.701467 6.382456
			-2.044063 -2.701467 6.382456
			-2.085325 -0.151012 6.382456
			-1.746821 0.051795 7.855154
			-1.699175 -2.893217 7.855154
			-1.746821 0.051795 7.855154
			-2.085325 -0.151012 9.327853
			-2.085325 -0.151012 9.327853
			-2.044063 -2.701467 9.327853
			-1.699175 -2.893217 7.855154
			-2.044063 -2.701467 9.327853
			-2.085325 -0.151012 9.327853
			-3.010137 -0.705090 10.405943
			-3.010137 -0.705090 10.405943
			-2.986314 -2.177595 10.405943
			-2.044063 -2.701467 9.327853
			-2.986314 -2.177595 10.405943
			-3.010137 -0.705090 10.405943
			-4.273453 -1.461974 10.800552
			-3.010137 -0.705090 10.405943
			-4.297276 0.010532 10.405943
			-4.273453 -1.461974 10.800552
			-2.085325 -0.151012 9.327853
			-4.314715 1.088481 9.327853
			-4.297276 0.010532 10.405943
			-4.297276 0.010532 10.405943
			-3.010137 -0.705090 10.405943
			-2.085325 -0.151012 9.327853
			-1.746821 0.051795 7.855154
			-4.321099 1.483038 7.855154
			-4.314715 1.088481 9.327853
			-4.314715 1.088481 9.327853
			-2.085325 -0.151012 9.327853
			-1.746821 0.051795 7.855154
			-2.085325 -0.151012 6.382456
			-4.314715 1.088481 6.382456
			-4.321099 1.483038 7.855154
			-4.321099 1.483038 7.855154
			-1.746821 0.051795 7.855154
			-2.085325 -0.151012 6.382456
			-3.010137 -0.705089 5.304366
			-4.297276 0.010532 5.304366
			-4.314715 1.088481 6.382456
			-4.314715 1.088481 6.382456
			-2.085325 -0.151012 6.382456
			-3.010137 -0.705089 5.304366
			-4.273453 -1.461974 4.909757
			-4.297276 0.010532 5.304366
			-3.010137 -0.705089 5.304366
			-4.273453 -1.461974 4.909757
			-5.560592 -0.746352 5.304366
			-4.297276 0.010532 5.304366
			-4.297276 0.010532 5.304366
			-5.560592 -0.746352 5.304366
			-6.502843 -0.222481 6.382456
			-6.502843 -0.222481 6.382456
			-4.314715 1.088481 6.382456
			-4.297276 0.010532 5.304366
			-4.314715 1.088481 6.382456
			-6.502843 -0.222481 6.382456
			-6.847730 -0.030731 7.855154
			-6.847730 -0.030731 7.855154
			-4.321099 1.483038 7.855154
			-4.314715 1.088481 6.382456
			-4.321099 1.483038 7.855154
			-6.847730 -0.030731 7.855154
			-6.502843 -0.222481 9.327853
			-6.502843 -0.222481 9.327853
			-4.314715 1.088481 9.327853
			-4.321099 1.483038 7.855154
			-4.314715 1.088481 9.327853
			-6.502843 -0.222481 9.327853
			-5.560592 -0.746352 10.405943
			-5.560592 -0.746352 10.405943
			-4.297276 0.010532 10.405943
			-4.314715 1.088481 9.327853
			-4.297276 0.010532 10.405943
			-5.560592 -0.746352 10.405943
			-4.273453 -1.461974 10.800552
			-5.560592 -0.746352 10.405943
			-5.536769 -2.218858 10.405943
			-4.273453 -1.461974 10.800552
			-6.502843 -0.222481 9.327853
			-6.461580 -2.772935 9.327853
			-5.536769 -2.218858 10.405943
			-5.536769 -2.218858 10.405943
			-5.560592 -0.746352 10.405943
			-6.502843 -0.222481 9.327853
			-6.847730 -0.030731 7.855154
			-6.800084 -2.975742 7.855154
			-6.461580 -2.772935 9.327853
			-6.461580 -2.772935 9.327853
			-6.502843 -0.222481 9.327853
			-6.847730 -0.030731 7.855154
			-6.502843 -0.222481 6.382456
			-6.461580 -2.772935 6.382456
			-6.800084 -2.975742 7.855154
			-6.800084 -2.975742 7.855154
			-6.847730 -0.030731 7.855154
			-6.502843 -0.222481 6.382456
			-5.560592 -0.746352 5.304366
			-5.536769 -2.218858 5.304366
			-6.461580 -2.772935 6.382456
			-6.461580 -2.772935 6.382456
			-6.502843 -0.222481 6.382456
			-5.560592 -0.746352 5.304366
			-4.273453 -1.461974 4.909757
			-5.536769 -2.218858 5.304366
			-5.560592 -0.746352 5.304366
			-4.273453 -1.461974 4.909757
			-4.249630 -2.934479 5.304366
			-5.536769 -2.218858 5.304366
			-5.536769 -2.218858 5.304366
			-4.249630 -2.934479 5.304366
			-4.232191 -4.012428 6.382456
			-4.232191 -4.012428 6.382456
			-6.461580 -2.772935 6.382456
			-5.536769 -2.218858 5.304366
			-6.461580 -2.772935 6.382456
			-4.232191 -4.012428 6.382456
			-4.225807 -4.406985 7.855154
			-4.225807 -4.406985 7.855154
			-6.800084 -2.975742 7.855154
			-6.461580 -2.772935 6.382456
			-6.800084 -2.975742 7.855154
			-4.225807 -4.406985 7.855154
			-4.232191 -4.012428 9.327853
			-4.232191 -4.012428 9.327853
			-6.461580 -2.772935 9.327853
			-6.800084 -2.975742 7.855154
			-6.461580 -2.772935 9.327853
			-4.232191 -4.012428 9.327853
			-4.249630 -2.934479 10.405943
			-4.249630 -2.934479 10.405943
			-5.536769 -2.218858 10.405943
			-6.461580 -2.772935 9.327853
			-5.536769 -2.218858 10.405943
			-4.249630 -2.934479 10.405943
			-4.273453 -1.461974 10.800552
			-4.249630 -2.934479 10.405943
			-2.986314 -2.177595 10.405943
			-4.273453 -1.461974 10.800552
			-4.232191 -4.012428 9.327853
			-2.044063 -2.701467 9.327853
			-2.986314 -2.177595 10.405943
			-2.986314 -2.177595 10.405943
			-4.249630 -2.934479 10.405943
			-4.232191 -4.012428 9.327853
			-4.225807 -4.406985 7.855154
			-1.699175 -2.893217 7.855154
			-2.044063 -2.701467 9.327853
			-2.044063 -2.701467 9.327853
			-4.232191 -4.012428 9.327853
			-4.225807 -4.406985 7.855154
			-1.699175 -2.893217 7.855154
			-4.225807 -4.406985 7.855154
			-4.232191 -4.012428 6.382456
			-4.232191 -4.012428 6.382456
			-2.044063 -2.701467 6.382456
			-1.699175 -2.893217 7.855154
			-4.249630 -2.934479 5.304366
			-2.986314 -2.177595 5.304366
			-2.044063 -2.701467 6.382456
			-2.044063 -2.701467 6.382456
			-4.232191 -4.012428 6.382456
			-4.249630 -2.934479 5.304366
			-4.273453 -1.461974 4.909757
			-2.986314 -2.177595 5.304366
			-4.249630 -2.934479 5.304366
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			2.533891 1.517991 -5.222327
			2.581683 -1.435224 -5.222327
			2.581683 -1.435224 -5.222327
			2.533891 1.517991 -5.222327
			4.436964 2.658223 -3.040376
			4.436964 2.658223 -3.040376
			4.520646 -2.513382 -3.040376
			2.581683 -1.435224 -5.222327
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			4.436964 2.658223 -3.040376
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 3.040376
			4.436964 2.658223 3.040376
			4.520646 -2.513382 3.040376
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.436964 2.658223 3.040376
			2.533891 1.517991 5.222327
			2.533891 1.517991 5.222327
			2.581683 -1.435224 5.222327
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.533891 1.517991 5.222327
			0.000000 0.000000 6.000000
			2.533891 1.517991 5.222327
			-0.047609 2.953398 5.222327
			0.000000 0.000000 6.000000
			4.436964 2.658223 3.040376
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-0.047609 2.953398 5.222327
			2.533891 1.517991 5.222327
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-0.083499 5.171789 3.040376
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-0.097049 5.999084 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-0.083499 5.171789 -3.040376
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-0.047609 2.953398 -5.222327
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-2.581683 1.435224 -5.222327
			-0.047609 2.953398 -5.222327
			-0.047609 2.953398 -5.222327
			-2.581683 1.435224 -5.222327
			-4.520646 2.513382 -3.040376
			-4.520646 2.513382 -3.040376
			-0.083499 5.171789 -3.040376
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-4.520646 2.513382 -3.040376
			-5.243934 2.915494 0.000000
			-5.243934 2.915494 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 3.040376
			-4.520646 2.513382 3.040376
			-0.083499 5.171789 3.040376
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-4.520646 2.513382 3.040376
			-2.581683 1.435224 5.222327
			-2.581683 1.435224 5.222327
			-0.047609 2.953398 5.222327
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-2.581683 1.435224 5.222327
			0.000000 0.000000 6.000000
			-2.581683 1.435224 5.222327
			-2.533891 -1.517991 5.222327
			0.000000 0.000000 6.000000
			-4.520646 2.513382 3.040376
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			-2.533891 -1.517991 5.222327
			-2.581683 1.435224 5.222327
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			-4.436964 -2.658223 3.040376
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			-5.146886 -3.083590 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			-4.436964 -2.658223 -3.040376
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			-2.533891 -1.517991 -5.222327
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			0.047609 -2.953398 -5.222327
			-2.533891 -1.517991 -5.222327
			-2.533891 -1.517991 -5.222327
			0.047609 -2.953398 -5.222327
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			-4.436964 -2.658223 -3.040376
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			0.083499 -5.171789 -3.040376
			0.097049 -5.999084 0.000000
			0.097049 -5.999084 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 3.040376
			0.083499 -5.171789 3.040376
			-4.436964 -2.658223 3.040376
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			0.083499 -5.171789 3.040376
			0.047609 -2.953398 5.222327
			0.047609 -2.953398 5.222327
			-2.533891 -1.517991 5.222327
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			0.047609 -2.953398 5.222327
			0.000000 0.000000 6.000000
			0.047609 -2.953398 5.222327
			2.581683 -1.435224 5.222327
			0.000000 0.000000 6.000000
			0.083499 -5.171789 3.040376
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.581683 -1.435224 5.222327
			0.047609 -2.953398 5.222327
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.520646 -2.513382 3.040376
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			4.520646 -2.513382 -3.040376
			5.243934 -2.915494 0.000000
			0.047609 -2.953398 -5.222327
			2.581683 -1.435224 -5.222327
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			0.083499 -5.171789 -3.040376
			0.047609 -2.953398 -5.222327
			0.000000 0.000000 -6.000000
			2.581683 -1.435224 -5.222327
			0.047609 -2.953398 -5.222327
		</normal>
		<model>
			-0.712242 -0.243662 1.309192
		</model>
		<texture>
			0.055273 0.957453
			0.062012 0.956168
			0.060378 0.956651
			0.060378 0.956651
			0.062012 0.956168
			0.067209 0.951745
			0.067209 0.951745
			0.064472 0.952492
			0.060378 0.956651
			0.069534 0.945357
			0.066421 0.946067
			0.064472 0.952492
			0.064472 0.952492
			0.067209 0.951745
			0.069534 0.945357
			0.066421 0.946067
			0.069534 0.945357
			0.068388 0.938656
			0.068388 0.938656
			0.065666 0.939130
			0.066421 0.946067
			0.065666 0.939130
			0.068388 0.938656
			0.064036 0.933388
			0.064036 0.933388
			0.062416 0.933596
			0.065666 0.939130
			0.062416 0.933596
			0.064036 0.933388
			0.057580 0.930973
			0.064036 0.933388
			0.059095 0.932560
			0.057580 0.930973
			0.068388 0.938656
			0.059873 0.937188
			0.059095 0.932560
			0.059095 0.932560
			0.064036 0.933388
			0.068388 0.938656
			0.069534 0.945357
			0.059738 0.943598
			0.059873 0.937188
			0.059873 0.937188
			0.068388 0.938656
			0.069534 0.945357
			0.067209 0.951745
			0.058734 0.950160
			0.059738 0.943598
			0.059738 0.943598
			0.069534 0.945357
			0.067209 0.951745
			0.062012 0.956168
			0.057111 0.955222
			0.058734 0.950160
			0.058734 0.950160
			0.067209 0.951745
			0.062012 0.956168
			0.055273 0.957453
			0.057111 0.955222
			0.062012 0.956168
			0.055273 0.957453
			0.050529 0.954741
			0.057111 0.955222
			0.057111 0.955222
			0.050529 0.954741
			0.047384 0.949272
			0.047384 0.949272
			0.058734 0.950160
			0.057111 0.955222
			0.058734 0.950160
			0.047384 0.949272
			0.046642 0.942488
			0.046642 0.942488
			0.059738 0.943598
			0.058734 0.950160
			0.059738 0.943598
			0.046642 0.942488
			0.048498 0.936152
			0.048498 0.936152
			0.059873 0.937188
			0.059738 0.943598
			0.059873 0.937188
			0.048498 0.936152
			0.052487 0.931929
			0.052487 0.931929
			0.059095 0.932560
			0.059873 0.937188
			0.059095 0.932560
			0.052487 0.931929
			0.057580 0.930973
			0.052487 0.931929
			0.050726 0.932120
			0.057580 0.930973
			0.048498 0.936152
			0.045352 0.936574
			0.050726 0.932120
			0.050726 0.932120
			0.052487 0.931929
			0.048498 0.936152
			0.046642 0.942488
			0.042964 0.943130
			0.045352 0.936574
			0.045352 0.936574
			0.048498 0.936152
			0.046642 0.942488
			0.047384 0.949272
			0.044225 0.949968
			0.042964 0.943130
			0.042964 0.943130
			0.046642 0.942488
			0.047384 0.949272
			0.050529 0.954741
			0.048755 0.955207
			0.044225 0.949968
			0.044225 0.949968
			0.047384 0.949272
			0.050529 0.954741
			0.055273 0.957453
			0.048755 0.955207
			0.050529 0.954741
			0.055273 0.957453
			0.053702 0.956170
			0.048755 0.955207
			0.048755 0.955207
			0.053702 0.956170
			0.052837 0.951604
			0.052837 0.951604
			0.044225 0.949968
			0.048755 0.955207
			0.044225 0.949968
			0.052837 0.951604
			0.052944 0.944950
			0.052944 0.944950
			0.042964 0.943130
			0.044225 0.949968
			0.042964 0.943130
			0.052944 0.944950
			0.054005 0.938084
			0.054005 0.938084
			0.045352 0.936574
			0.042964 0.943130
			0.045352 0.936574
			0.054005 0.938084
			0.055713 0.932961
			0.055713 0.932961
			0.050726 0.932120
			0.045352 0.936574
			0.050726 0.932120
			0.055713 0.932961
			0.057580 0.930973
			0.055713 0.932961
			0.062416 0.933596
			0.057580 0.930973
			0.054005 0.938084
			0.065666 0.939130
			0.062416 0.933596
			0.062416 0.933596
			0.055713 0.932961
			0.054005 0.938084
			0.052944 0.944950
			0.066421 0.946067
			0.065666 0.939130
			0.065666 0.939130
			0.054005 0.938084
			0.052944 0.944950
			0.066421 0.946067
			0.052944 0.944950
			0.052837 0.951604
			0.052837 0.951604
			0.064472 0.952492
			0.066421 0.946067
			0.053702 0.956170
			0.060378 0.956651
			0.064472 0.952492
			0.064472 0.952492
			0.052837 0.951604
			0.053702 0.956170
			0.055273 0.957453
			0.060378 0.956651
			0.053702 0.956170
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="hand" size="36" prim="Triangle" parent="NULL">
		<coordinate>
			26.553329 -6.056794 -16.453699
			27.111138 -7.286345 -15.958449
			30.806259 -7.182052 -17.961431
			30.806259 -7.182052 -17.961431
			30.204800 -5.183640 -18.332791
			26.553329 -6.056794 -16.453699
			24.024607 -6.128557 -15.547619
			24.592395 -6.210957 -18.630986
			25.193853 -8.209368 -18.259626
			25.193853 -8.209368 -18.259626
			24.626065 -8.126969 -15.176260
			24.024607 -6.128557 -15.547619
			26.553329 -6.056794 -16.453699
			24.024607 -6.128557 -15.547619
			24.626065 -8.126969 -15.176260
			24.626065 -8.126969 -15.176260
			27.111138 -7.286345 -15.958449
			26.553329 -6.056794 -16.453699
			27.111138 -7.286345 -15.958449
			24.626065 -8.126969 -15.176260
			25.193853 -8.209368 -18.259626
			25.193853 -8.209368 -18.259626
			30.806259 -7.182052 -17.961431
			27.111138 -7.286345 -15.958449
			30.806259 -7.182052 -17.961431
			25.193853 -8.209368 -18.259626
			24.592395 -6.210957 -18.630986
			24.592395 -6.210957 -18.630986
			30.204800 -5.183640 -18.332791
			30.806259 -7.182052 -17.961431
			24.024607 -6.128557 -15.547619
			26.553329 -6.056794 -16.453699
			30.204800 -5.183640 -18.332791
			30.204800 -5.183640 -18.332791
			24.592395 -6.210957 -18.630986
			24.024607 -6.128557 -15.547619
		</coordinate>
		<normal>
			1.216956 4.024048 4.280587
			2.443251 -0.709006 5.433821
			4.131352 -4.342113 0.275765
			4.131352 -4.342113 0.275765
			1.660817 5.747307 -0.457045
			1.216956 4.024048 4.280587
			-3.227149 3.978820 3.122959
			-3.773186 1.991882 -4.218329
			-2.046632 -4.679952 -3.147496
			-2.046632 -4.679952 -3.147496
			-1.965148 -4.002625 4.014344
			-3.227149 3.978820 3.122959
			1.216956 4.024048 4.280587
			-3.227149 3.978820 3.122959
			-1.965148 -4.002625 4.014344
			-1.965148 -4.002625 4.014344
			2.443251 -0.709006 5.433821
			1.216956 4.024048 4.280587
			2.443251 -0.709006 5.433821
			-1.965148 -4.002625 4.014344
			-2.046632 -4.679952 -3.147496
			-2.046632 -4.679952 -3.147496
			4.131352 -4.342113 0.275765
			2.443251 -0.709006 5.433821
			4.131352 -4.342113 0.275765
			-2.046632 -4.679952 -3.147496
			-3.773186 1.991882 -4.218329
			-3.773186 1.991882 -4.218329
			1.660817 5.747307 -0.457045
			4.131352 -4.342113 0.275765
			-3.227149 3.978820 3.122959
			1.216956 4.024048 4.280587
			1.660817 5.747307 -0.457045
			1.660817 5.747307 -0.457045
			-3.773186 1.991882 -4.218329
			-3.227149 3.978820 3.122959
		</normal>
		<model>
			4.593040 -1.027802 -2.829921
		</model>
		<texture>
			0.090756 0.094428
			0.094579 0.094464
			0.116986 0.110766
			0.116986 0.110766
			0.112621 0.107958
			0.090756 0.094428
			0.075250 0.086333
			0.076174 0.106168
			0.079643 0.108945
			0.079643 0.108945
			0.078708 0.088618
			0.075250 0.086333
			0.090756 0.094428
			0.075250 0.086333
			0.078708 0.088618
			0.078708 0.088618
			0.094579 0.094464
			0.090756 0.094428
			0.094579 0.094464
			0.078708 0.088618
			0.079643 0.108945
			0.079643 0.108945
			0.116986 0.110766
			0.094579 0.094464
			0.116986 0.110766
			0.079643 0.108945
			0.076174 0.106168
			0.076174 0.106168
			0.112621 0.107958
			0.116986 0.110766
			0.075250 0.086333
			0.090756 0.094428
			0.112621 0.107958
			0.112621 0.107958
			0.076174 0.106168
			0.075250 0.086333
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="foot" size="36" prim="Triangle" parent="NULL">
		<coordinate>
			-5.812833 -5.604690 -16.150079
			-4.746450 -6.770833 -15.773000
			1.080869 -6.280250 -18.467409
			1.080869 -6.280250 -18.467409
			0.042011 -4.337866 -18.715624
			-5.812833 -5.604690 -16.150079
			-9.966573 -5.952630 -14.761648
			-10.069533 -6.047465 -17.896271
			-9.030676 -7.989848 -17.648056
			-9.030676 -7.989848 -17.648056
			-8.927715 -7.895014 -14.513434
			-9.966573 -5.952630 -14.761648
			-5.812833 -5.604690 -16.150079
			-9.966573 -5.952630 -14.761648
			-8.927715 -7.895014 -14.513434
			-8.927715 -7.895014 -14.513434
			-4.746450 -6.770833 -15.773000
			-5.812833 -5.604690 -16.150079
			-4.746450 -6.770833 -15.773000
			-8.927715 -7.895014 -14.513434
			-9.030676 -7.989848 -17.648056
			-9.030676 -7.989848 -17.648056
			1.080869 -6.280250 -18.467409
			-4.746450 -6.770833 -15.773000
			1.080869 -6.280250 -18.467409
			-9.030676 -7.989848 -17.648056
			-10.069533 -6.047465 -17.896271
			-10.069533 -6.047465 -17.896271
			0.042011 -4.337866 -18.715624
			1.080869 -6.280250 -18.467409
			-9.966573 -5.952630 -14.761648
			-5.812833 -5.604690 -16.150079
			0.042011 -4.337866 -18.715624
			0.042011 -4.337866 -18.715624
			-10.069533 -6.047465 -17.896271
			-9.966573 -5.952630 -14.761648
		</coordinate>
		<normal>
			0.998322 4.041627 4.320505
			2.224433 -0.673482 5.531419
			3.333720 -4.987396 0.104190
			3.333720 -4.987396 0.104190
			0.687216 5.953856 -0.278146
			0.998322 4.041627 4.320505
			-3.034333 3.328043 3.964354
			-4.490615 1.542344 -3.667898
			-2.263619 -4.962126 -2.500198
			-2.263619 -4.962126 -2.500198
			-1.641041 -4.073306 4.088138
			-3.034333 3.328043 3.964354
			0.998322 4.041627 4.320505
			-3.034333 3.328043 3.964354
			-1.641041 -4.073306 4.088138
			-1.641041 -4.073306 4.088138
			2.224433 -0.673482 5.531419
			0.998322 4.041627 4.320505
			2.224433 -0.673482 5.531419
			-1.641041 -4.073306 4.088138
			-2.263619 -4.962126 -2.500198
			-2.263619 -4.962126 -2.500198
			3.333720 -4.987396 0.104190
			2.224433 -0.673482 5.531419
			3.333720 -4.987396 0.104190
			-2.263619 -4.962126 -2.500198
			-4.490615 1.542344 -3.667898
			-4.490615 1.542344 -3.667898
			0.687216 5.953856 -0.278146
			3.333720 -4.987396 0.104190
			-3.034333 3.328043 3.964354
			0.998322 4.041627 4.320505
			0.687216 5.953856 -0.278146
			0.687216 5.953856 -0.278146
			-4.490615 1.542344 -3.667898
			-3.034333 3.328043 3.964354
		</normal>
		<model>
			-0.834946 -0.954759 -2.780018
		</model>
		<texture>
			0.082262 0.098728
			0.086024 0.099929
			0.122784 0.122129
			0.122784 0.122129
			0.120477 0.118034
			0.082262 0.098728
			0.056034 0.086396
			0.053517 0.106091
			0.054167 0.109927
			0.054167 0.109927
			0.056750 0.089753
			0.056034 0.086396
			0.082262 0.098728
			0.056034 0.086396
			0.056750 0.089753
			0.056750 0.089753
			0.086024 0.099929
			0.082262 0.098728
			0.086024 0.099929
			0.056750 0.089753
			0.054167 0.109927
			0.054167 0.109927
			0.122784 0.122129
			0.086024 0.099929
			0.122784 0.122129
			0.054167 0.109927
			0.053517 0.106091
			0.053517 0.106091
			0.120477 0.118034
			0.122784 0.122129
			0.056034 0.086396
			0.082262 0.098728
			0.120477 0.118034
			0.120477 0.118034
			0.053517 0.106091
			0.056034 0.086396
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="foot2" size="36" prim="Triangle" parent="NULL">
		<coordinate>
			-6.358033 -5.112644 -14.662418
			-6.610385 -7.991508 -14.351167
			-8.104684 -7.723949 -13.087948
			-8.104684 -7.723949 -13.087948
			-7.852333 -4.845085 -13.399199
			-6.358033 -5.112644 -14.662418
			-0.815790 -4.894635 -8.152510
			-2.310090 -4.627075 -6.889290
			-2.562441 -7.505939 -6.578040
			-2.562441 -7.505939 -6.578040
			-1.068142 -7.773499 -7.841259
			-0.815790 -4.894635 -8.152510
			-6.358033 -5.112644 -14.662418
			-0.815790 -4.894635 -8.152510
			-1.068142 -7.773499 -7.841259
			-1.068142 -7.773499 -7.841259
			-6.610385 -7.991508 -14.351167
			-6.358033 -5.112644 -14.662418
			-6.610385 -7.991508 -14.351167
			-1.068142 -7.773499 -7.841259
			-2.562441 -7.505939 -6.578040
			-2.562441 -7.505939 -6.578040
			-8.104684 -7.723949 -13.087948
			-6.610385 -7.991508 -14.351167
			-8.104684 -7.723949 -13.087948
			-2.562441 -7.505939 -6.578040
			-2.310090 -4.627075 -6.889290
			-2.310090 -4.627075 -6.889290
			-7.852333 -4.845085 -13.399199
			-8.104684 -7.723949 -13.087948
			-0.815790 -4.894635 -8.152510
			-6.358033 -5.112644 -14.662418
			-7.852333 -4.845085 -13.399199
			-7.852333 -4.845085 -13.399199
			-2.310090 -4.627075 -6.889290
			-0.815790 -4.894635 -8.152510
		</coordinate>
		<normal>
			0.676962 2.873379 -5.223426
			0.075442 -3.988525 -4.481460
			-5.166662 -3.049898 -0.049989
			-5.166662 -3.049898 -0.049989
			-4.565142 3.812006 -0.791955
			0.676962 2.873379 -5.223426
			5.166662 3.049898 0.049989
			-0.075442 3.988525 4.481460
			-0.676962 -2.873379 5.223426
			-0.676962 -2.873379 5.223426
			4.565142 -3.812006 0.791955
			5.166662 3.049898 0.049989
			0.676962 2.873379 -5.223426
			5.166662 3.049898 0.049989
			4.565142 -3.812006 0.791955
			4.565142 -3.812006 0.791955
			0.075442 -3.988525 -4.481460
			0.676962 2.873379 -5.223426
			0.075442 -3.988525 -4.481460
			4.565142 -3.812006 0.791955
			-0.676962 -2.873379 5.223426
			-0.676962 -2.873379 5.223426
			-5.166662 -3.049898 -0.049989
			0.075442 -3.988525 -4.481460
			-5.166662 -3.049898 -0.049989
			-0.676962 -2.873379 5.223426
			-0.075442 3.988525 4.481460
			-0.075442 3.988525 4.481460
			-4.565142 3.812006 -0.791955
			-5.166662 -3.049898 -0.049989
			5.166662 3.049898 0.049989
			0.676962 2.873379 -5.223426
			-4.565142 3.812006 -0.791955
			-4.565142 3.812006 -0.791955
			-0.075442 3.988525 4.481460
			5.166662 3.049898 0.049989
		</normal>
		<model>
			-0.743373 -1.051549 -1.770038
		</model>
		<texture>
			0.078931 0.118595
			0.071515 0.122512
			0.062631 0.112557
			0.062631 0.112557
			0.070351 0.108988
			0.078931 0.118595
			0.119435 0.081431
			0.110783 0.071782
			0.104476 0.074030
			0.104476 0.074030
			0.113437 0.084029
			0.119435 0.081431
			0.078931 0.118595
			0.119435 0.081431
			0.113437 0.084029
			0.113437 0.084029
			0.071515 0.122512
			0.078931 0.118595
			0.071515 0.122512
			0.113437 0.084029
			0.104476 0.074030
			0.104476 0.074030
			0.062631 0.112557
			0.071515 0.122512
			0.062631 0.112557
			0.104476 0.074030
			0.110783 0.071782
			0.110783 0.071782
			0.070351 0.108988
			0.062631 0.112557
			0.119435 0.081431
			0.078931 0.118595
			0.070351 0.108988
			0.070351 0.108988
			0.110783 0.071782
			0.119435 0.081431
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="Cube.003" size="36" prim="Triangle" parent="NULL">
		<coordinate>
			-5.328867 0.374131 8.613620
			-5.006724 -3.098273 9.367654
			-4.277258 -3.524034 7.095336
			-4.277258 -3.524034 7.095336
			-4.599401 -0.051629 6.341303
			-5.328867 0.374131 8.613620
			-31.237242 -3.670947 1.054345
			-30.507774 -4.096707 -1.217973
			-30.185630 -7.569110 -0.463940
			-30.185630 -7.569110 -0.463940
			-30.915098 -7.143351 1.808379
			-31.237242 -3.670947 1.054345
			-5.328867 0.374131 8.613620
			-31.237242 -3.670947 1.054345
			-30.915098 -7.143351 1.808379
			-30.915098 -7.143351 1.808379
			-5.006724 -3.098273 9.367654
			-5.328867 0.374131 8.613620
			-5.006724 -3.098273 9.367654
			-30.915098 -7.143351 1.808379
			-30.185630 -7.569110 -0.463940
			-30.185630 -7.569110 -0.463940
			-4.277258 -3.524034 7.095336
			-5.006724 -3.098273 9.367654
			-4.277258 -3.524034 7.095336
			-30.185630 -7.569110 -0.463940
			-30.507774 -4.096707 -1.217973
			-30.507774 -4.096707 -1.217973
			-4.599401 -0.051629 6.341303
			-4.277258 -3.524034 7.095336
			-31.237242 -3.670947 1.054345
			-5.328867 0.374131 8.613620
			-4.599401 -0.051629 6.341303
			-4.599401 -0.051629 6.341303
			-30.507774 -4.096707 -1.217973
			-31.237242 -3.670947 1.054345
		</coordinate>
		<normal>
			1.933470 4.493179 3.474349
			2.558977 -2.249519 4.938505
			4.643696 -3.466292 -1.555345
			4.643696 -3.466292 -1.555345
			4.018189 3.276406 -3.019501
			1.933470 4.493179 3.474349
			-4.643696 3.466292 1.555345
			-2.558977 2.249519 -4.938688
			-1.933470 -4.493179 -3.474349
			-1.933470 -4.493179 -3.474349
			-4.018189 -3.276406 3.019501
			-4.643696 3.466292 1.555345
			1.933470 4.493179 3.474349
			-4.643696 3.466292 1.555345
			-4.018189 -3.276406 3.019501
			-4.018189 -3.276406 3.019501
			2.558977 -2.249519 4.938505
			1.933470 4.493179 3.474349
			2.558977 -2.249519 4.938505
			-4.018189 -3.276406 3.019501
			-1.933470 -4.493179 -3.474349
			-1.933470 -4.493179 -3.474349
			4.643696 -3.466292 -1.555345
			2.558977 -2.249519 4.938505
			4.643696 -3.466292 -1.555345
			-1.933470 -4.493179 -3.474349
			-2.558977 2.249519 -4.938688
			-2.558977 2.249519 -4.938688
			4.018189 3.276406 -3.019501
			4.643696 -3.466292 -1.555345
			-4.643696 3.466292 1.555345
			1.933470 4.493179 3.474349
			4.018189 3.276406 -3.019501
			4.018189 3.276406 -3.019501
			-2.558977 2.249519 -4.938688
			-4.643696 3.466292 1.555345
		</normal>
		<model>
			-2.959542 -0.599582 0.679140
		</model>
		<texture>
			0.210380 0.032564
			0.208266 0.055520
			0.212490 0.059171
			0.212490 0.059171
			0.214605 0.036214
			0.210380 0.032564
			0.037104 0.027456
			0.041329 0.031107
			0.039215 0.054064
			0.039215 0.054064
			0.034990 0.050413
			0.037104 0.027456
			0.210380 0.032564
			0.037104 0.027456
			0.034990 0.050413
			0.034990 0.050413
			0.208266 0.055520
			0.210380 0.032564
			0.208266 0.055520
			0.034990 0.050413
			0.039215 0.054064
			0.039215 0.054064
			0.212490 0.059171
			0.208266 0.055520
			0.212490 0.059171
			0.039215 0.054064
			0.041329 0.031107
			0.041329 0.031107
			0.214605 0.036214
			0.212490 0.059171
			0.037104 0.027456
			0.210380 0.032564
			0.214605 0.036214
			0.214605 0.036214
			0.041329 0.031107
			0.037104 0.027456
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="hand_joint3" size="180" prim="Triangle" parent="NULL">
		<coordinate>
			25.254661 -6.573621 -15.994576
			25.942131 -6.161741 -15.779838
			25.955095 -6.963047 -15.779838
			25.955095 -6.963047 -15.779838
			25.942131 -6.161741 -15.779838
			26.445394 -5.860223 -15.193165
			26.445394 -5.860223 -15.193165
			26.467848 -7.248127 -15.193165
			25.955095 -6.963047 -15.779838
			26.629601 -5.749861 -14.391754
			26.655528 -7.352473 -14.391754
			26.467848 -7.248127 -15.193165
			26.467848 -7.248127 -15.193165
			26.445394 -5.860223 -15.193165
			26.629601 -5.749861 -14.391754
			26.655528 -7.352473 -14.391754
			26.629601 -5.749861 -14.391754
			26.445394 -5.860223 -13.590343
			26.445394 -5.860223 -13.590343
			26.467848 -7.248127 -13.590343
			26.655528 -7.352473 -14.391754
			26.467848 -7.248127 -13.590343
			26.445394 -5.860223 -13.590343
			25.942131 -6.161741 -13.003669
			25.942131 -6.161741 -13.003669
			25.955095 -6.963047 -13.003669
			26.467848 -7.248127 -13.590343
			25.955095 -6.963047 -13.003669
			25.942131 -6.161741 -13.003669
			25.254661 -6.573621 -12.788932
			25.942131 -6.161741 -13.003669
			25.241697 -5.772315 -13.003669
			25.254661 -6.573621 -12.788932
			26.445394 -5.860223 -13.590343
			25.232207 -5.185718 -13.590343
			25.241697 -5.772315 -13.003669
			25.241697 -5.772315 -13.003669
			25.942131 -6.161741 -13.003669
			26.445394 -5.860223 -13.590343
			26.629601 -5.749861 -14.391754
			25.228734 -4.971009 -14.391754
			25.232207 -5.185718 -13.590343
			25.232207 -5.185718 -13.590343
			26.445394 -5.860223 -13.590343
			26.629601 -5.749861 -14.391754
			26.445394 -5.860223 -15.193165
			25.232207 -5.185718 -15.193165
			25.228734 -4.971009 -14.391754
			25.228734 -4.971009 -14.391754
			26.629601 -5.749861 -14.391754
			26.445394 -5.860223 -15.193165
			25.942131 -6.161741 -15.779838
			25.241698 -5.772315 -15.779838
			25.232207 -5.185718 -15.193165
			25.232207 -5.185718 -15.193165
			26.445394 -5.860223 -15.193165
			25.942131 -6.161741 -15.779838
			25.254661 -6.573621 -15.994576
			25.241698 -5.772315 -15.779838
			25.942131 -6.161741 -15.779838
			25.254661 -6.573621 -15.994576
			24.554228 -6.184195 -15.779838
			25.241698 -5.772315 -15.779838
			25.241698 -5.772315 -15.779838
			24.554228 -6.184195 -15.779838
			24.041475 -5.899115 -15.193165
			24.041475 -5.899115 -15.193165
			25.232207 -5.185718 -15.193165
			25.241698 -5.772315 -15.779838
			25.232207 -5.185718 -15.193165
			24.041475 -5.899115 -15.193165
			23.853795 -5.794769 -14.391754
			23.853795 -5.794769 -14.391754
			25.228734 -4.971009 -14.391754
			25.232207 -5.185718 -15.193165
			25.228734 -4.971009 -14.391754
			23.853795 -5.794769 -14.391754
			24.041475 -5.899115 -13.590343
			24.041475 -5.899115 -13.590343
			25.232207 -5.185718 -13.590343
			25.228734 -4.971009 -14.391754
			25.232207 -5.185718 -13.590343
			24.041475 -5.899115 -13.590343
			24.554228 -6.184195 -13.003669
			24.554228 -6.184195 -13.003669
			25.241697 -5.772315 -13.003669
			25.232207 -5.185718 -13.590343
			25.241697 -5.772315 -13.003669
			24.554228 -6.184195 -13.003669
			25.254661 -6.573621 -12.788932
			24.554228 -6.184195 -13.003669
			24.567192 -6.985501 -13.003669
			25.254661 -6.573621 -12.788932
			24.041475 -5.899115 -13.590343
			24.063929 -7.287018 -13.590343
			24.567192 -6.985501 -13.003669
			24.567192 -6.985501 -13.003669
			24.554228 -6.184195 -13.003669
			24.041475 -5.899115 -13.590343
			23.853795 -5.794769 -14.391754
			23.879723 -7.397381 -14.391754
			24.063929 -7.287018 -13.590343
			24.063929 -7.287018 -13.590343
			24.041475 -5.899115 -13.590343
			23.853795 -5.794769 -14.391754
			24.041475 -5.899115 -15.193165
			24.063929 -7.287018 -15.193165
			23.879723 -7.397381 -14.391754
			23.879723 -7.397381 -14.391754
			23.853795 -5.794769 -14.391754
			24.041475 -5.899115 -15.193165
			24.554228 -6.184195 -15.779838
			24.567192 -6.985501 -15.779838
			24.063929 -7.287018 -15.193165
			24.063929 -7.287018 -15.193165
			24.041475 -5.899115 -15.193165
			24.554228 -6.184195 -15.779838
			25.254661 -6.573621 -15.994576
			24.567192 -6.985501 -15.779838
			24.554228 -6.184195 -15.779838
			25.254661 -6.573621 -15.994576
			25.267625 -7.374927 -15.779838
			24.567192 -6.985501 -15.779838
			24.567192 -6.985501 -15.779838
			25.267625 -7.374927 -15.779838
			25.277115 -7.961524 -15.193165
			25.277115 -7.961524 -15.193165
			24.063929 -7.287018 -15.193165
			24.567192 -6.985501 -15.779838
			24.063929 -7.287018 -15.193165
			25.277115 -7.961524 -15.193165
			25.280589 -8.176233 -14.391754
			25.280589 -8.176233 -14.391754
			23.879723 -7.397381 -14.391754
			24.063929 -7.287018 -15.193165
			23.879723 -7.397381 -14.391754
			25.280589 -8.176233 -14.391754
			25.277115 -7.961524 -13.590343
			25.277115 -7.961524 -13.590343
			24.063929 -7.287018 -13.590343
			23.879723 -7.397381 -14.391754
			24.063929 -7.287018 -13.590343
			25.277115 -7.961524 -13.590343
			25.267625 -7.374927 -13.003669
			25.267625 -7.374927 -13.003669
			24.567192 -6.985501 -13.003669
			24.063929 -7.287018 -13.590343
			24.567192 -6.985501 -13.003669
			25.267625 -7.374927 -13.003669
			25.254661 -6.573621 -12.788932
			25.267625 -7.374927 -13.003669
			25.955095 -6.963047 -13.003669
			25.254661 -6.573621 -12.788932
			25.277115 -7.961524 -13.590343
			26.467848 -7.248127 -13.590343
			25.955095 -6.963047 -13.003669
			25.955095 -6.963047 -13.003669
			25.267625 -7.374927 -13.003669
			25.277115 -7.961524 -13.590343
			25.280589 -8.176233 -14.391754
			26.655528 -7.352473 -14.391754
			26.467848 -7.248127 -13.590343
			26.467848 -7.248127 -13.590343
			25.277115 -7.961524 -13.590343
			25.280589 -8.176233 -14.391754
			26.655528 -7.352473 -14.391754
			25.280589 -8.176233 -14.391754
			25.277115 -7.961524 -15.193165
			25.277115 -7.961524 -15.193165
			26.467848 -7.248127 -15.193165
			26.655528 -7.352473 -14.391754
			25.267625 -7.374927 -15.779838
			25.955095 -6.963047 -15.779838
			26.467848 -7.248127 -15.193165
			26.467848 -7.248127 -15.193165
			25.277115 -7.961524 -15.193165
			25.267625 -7.374927 -15.779838
			25.254661 -6.573621 -15.994576
			25.955095 -6.963047 -15.779838
			25.267625 -7.374927 -15.779838
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			2.533891 1.517991 -5.222327
			2.581683 -1.435224 -5.222327
			2.581683 -1.435224 -5.222327
			2.533891 1.517991 -5.222327
			4.436964 2.658223 -3.040376
			4.436964 2.658223 -3.040376
			4.520646 -2.513382 -3.040376
			2.581683 -1.435224 -5.222327
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			4.436964 2.658223 -3.040376
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 3.040376
			4.436964 2.658223 3.040376
			4.520646 -2.513382 3.040376
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.436964 2.658223 3.040376
			2.533891 1.517991 5.222327
			2.533891 1.517991 5.222327
			2.581683 -1.435224 5.222327
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.533891 1.517991 5.222327
			0.000000 0.000000 6.000000
			2.533891 1.517991 5.222327
			-0.047609 2.953398 5.222327
			0.000000 0.000000 6.000000
			4.436964 2.658223 3.040376
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-0.047609 2.953398 5.222327
			2.533891 1.517991 5.222327
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-0.083499 5.171789 3.040376
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-0.097049 5.999084 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-0.083499 5.171789 -3.040376
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-0.047609 2.953398 -5.222327
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-2.581683 1.435224 -5.222327
			-0.047609 2.953398 -5.222327
			-0.047609 2.953398 -5.222327
			-2.581683 1.435224 -5.222327
			-4.520646 2.513382 -3.040376
			-4.520646 2.513382 -3.040376
			-0.083499 5.171789 -3.040376
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-4.520646 2.513382 -3.040376
			-5.243934 2.915494 0.000000
			-5.243934 2.915494 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 3.040376
			-4.520646 2.513382 3.040376
			-0.083499 5.171789 3.040376
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-4.520646 2.513382 3.040376
			-2.581683 1.435224 5.222327
			-2.581683 1.435224 5.222327
			-0.047609 2.953398 5.222327
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-2.581683 1.435224 5.222327
			0.000000 0.000000 6.000000
			-2.581683 1.435224 5.222327
			-2.533891 -1.517991 5.222327
			0.000000 0.000000 6.000000
			-4.520646 2.513382 3.040376
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			-2.533891 -1.517991 5.222327
			-2.581683 1.435224 5.222327
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			-4.436964 -2.658223 3.040376
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			-5.146886 -3.083590 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			-4.436964 -2.658223 -3.040376
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			-2.533891 -1.517991 -5.222327
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			0.047609 -2.953398 -5.222327
			-2.533891 -1.517991 -5.222327
			-2.533891 -1.517991 -5.222327
			0.047609 -2.953398 -5.222327
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			-4.436964 -2.658223 -3.040376
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			0.083499 -5.171789 -3.040376
			0.097049 -5.999084 0.000000
			0.097049 -5.999084 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 3.040376
			0.083499 -5.171789 3.040376
			-4.436964 -2.658223 3.040376
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			0.083499 -5.171789 3.040376
			0.047609 -2.953398 5.222327
			0.047609 -2.953398 5.222327
			-2.533891 -1.517991 5.222327
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			0.047609 -2.953398 5.222327
			0.000000 0.000000 6.000000
			0.047609 -2.953398 5.222327
			2.581683 -1.435224 5.222327
			0.000000 0.000000 6.000000
			0.083499 -5.171789 3.040376
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.581683 -1.435224 5.222327
			0.047609 -2.953398 5.222327
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.520646 -2.513382 3.040376
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			4.520646 -2.513382 -3.040376
			5.243934 -2.915494 0.000000
			0.047609 -2.953398 -5.222327
			2.581683 -1.435224 -5.222327
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			0.083499 -5.171789 -3.040376
			0.047609 -2.953398 -5.222327
			0.000000 0.000000 -6.000000
			2.581683 -1.435224 -5.222327
			0.047609 -2.953398 -5.222327
		</normal>
		<model>
			4.209110 -1.095603 -2.398626
		</model>
		<texture>
			0.076822 0.941455
			0.081244 0.939747
			0.081775 0.941500
			0.081775 0.941500
			0.081244 0.939747
			0.084840 0.935836
			0.084840 0.935836
			0.085823 0.938821
			0.081775 0.941500
			0.086678 0.930759
			0.087851 0.934117
			0.085823 0.938821
			0.085823 0.938821
			0.084840 0.935836
			0.086678 0.930759
			0.087851 0.934117
			0.086678 0.930759
			0.086281 0.925837
			0.086281 0.925837
			0.087290 0.928663
			0.087851 0.934117
			0.087290 0.928663
			0.086281 0.925837
			0.083734 0.922362
			0.083734 0.922362
			0.084291 0.923957
			0.087290 0.928663
			0.084291 0.923957
			0.083734 0.922362
			0.079689 0.921279
			0.083734 0.922362
			0.078987 0.921061
			0.079689 0.921279
			0.086281 0.925837
			0.078103 0.923575
			0.078987 0.921061
			0.078987 0.921061
			0.083734 0.922362
			0.086281 0.925837
			0.086678 0.930759
			0.077268 0.928116
			0.078103 0.923575
			0.078103 0.923575
			0.086281 0.925837
			0.086678 0.930759
			0.084840 0.935836
			0.076695 0.933507
			0.077268 0.928116
			0.077268 0.928116
			0.086678 0.930759
			0.084840 0.935836
			0.081244 0.939747
			0.076529 0.938377
			0.076695 0.933507
			0.076695 0.933507
			0.084840 0.935836
			0.081244 0.939747
			0.076822 0.941455
			0.076529 0.938377
			0.081244 0.939747
			0.076822 0.941455
			0.072292 0.938732
			0.076529 0.938377
			0.076529 0.938377
			0.072292 0.938732
			0.069372 0.934077
			0.069372 0.934077
			0.076695 0.933507
			0.076529 0.938377
			0.076695 0.933507
			0.069372 0.934077
			0.068818 0.928718
			0.068818 0.928718
			0.077268 0.928116
			0.076695 0.933507
			0.077268 0.928116
			0.068818 0.928718
			0.070774 0.924058
			0.070774 0.924058
			0.078103 0.923575
			0.077268 0.928116
			0.078103 0.923575
			0.070774 0.924058
			0.074742 0.921328
			0.074742 0.921328
			0.078987 0.921061
			0.078103 0.923575
			0.078987 0.921061
			0.074742 0.921328
			0.079689 0.921279
			0.074742 0.921328
			0.075213 0.922915
			0.079689 0.921279
			0.070774 0.924058
			0.071526 0.926859
			0.075213 0.922915
			0.075213 0.922915
			0.074742 0.921328
			0.070774 0.924058
			0.068818 0.928718
			0.069648 0.932042
			0.071526 0.926859
			0.071526 0.926859
			0.070774 0.924058
			0.068818 0.928718
			0.069372 0.934077
			0.070099 0.937037
			0.069648 0.932042
			0.069648 0.932042
			0.068818 0.928718
			0.069372 0.934077
			0.072292 0.938732
			0.072737 0.940477
			0.070099 0.937037
			0.070099 0.937037
			0.069372 0.934077
			0.072292 0.938732
			0.076822 0.941455
			0.072737 0.940477
			0.072292 0.938732
			0.076822 0.941455
			0.077505 0.941876
			0.072737 0.940477
			0.072737 0.940477
			0.077505 0.941876
			0.078405 0.939453
			0.078405 0.939453
			0.070099 0.937037
			0.072737 0.940477
			0.070099 0.937037
			0.078405 0.939453
			0.079273 0.934800
			0.079273 0.934800
			0.069648 0.932042
			0.070099 0.937037
			0.069648 0.932042
			0.079273 0.934800
			0.079865 0.929204
			0.079865 0.929204
			0.071526 0.926859
			0.069648 0.932042
			0.071526 0.926859
			0.079865 0.929204
			0.080015 0.924243
			0.080015 0.924243
			0.075213 0.922915
			0.071526 0.926859
			0.075213 0.922915
			0.080015 0.924243
			0.079689 0.921279
			0.080015 0.924243
			0.084291 0.923957
			0.079689 0.921279
			0.079865 0.929204
			0.087290 0.928663
			0.084291 0.923957
			0.084291 0.923957
			0.080015 0.924243
			0.079865 0.929204
			0.079273 0.934800
			0.087851 0.934117
			0.087290 0.928663
			0.087290 0.928663
			0.079865 0.929204
			0.079273 0.934800
			0.087851 0.934117
			0.079273 0.934800
			0.078405 0.939453
			0.078405 0.939453
			0.085823 0.938821
			0.087851 0.934117
			0.077505 0.941876
			0.081775 0.941500
			0.085823 0.938821
			0.085823 0.938821
			0.078405 0.939453
			0.077505 0.941876
			0.076822 0.941455
			0.081775 0.941500
			0.077505 0.941876
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="hand2" size="36" prim="Triangle" parent="NULL">
		<coordinate>
			25.882185 -5.376053 -13.515817
			26.157120 -7.774593 -13.600586
			24.812643 -7.905093 -14.484693
			24.812643 -7.905093 -14.484693
			24.537708 -5.506552 -14.399923
			25.882185 -5.376053 -13.515817
			22.192127 -6.031549 -7.529548
			20.847650 -6.162048 -8.413655
			21.122584 -8.560588 -8.498424
			21.122584 -8.560588 -8.498424
			22.467061 -8.430090 -7.614318
			22.192127 -6.031549 -7.529548
			25.882185 -5.376053 -13.515817
			22.192127 -6.031549 -7.529548
			22.467061 -8.430090 -7.614318
			22.467061 -8.430090 -7.614318
			26.157120 -7.774593 -13.600586
			25.882185 -5.376053 -13.515817
			26.157120 -7.774593 -13.600586
			22.467061 -8.430090 -7.614318
			21.122584 -8.560588 -8.498424
			21.122584 -8.560588 -8.498424
			24.812643 -7.905093 -14.484693
			26.157120 -7.774593 -13.600586
			24.812643 -7.905093 -14.484693
			21.122584 -8.560588 -8.498424
			20.847650 -6.162048 -8.413655
			20.847650 -6.162048 -8.413655
			24.537708 -5.506552 -14.399923
			24.812643 -7.905093 -14.484693
			22.192127 -6.031549 -7.529548
			25.882185 -5.376053 -13.515817
			24.537708 -5.506552 -14.399923
			24.537708 -5.506552 -14.399923
			20.847650 -6.162048 -8.413655
			22.192127 -6.031549 -7.529548
		</coordinate>
		<normal>
			4.366650 4.006470 -0.936796
			5.163366 -2.821741 -1.172643
			-0.644185 -3.417219 -4.889431
			-0.644185 -3.417219 -4.889431
			-1.476058 3.506943 -4.639119
			4.366650 4.006470 -0.936796
			0.644185 3.417219 4.889431
			-5.163366 2.821741 1.172643
			-4.366650 -4.006470 0.936796
			-4.366650 -4.006470 0.936796
			1.476058 -3.506943 4.639119
			0.644185 3.417219 4.889431
			4.366650 4.006470 -0.936796
			0.644185 3.417219 4.889431
			1.476058 -3.506943 4.639119
			1.476058 -3.506943 4.639119
			5.163366 -2.821741 -1.172643
			4.366650 4.006470 -0.936796
			5.163366 -2.821741 -1.172643
			1.476058 -3.506943 4.639119
			-4.366650 -4.006470 0.936796
			-4.366650 -4.006470 0.936796
			-0.644185 -3.417219 -4.889431
			5.163366 -2.821741 -1.172643
			-0.644185 -3.417219 -4.889431
			-4.366650 -4.006470 0.936796
			-5.163366 2.821741 1.172643
			-5.163366 2.821741 1.172643
			-1.476058 3.506943 -4.639119
			-0.644185 -3.417219 -4.889431
			0.644185 3.417219 4.889431
			4.366650 4.006470 -0.936796
			-1.476058 3.506943 -4.639119
			-1.476058 3.506943 -4.639119
			-5.163366 2.821741 1.172643
			0.644185 3.417219 4.889431
		</normal>
		<model>
			3.917064 -1.161387 -1.834520
		</model>
		<texture>
			0.099068 0.108885
			0.102110 0.114514
			0.092493 0.119384
			0.092493 0.119384
			0.089717 0.113615
			0.099068 0.108885
			0.080673 0.069342
			0.071130 0.074140
			0.073416 0.078868
			0.073416 0.078868
			0.083237 0.073926
			0.080673 0.069342
			0.099068 0.108885
			0.080673 0.069342
			0.083237 0.073926
			0.083237 0.073926
			0.102110 0.114514
			0.099068 0.108885
			0.102110 0.114514
			0.083237 0.073926
			0.073416 0.078868
			0.073416 0.078868
			0.092493 0.119384
			0.102110 0.114514
			0.092493 0.119384
			0.073416 0.078868
			0.071130 0.074140
			0.071130 0.074140
			0.089717 0.113615
			0.092493 0.119384
			0.080673 0.069342
			0.099068 0.108885
			0.089717 0.113615
			0.089717 0.113615
			0.071130 0.074140
			0.080673 0.069342
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="hand3" size="36" prim="Triangle" parent="NULL">
		<coordinate>
			21.695988 -5.903465 -5.993807
			21.695988 -8.353632 -5.993807
			20.031219 -8.353632 -5.993807
			20.031219 -8.353632 -5.993807
			20.031219 -5.903464 -5.993807
			21.695988 -5.903465 -5.993807
			21.695988 -5.903465 1.215511
			20.031219 -5.903465 1.215511
			20.031219 -8.353632 1.215511
			20.031219 -8.353632 1.215511
			21.695987 -8.353633 1.215511
			21.695988 -5.903465 1.215511
			21.695988 -5.903465 -5.993807
			21.695988 -5.903465 1.215511
			21.695987 -8.353633 1.215511
			21.695987 -8.353633 1.215511
			21.695988 -8.353632 -5.993807
			21.695988 -5.903465 -5.993807
			21.695988 -8.353632 -5.993807
			21.695987 -8.353633 1.215511
			20.031219 -8.353632 1.215511
			20.031219 -8.353632 1.215511
			20.031219 -8.353632 -5.993807
			21.695988 -8.353632 -5.993807
			20.031219 -8.353632 -5.993807
			20.031219 -8.353632 1.215511
			20.031219 -5.903465 1.215511
			20.031219 -5.903465 1.215511
			20.031219 -5.903464 -5.993807
			20.031219 -8.353632 -5.993807
			21.695988 -5.903465 1.215511
			21.695988 -5.903465 -5.993807
			20.031219 -5.903464 -5.993807
			20.031219 -5.903464 -5.993807
			20.031219 -5.903465 1.215511
			21.695988 -5.903465 1.215511
		</coordinate>
		<normal>
			3.464095 3.464095 -3.464095
			3.464095 -3.464095 -3.464095
			-3.464095 -3.464095 -3.464095
			-3.464095 -3.464095 -3.464095
			-3.464095 3.464095 -3.464095
			3.464095 3.464095 -3.464095
			3.464095 3.464095 3.464095
			-3.464095 3.464095 3.464095
			-3.464095 -3.464095 3.464095
			-3.464095 -3.464095 3.464095
			3.464095 -3.464095 3.464095
			3.464095 3.464095 3.464095
			3.464095 3.464095 -3.464095
			3.464095 3.464095 3.464095
			3.464095 -3.464095 3.464095
			3.464095 -3.464095 3.464095
			3.464095 -3.464095 -3.464095
			3.464095 3.464095 -3.464095
			3.464095 -3.464095 -3.464095
			3.464095 -3.464095 3.464095
			-3.464095 -3.464095 3.464095
			-3.464095 -3.464095 3.464095
			-3.464095 -3.464095 -3.464095
			3.464095 -3.464095 -3.464095
			-3.464095 -3.464095 -3.464095
			-3.464095 -3.464095 3.464095
			-3.464095 3.464095 3.464095
			-3.464095 3.464095 3.464095
			-3.464095 3.464095 -3.464095
			-3.464095 -3.464095 -3.464095
			3.464095 3.464095 3.464095
			3.464095 3.464095 -3.464095
			-3.464095 3.464095 -3.464095
			-3.464095 3.464095 -3.464095
			-3.464095 3.464095 3.464095
			3.464095 3.464095 3.464095
		</normal>
		<model>
			3.477267 -1.188091 -0.398191
		</model>
		<texture>
			0.092250 0.117320
			0.093677 0.121327
			0.082541 0.122823
			0.082541 0.122823
			0.081435 0.118769
			0.092250 0.117320
			0.086657 0.071038
			0.075669 0.072474
			0.076618 0.075192
			0.076618 0.075192
			0.087938 0.073711
			0.086657 0.071038
			0.092250 0.117320
			0.086657 0.071038
			0.087938 0.073711
			0.087938 0.073711
			0.093677 0.121327
			0.092250 0.117320
			0.093677 0.121327
			0.087938 0.073711
			0.076618 0.075192
			0.076618 0.075192
			0.082541 0.122823
			0.093677 0.121327
			0.082541 0.122823
			0.076618 0.075192
			0.075669 0.072474
			0.075669 0.072474
			0.081435 0.118769
			0.082541 0.122823
			0.086657 0.071038
			0.092250 0.117320
			0.081435 0.118769
			0.081435 0.118769
			0.075669 0.072474
			0.086657 0.071038
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="foot3" size="36" prim="Triangle" parent="NULL">
		<coordinate>
			0.364731 -4.842198 -5.426060
			0.610737 -7.599634 -5.517705
			-1.087721 -7.724541 -6.318717
			-1.087721 -7.724541 -6.318717
			-1.333727 -4.967104 -6.227071
			0.364731 -4.842198 -5.426060
			-3.070555 -5.393631 1.944082
			-4.769013 -5.518537 1.143070
			-4.523007 -8.275973 1.051425
			-4.523007 -8.275973 1.051425
			-2.824549 -8.151067 1.852436
			-3.070555 -5.393631 1.944082
			0.364731 -4.842198 -5.426060
			-3.070555 -5.393631 1.944082
			-2.824549 -8.151067 1.852436
			-2.824549 -8.151067 1.852436
			0.610737 -7.599634 -5.517705
			0.364731 -4.842198 -5.426060
			0.610737 -7.599634 -5.517705
			-2.824549 -8.151067 1.852436
			-4.523007 -8.275973 1.051425
			-4.523007 -8.275973 1.051425
			-1.087721 -7.724541 -6.318717
			0.610737 -7.599634 -5.517705
			-1.087721 -7.724541 -6.318717
			-4.523007 -8.275973 1.051425
			-4.769013 -5.518537 1.143070
			-4.769013 -5.518537 1.143070
			-1.333727 -4.967104 -6.227071
			-1.087721 -7.724541 -6.318717
			-3.070555 -5.393631 1.944082
			0.364731 -4.842198 -5.426060
			-1.333727 -4.967104 -6.227071
			-1.333727 -4.967104 -6.227071
			-4.769013 -5.518537 1.143070
			-3.070555 -5.393631 1.944082
		</coordinate>
		<normal>
			4.278573 3.912717 -1.543443
			4.894009 -2.984161 -1.772698
			-1.358318 -3.443953 -4.721519
			-1.358318 -3.443953 -4.721519
			-1.973754 3.452925 -4.492263
			4.278573 3.912717 -1.543443
			1.358318 3.443953 4.721519
			-4.894009 2.984161 1.772698
			-4.278573 -3.912717 1.543443
			-4.278573 -3.912717 1.543443
			1.973754 -3.452925 4.492263
			1.358318 3.443953 4.721519
			4.278573 3.912717 -1.543443
			1.358318 3.443953 4.721519
			1.973754 -3.452925 4.492263
			1.973754 -3.452925 4.492263
			4.894009 -2.984161 -1.772698
			4.278573 3.912717 -1.543443
			4.894009 -2.984161 -1.772698
			1.973754 -3.452925 4.492263
			-4.278573 -3.912717 1.543443
			-4.278573 -3.912717 1.543443
			-1.358318 -3.443953 -4.721519
			4.894009 -2.984161 -1.772698
			-1.358318 -3.443953 -4.721519
			-4.278573 -3.912717 1.543443
			-4.894009 2.984161 1.772698
			-4.894009 2.984161 1.772698
			-1.973754 3.452925 -4.492263
			-1.358318 -3.443953 -4.721519
			1.358318 3.443953 4.721519
			4.278573 3.912717 -1.543443
			-1.973754 3.452925 -4.492263
			-1.973754 3.452925 -4.492263
			-4.894009 2.984161 1.772698
			1.358318 3.443953 4.721519
		</normal>
		<model>
			-0.346523 -1.093181 -0.364553
		</model>
		<texture>
			0.106243 0.097501
			0.103654 0.102319
			0.091353 0.106416
			0.091353 0.106416
			0.094346 0.101460
			0.106243 0.097501
			0.086910 0.047211
			0.074750 0.051210
			0.071015 0.054537
			0.071015 0.054537
			0.083598 0.050397
			0.086910 0.047211
			0.106243 0.097501
			0.086910 0.047211
			0.083598 0.050397
			0.083598 0.050397
			0.103654 0.102319
			0.106243 0.097501
			0.103654 0.102319
			0.083598 0.050397
			0.071015 0.054537
			0.071015 0.054537
			0.091353 0.106416
			0.103654 0.102319
			0.091353 0.106416
			0.071015 0.054537
			0.074750 0.051210
			0.074750 0.051210
			0.094346 0.101460
			0.091353 0.106416
			0.086910 0.047211
			0.106243 0.097501
			0.094346 0.101460
			0.094346 0.101460
			0.074750 0.051210
			0.086910 0.047211
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="body2" size="120" prim="Triangle" parent="NULL">
		<coordinate>
			-2.974078 -6.466922 8.795946
			0.698009 -6.492467 13.330667
			-2.962754 -2.012354 11.807230
			-2.962754 -2.012354 11.807230
			0.698009 -6.492467 13.330667
			5.580322 -4.260706 14.903676
			5.580322 -4.260706 14.903676
			-0.342920 2.988272 12.438699
			-2.962754 -2.012354 11.807230
			-0.342920 2.988272 12.438699
			5.580322 -4.260706 14.903676
			9.807980 -0.624097 12.914136
			9.807980 -0.624097 12.914136
			3.884736 6.624881 10.449158
			-0.342920 2.988272 12.438699
			11.766160 3.028301 8.121977
			8.105394 7.508414 6.598537
			3.884736 6.624881 10.449158
			3.884736 6.624881 10.449158
			9.807980 -0.624097 12.914136
			11.766160 3.028301 8.121977
			8.105394 7.508414 6.598537
			11.766160 3.028301 8.121977
			10.706906 5.301391 2.357652
			11.766160 3.028301 8.121977
			12.157645 0.136505 2.528947
			10.706906 5.301391 2.357652
			9.807980 -0.624097 12.914136
			10.441416 -5.303118 3.864420
			12.157645 0.136505 2.528947
			12.157645 0.136505 2.528947
			11.766160 3.028301 8.121977
			9.807980 -0.624097 12.914136
			5.580322 -4.260706 14.903676
			6.213758 -8.939725 5.853964
			10.441416 -5.303118 3.864420
			10.441416 -5.303118 3.864420
			9.807980 -0.624097 12.914136
			5.580322 -4.260706 14.903676
			0.698009 -6.492467 13.330667
			1.089495 -9.384262 7.737639
			6.213758 -8.939725 5.853964
			6.213758 -8.939725 5.853964
			5.580322 -4.260706 14.903676
			0.698009 -6.492467 13.330667
			-2.974078 -6.466922 8.795946
			1.089495 -9.384262 7.737639
			0.698009 -6.492467 13.330667
			-2.974078 -6.466922 8.795946
			-2.329318 -6.691374 2.757519
			1.089495 -9.384262 7.737639
			1.089495 -9.384262 7.737639
			-2.329318 -6.691374 2.757519
			0.682003 -4.582546 -2.204042
			0.682003 -4.582546 -2.204042
			6.213758 -8.939725 5.853964
			1.089495 -9.384262 7.737639
			6.213758 -8.939725 5.853964
			0.682003 -4.582546 -2.204042
			4.909660 -0.945936 -4.193586
			4.909660 -0.945936 -4.193586
			10.441416 -5.303118 3.864420
			6.213758 -8.939725 5.853964
			10.441416 -5.303118 3.864420
			4.909660 -0.945936 -4.193586
			8.738832 2.829392 -2.451175
			8.738832 2.829392 -2.451175
			12.157645 0.136505 2.528947
			10.441416 -5.303118 3.864420
			12.157645 0.136505 2.528947
			8.738832 2.829392 -2.451175
			10.706906 5.301391 2.357652
			8.738832 2.829392 -2.451175
			6.234404 7.385482 0.063975
			10.706906 5.301391 2.357652
			4.909660 -0.945936 -4.193586
			0.857411 6.425971 -0.123991
			6.234404 7.385482 0.063975
			6.234404 7.385482 0.063975
			8.738832 2.829392 -2.451175
			4.909660 -0.945936 -4.193586
			0.682003 -4.582546 -2.204042
			-3.370244 2.789362 1.865553
			0.857411 6.425971 -0.123991
			0.857411 6.425971 -0.123991
			4.909660 -0.945936 -4.193586
			0.682003 -4.582546 -2.204042
			-2.329318 -6.691374 2.757519
			-4.833745 -2.135286 5.272663
			-3.370244 2.789362 1.865553
			-3.370244 2.789362 1.865553
			0.682003 -4.582546 -2.204042
			-2.329318 -6.691374 2.757519
			-2.974078 -6.466922 8.795946
			-4.833745 -2.135286 5.272663
			-2.329318 -6.691374 2.757519
			-2.974078 -6.466922 8.795946
			-2.962754 -2.012354 11.807230
			-4.833745 -2.135286 5.272663
			-4.833745 -2.135286 5.272663
			-2.962754 -2.012354 11.807230
			-0.342920 2.988272 12.438699
			-0.342920 2.988272 12.438699
			-3.370244 2.789362 1.865553
			-4.833745 -2.135286 5.272663
			-3.370244 2.789362 1.865553
			-0.342920 2.988272 12.438699
			3.884736 6.624881 10.449158
			3.884736 6.624881 10.449158
			0.857411 6.425971 -0.123991
			-3.370244 2.789362 1.865553
			8.105394 7.508414 6.598537
			6.234404 7.385482 0.063975
			0.857411 6.425971 -0.123991
			0.857411 6.425971 -0.123991
			3.884736 6.624881 10.449158
			8.105394 7.508414 6.598537
			6.234404 7.385482 0.063975
			8.105394 7.508414 6.598537
			10.706906 5.301391 2.357652
		</coordinate>
		<normal>
			-4.710532 -3.417768 1.458663
			-2.292001 -3.572131 4.240852
			-4.885952 -0.158574 3.478744
			-4.885952 -0.158574 3.478744
			-2.292001 -3.572131 4.240852
			1.440168 -2.078677 5.440962
			1.440168 -2.078677 5.440962
			-3.121128 3.026459 4.134831
			-4.885952 -0.158574 3.478744
			-3.121128 3.026459 4.134831
			1.440168 -2.078677 5.440962
			4.318858 0.248115 4.157354
			4.318858 0.248115 4.157354
			-0.394055 5.052400 3.211951
			-3.121128 3.026459 4.134831
			5.372295 2.185064 1.536851
			2.594501 5.295938 1.104343
			-0.394055 5.052400 3.211951
			-0.394055 5.052400 3.211951
			4.318858 0.248115 4.157354
			5.372295 2.185064 1.536851
			2.594501 5.295938 1.104343
			5.372295 2.185064 1.536851
			4.710349 3.417951 -1.459029
			5.372295 2.185064 1.536851
			5.758476 -0.214057 -1.671071
			4.710349 3.417951 -1.459029
			4.318858 0.248115 4.157354
			4.715842 -3.488449 -1.260353
			5.758476 -0.214057 -1.671071
			5.758476 -0.214057 -1.671071
			5.372295 2.185064 1.536851
			4.318858 0.248115 4.157354
			1.440168 -2.078677 5.440962
			2.156133 -5.584887 -0.397534
			4.715842 -3.488449 -1.260353
			4.715842 -3.488449 -1.260353
			4.318858 0.248115 4.157354
			1.440168 -2.078677 5.440962
			-2.292001 -3.572131 4.240852
			-1.542894 -5.762505 0.641255
			2.156133 -5.584887 -0.397534
			2.156133 -5.584887 -0.397534
			1.440168 -2.078677 5.440962
			-2.292001 -3.572131 4.240852
			-4.710532 -3.417768 1.458663
			-1.542894 -5.762505 0.641255
			-2.292001 -3.572131 4.240852
			-4.710532 -3.417768 1.458663
			-4.096561 -3.953734 -1.893368
			-1.542894 -5.762505 0.641255
			-1.542894 -5.762505 0.641255
			-4.096561 -3.953734 -1.893368
			-2.127750 -3.074984 -4.692038
			-2.127750 -3.074984 -4.692038
			2.156133 -5.584887 -0.397534
			-1.542894 -5.762505 0.641255
			2.156133 -5.584887 -0.397534
			-2.127750 -3.074984 -4.692038
			0.799097 -0.907315 -5.876766
			0.799097 -0.907315 -5.876766
			4.715842 -3.488449 -1.260353
			2.156133 -5.584887 -0.397534
			4.715842 -3.488449 -1.260353
			0.799097 -0.907315 -5.876766
			3.593921 1.646352 -4.513504
			3.593921 1.646352 -4.513504
			5.758476 -0.214057 -1.671071
			4.715842 -3.488449 -1.260353
			5.758476 -0.214057 -1.671071
			3.593921 1.646352 -4.513504
			4.710349 3.417951 -1.459029
			3.593921 1.646352 -4.513504
			1.443464 5.140294 -2.737144
			4.710349 3.417951 -1.459029
			0.799097 -0.907315 -5.876766
			-2.593585 4.561663 -2.908902
			1.443464 5.140294 -2.737144
			1.443464 5.140294 -2.737144
			3.593921 1.646352 -4.513504
			0.799097 -0.907315 -5.876766
			-2.127750 -3.074984 -4.692038
			-5.235328 2.287057 -1.832576
			-2.593585 4.561663 -2.908902
			-2.593585 4.561663 -2.908902
			0.799097 -0.907315 -5.876766
			-2.127750 -3.074984 -4.692038
			-4.096561 -3.953734 -1.893368
			-5.967955 -0.584307 -0.203436
			-5.235328 2.287057 -1.832576
			-5.235328 2.287057 -1.832576
			-2.127750 -3.074984 -4.692038
			-4.096561 -3.953734 -1.893368
			-4.710532 -3.417768 1.458663
			-5.967955 -0.584307 -0.203436
			-4.096561 -3.953734 -1.893368
			-4.710532 -3.417768 1.458663
			-4.885952 -0.158574 3.478744
			-5.967955 -0.584307 -0.203436
			-5.967955 -0.584307 -0.203436
			-4.885952 -0.158574 3.478744
			-3.121128 3.026459 4.134831
			-3.121128 3.026459 4.134831
			-5.235328 2.287057 -1.832576
			-5.967955 -0.584307 -0.203436
			-5.235328 2.287057 -1.832576
			-3.121128 3.026459 4.134831
			-0.394055 5.052400 3.211951
			-0.394055 5.052400 3.211951
			-2.593585 4.561663 -2.908902
			-5.235328 2.287057 -1.832576
			2.594501 5.295938 1.104343
			1.443464 5.140294 -2.737144
			-2.593585 4.561663 -2.908902
			-2.593585 4.561663 -2.908902
			-0.394055 5.052400 3.211951
			2.594501 5.295938 1.104343
			1.443464 5.140294 -2.737144
			2.594501 5.295938 1.104343
			4.710349 3.417951 -1.459029
		</normal>
		<model>
			0.648362 -0.149436 0.911597
		</model>
		<texture>
			0.126371 0.093246
			0.117371 0.082559
			0.123813 0.115380
			0.123813 0.115380
			0.117371 0.082559
			0.089827 0.081910
			0.089827 0.081910
			0.101589 0.136433
			0.123813 0.115380
			0.101589 0.136433
			0.089827 0.081910
			0.054801 0.092736
			0.054801 0.092736
			0.068001 0.147177
			0.101589 0.136433
			0.029007 0.110022
			0.037645 0.142720
			0.068001 0.147177
			0.068001 0.147177
			0.054801 0.092736
			0.029007 0.110022
			0.037645 0.142720
			0.029007 0.110022
			0.023221 0.125563
			0.029007 0.110022
			0.026501 0.095514
			0.023221 0.125563
			0.054801 0.092736
			0.048507 0.070861
			0.026501 0.095514
			0.026501 0.095514
			0.029007 0.110022
			0.054801 0.092736
			0.089827 0.081910
			0.080525 0.061106
			0.048507 0.070861
			0.048507 0.070861
			0.054801 0.092736
			0.089827 0.081910
			0.117371 0.082559
			0.110184 0.069740
			0.080525 0.061106
			0.080525 0.061106
			0.089827 0.081910
			0.117371 0.082559
			0.126371 0.093246
			0.110184 0.069740
			0.117371 0.082559
			0.126371 0.093246
			0.112269 0.093044
			0.110184 0.069740
			0.110184 0.069740
			0.112269 0.093044
			0.086270 0.098532
			0.086270 0.098532
			0.080525 0.061106
			0.110184 0.069740
			0.080525 0.061106
			0.086270 0.098532
			0.056954 0.107677
			0.056954 0.107677
			0.048507 0.070861
			0.080525 0.061106
			0.048507 0.070861
			0.056954 0.107677
			0.033090 0.117783
			0.033090 0.117783
			0.026501 0.095514
			0.048507 0.070861
			0.026501 0.095514
			0.033090 0.117783
			0.023221 0.125563
			0.033090 0.117783
			0.039646 0.145449
			0.023221 0.125563
			0.056954 0.107677
			0.067997 0.151018
			0.039646 0.145449
			0.039646 0.145449
			0.033090 0.117783
			0.056954 0.107677
			0.086270 0.098532
			0.098109 0.141364
			0.067997 0.151018
			0.067997 0.151018
			0.056954 0.107677
			0.086270 0.098532
			0.112269 0.093044
			0.120183 0.119846
			0.098109 0.141364
			0.098109 0.141364
			0.086270 0.098532
			0.112269 0.093044
			0.126371 0.093246
			0.120183 0.119846
			0.112269 0.093044
			0.126371 0.093246
			0.123813 0.115380
			0.120183 0.119846
			0.120183 0.119846
			0.123813 0.115380
			0.101589 0.136433
			0.101589 0.136433
			0.098109 0.141364
			0.120183 0.119846
			0.098109 0.141364
			0.101589 0.136433
			0.068001 0.147177
			0.068001 0.147177
			0.067997 0.151018
			0.098109 0.141364
			0.037645 0.142720
			0.039646 0.145449
			0.067997 0.151018
			0.067997 0.151018
			0.068001 0.147177
			0.037645 0.142720
			0.039646 0.145449
			0.037645 0.142720
			0.023221 0.125563
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="hand_joint2" size="180" prim="Triangle" parent="NULL">
		<coordinate>
			21.441704 -7.075887 -9.459204
			22.705021 -6.319003 -9.064595
			22.728843 -7.791509 -9.064595
			22.728843 -7.791509 -9.064595
			22.705021 -6.319003 -9.064595
			23.629832 -5.764925 -7.986505
			23.629832 -5.764925 -7.986505
			23.671094 -8.315380 -7.986505
			22.728843 -7.791509 -9.064595
			23.968337 -5.562119 -6.513807
			24.015983 -8.507130 -6.513807
			23.671094 -8.315380 -7.986505
			23.671094 -8.315380 -7.986505
			23.629832 -5.764925 -7.986505
			23.968337 -5.562119 -6.513807
			24.015983 -8.507130 -6.513807
			23.968337 -5.562119 -6.513807
			23.629832 -5.764925 -5.041108
			23.629832 -5.764925 -5.041108
			23.671094 -8.315380 -5.041108
			24.015983 -8.507130 -6.513807
			23.671094 -8.315380 -5.041108
			23.629832 -5.764925 -5.041108
			22.705021 -6.319003 -3.963018
			22.705021 -6.319003 -3.963018
			22.728843 -7.791509 -3.963018
			23.671094 -8.315380 -5.041108
			22.728843 -7.791509 -3.963018
			22.705021 -6.319003 -3.963018
			21.441705 -7.075887 -3.568410
			22.705021 -6.319003 -3.963018
			21.417882 -5.603381 -3.963018
			21.441705 -7.075887 -3.568410
			23.629832 -5.764925 -5.041108
			21.400442 -4.525433 -5.041108
			21.417882 -5.603381 -3.963018
			21.417882 -5.603381 -3.963018
			22.705021 -6.319003 -3.963018
			23.629832 -5.764925 -5.041108
			23.968337 -5.562119 -6.513807
			21.394059 -4.130876 -6.513807
			21.400442 -4.525433 -5.041108
			21.400442 -4.525433 -5.041108
			23.629832 -5.764925 -5.041108
			23.968337 -5.562119 -6.513807
			23.629832 -5.764925 -7.986505
			21.400442 -4.525433 -7.986505
			21.394059 -4.130876 -6.513807
			21.394059 -4.130876 -6.513807
			23.968337 -5.562119 -6.513807
			23.629832 -5.764925 -7.986505
			22.705021 -6.319003 -9.064595
			21.417882 -5.603381 -9.064595
			21.400442 -4.525433 -7.986505
			21.400442 -4.525433 -7.986505
			23.629832 -5.764925 -7.986505
			22.705021 -6.319003 -9.064595
			21.441704 -7.075887 -9.459204
			21.417882 -5.603381 -9.064595
			22.705021 -6.319003 -9.064595
			21.441704 -7.075887 -9.459204
			20.154566 -6.360265 -9.064595
			21.417882 -5.603381 -9.064595
			21.417882 -5.603381 -9.064595
			20.154566 -6.360265 -9.064595
			19.212315 -5.836394 -7.986505
			19.212315 -5.836394 -7.986505
			21.400442 -4.525433 -7.986505
			21.417882 -5.603381 -9.064595
			21.400442 -4.525433 -7.986505
			19.212315 -5.836394 -7.986505
			18.867427 -5.644644 -6.513807
			18.867427 -5.644644 -6.513807
			21.394059 -4.130876 -6.513807
			21.400442 -4.525433 -7.986505
			21.394059 -4.130876 -6.513807
			18.867427 -5.644644 -6.513807
			19.212315 -5.836394 -5.041108
			19.212315 -5.836394 -5.041108
			21.400442 -4.525433 -5.041108
			21.394059 -4.130876 -6.513807
			21.400442 -4.525433 -5.041108
			19.212315 -5.836394 -5.041108
			20.154566 -6.360265 -3.963018
			20.154566 -6.360265 -3.963018
			21.417882 -5.603381 -3.963018
			21.400442 -4.525433 -5.041108
			21.417882 -5.603381 -3.963018
			20.154566 -6.360265 -3.963018
			21.441705 -7.075887 -3.568410
			20.154566 -6.360265 -3.963018
			20.178389 -7.832771 -3.963018
			21.441705 -7.075887 -3.568410
			19.212315 -5.836394 -5.041108
			19.253577 -8.386849 -5.041108
			20.178389 -7.832771 -3.963018
			20.178389 -7.832771 -3.963018
			20.154566 -6.360265 -3.963018
			19.212315 -5.836394 -5.041108
			18.867427 -5.644644 -6.513807
			18.915073 -8.589655 -6.513807
			19.253577 -8.386849 -5.041108
			19.253577 -8.386849 -5.041108
			19.212315 -5.836394 -5.041108
			18.867427 -5.644644 -6.513807
			19.212315 -5.836394 -7.986505
			19.253577 -8.386849 -7.986505
			18.915073 -8.589655 -6.513807
			18.915073 -8.589655 -6.513807
			18.867427 -5.644644 -6.513807
			19.212315 -5.836394 -7.986505
			20.154566 -6.360265 -9.064595
			20.178389 -7.832771 -9.064595
			19.253577 -8.386849 -7.986505
			19.253577 -8.386849 -7.986505
			19.212315 -5.836394 -7.986505
			20.154566 -6.360265 -9.064595
			21.441704 -7.075887 -9.459204
			20.178389 -7.832771 -9.064595
			20.154566 -6.360265 -9.064595
			21.441704 -7.075887 -9.459204
			21.465527 -8.548393 -9.064595
			20.178389 -7.832771 -9.064595
			20.178389 -7.832771 -9.064595
			21.465527 -8.548393 -9.064595
			21.482967 -9.626342 -7.986505
			21.482967 -9.626342 -7.986505
			19.253577 -8.386849 -7.986505
			20.178389 -7.832771 -9.064595
			19.253577 -8.386849 -7.986505
			21.482967 -9.626342 -7.986505
			21.489351 -10.020898 -6.513807
			21.489351 -10.020898 -6.513807
			18.915073 -8.589655 -6.513807
			19.253577 -8.386849 -7.986505
			18.915073 -8.589655 -6.513807
			21.489351 -10.020898 -6.513807
			21.482967 -9.626342 -5.041108
			21.482967 -9.626342 -5.041108
			19.253577 -8.386849 -5.041108
			18.915073 -8.589655 -6.513807
			19.253577 -8.386849 -5.041108
			21.482967 -9.626342 -5.041108
			21.465528 -8.548393 -3.963018
			21.465528 -8.548393 -3.963018
			20.178389 -7.832771 -3.963018
			19.253577 -8.386849 -5.041108
			20.178389 -7.832771 -3.963018
			21.465528 -8.548393 -3.963018
			21.441705 -7.075887 -3.568410
			21.465528 -8.548393 -3.963018
			22.728843 -7.791509 -3.963018
			21.441705 -7.075887 -3.568410
			21.482967 -9.626342 -5.041108
			23.671094 -8.315380 -5.041108
			22.728843 -7.791509 -3.963018
			22.728843 -7.791509 -3.963018
			21.465528 -8.548393 -3.963018
			21.482967 -9.626342 -5.041108
			21.489351 -10.020898 -6.513807
			24.015983 -8.507130 -6.513807
			23.671094 -8.315380 -5.041108
			23.671094 -8.315380 -5.041108
			21.482967 -9.626342 -5.041108
			21.489351 -10.020898 -6.513807
			24.015983 -8.507130 -6.513807
			21.489351 -10.020898 -6.513807
			21.482967 -9.626342 -7.986505
			21.482967 -9.626342 -7.986505
			23.671094 -8.315380 -7.986505
			24.015983 -8.507130 -6.513807
			21.465527 -8.548393 -9.064595
			22.728843 -7.791509 -9.064595
			23.671094 -8.315380 -7.986505
			23.671094 -8.315380 -7.986505
			21.482967 -9.626342 -7.986505
			21.465527 -8.548393 -9.064595
			21.441704 -7.075887 -9.459204
			22.728843 -7.791509 -9.064595
			21.465527 -8.548393 -9.064595
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			2.533891 1.517991 -5.222327
			2.581683 -1.435224 -5.222327
			2.581683 -1.435224 -5.222327
			2.533891 1.517991 -5.222327
			4.436964 2.658223 -3.040376
			4.436964 2.658223 -3.040376
			4.520646 -2.513382 -3.040376
			2.581683 -1.435224 -5.222327
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			4.436964 2.658223 -3.040376
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 3.040376
			4.436964 2.658223 3.040376
			4.520646 -2.513382 3.040376
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.436964 2.658223 3.040376
			2.533891 1.517991 5.222327
			2.533891 1.517991 5.222327
			2.581683 -1.435224 5.222327
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.533891 1.517991 5.222327
			0.000000 0.000000 6.000000
			2.533891 1.517991 5.222327
			-0.047609 2.953398 5.222327
			0.000000 0.000000 6.000000
			4.436964 2.658223 3.040376
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-0.047609 2.953398 5.222327
			2.533891 1.517991 5.222327
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-0.083499 5.171789 3.040376
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-0.097049 5.999084 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-0.083499 5.171789 -3.040376
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-0.047609 2.953398 -5.222327
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-2.581683 1.435224 -5.222327
			-0.047609 2.953398 -5.222327
			-0.047609 2.953398 -5.222327
			-2.581683 1.435224 -5.222327
			-4.520646 2.513382 -3.040376
			-4.520646 2.513382 -3.040376
			-0.083499 5.171789 -3.040376
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-4.520646 2.513382 -3.040376
			-5.243934 2.915494 0.000000
			-5.243934 2.915494 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 3.040376
			-4.520646 2.513382 3.040376
			-0.083499 5.171789 3.040376
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-4.520646 2.513382 3.040376
			-2.581683 1.435224 5.222327
			-2.581683 1.435224 5.222327
			-0.047609 2.953398 5.222327
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-2.581683 1.435224 5.222327
			0.000000 0.000000 6.000000
			-2.581683 1.435224 5.222327
			-2.533891 -1.517991 5.222327
			0.000000 0.000000 6.000000
			-4.520646 2.513382 3.040376
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			-2.533891 -1.517991 5.222327
			-2.581683 1.435224 5.222327
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			-4.436964 -2.658223 3.040376
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			-5.146886 -3.083590 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			-4.436964 -2.658223 -3.040376
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			-2.533891 -1.517991 -5.222327
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			0.047609 -2.953398 -5.222327
			-2.533891 -1.517991 -5.222327
			-2.533891 -1.517991 -5.222327
			0.047609 -2.953398 -5.222327
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			-4.436964 -2.658223 -3.040376
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			0.083499 -5.171789 -3.040376
			0.097049 -5.999084 0.000000
			0.097049 -5.999084 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 3.040376
			0.083499 -5.171789 3.040376
			-4.436964 -2.658223 3.040376
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			0.083499 -5.171789 3.040376
			0.047609 -2.953398 5.222327
			0.047609 -2.953398 5.222327
			-2.533891 -1.517991 5.222327
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			0.047609 -2.953398 5.222327
			0.000000 0.000000 6.000000
			0.047609 -2.953398 5.222327
			2.581683 -1.435224 5.222327
			0.000000 0.000000 6.000000
			0.083499 -5.171789 3.040376
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.581683 -1.435224 5.222327
			0.047609 -2.953398 5.222327
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.520646 -2.513382 3.040376
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			4.520646 -2.513382 -3.040376
			5.243934 -2.915494 0.000000
			0.047609 -2.953398 -5.222327
			2.581683 -1.435224 -5.222327
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			0.083499 -5.171789 -3.040376
			0.047609 -2.953398 -5.222327
			0.000000 0.000000 -6.000000
			2.581683 -1.435224 -5.222327
			0.047609 -2.953398 -5.222327
		</normal>
		<model>
			3.573617 -1.179314 -1.085634
		</model>
		<texture>
			0.082836 0.918463
			0.088751 0.916528
			0.089148 0.918236
			0.089148 0.918236
			0.088751 0.916528
			0.093514 0.911610
			0.093514 0.911610
			0.094308 0.914478
			0.089148 0.918236
			0.095906 0.905008
			0.096886 0.908164
			0.094308 0.914478
			0.094308 0.914478
			0.093514 0.911610
			0.095906 0.905008
			0.096886 0.908164
			0.095906 0.905008
			0.095310 0.898427
			0.095310 0.898427
			0.096147 0.901018
			0.096886 0.908164
			0.096147 0.901018
			0.095310 0.898427
			0.091853 0.893582
			0.091853 0.893582
			0.092291 0.895013
			0.096147 0.901018
			0.092291 0.895013
			0.091853 0.893582
			0.086403 0.891789
			0.091853 0.893582
			0.085802 0.892183
			0.086403 0.891789
			0.095310 0.898427
			0.084903 0.895980
			0.085802 0.892183
			0.085802 0.892183
			0.091853 0.893582
			0.095310 0.898427
			0.095906 0.905008
			0.083941 0.902124
			0.084903 0.895980
			0.084903 0.895980
			0.095310 0.898427
			0.095906 0.905008
			0.093514 0.911610
			0.083159 0.909045
			0.083941 0.902124
			0.083941 0.902124
			0.095906 0.905008
			0.093514 0.911610
			0.088751 0.916528
			0.082753 0.915008
			0.083159 0.909045
			0.083159 0.909045
			0.093514 0.911610
			0.088751 0.916528
			0.082836 0.918463
			0.082753 0.915008
			0.088751 0.916528
			0.082836 0.918463
			0.077068 0.915157
			0.082753 0.915008
			0.082753 0.915008
			0.077068 0.915157
			0.073344 0.909232
			0.073344 0.909232
			0.083159 0.909045
			0.082753 0.915008
			0.083159 0.909045
			0.073344 0.909232
			0.072616 0.902248
			0.072616 0.902248
			0.083941 0.902124
			0.083159 0.909045
			0.083941 0.902124
			0.072616 0.902248
			0.075074 0.896017
			0.075074 0.896017
			0.084903 0.895980
			0.083941 0.902124
			0.084903 0.895980
			0.075074 0.896017
			0.080103 0.892179
			0.080103 0.892179
			0.085802 0.892183
			0.084903 0.895980
			0.085802 0.892183
			0.080103 0.892179
			0.086403 0.891789
			0.080103 0.892179
			0.080394 0.893593
			0.086403 0.891789
			0.075074 0.896017
			0.075471 0.898560
			0.080394 0.893593
			0.080394 0.893593
			0.080103 0.892179
			0.075074 0.896017
			0.072616 0.902248
			0.073012 0.905342
			0.075471 0.898560
			0.075471 0.898560
			0.075074 0.896017
			0.072616 0.902248
			0.073344 0.909232
			0.073702 0.912054
			0.073012 0.905342
			0.073012 0.905342
			0.072616 0.902248
			0.073344 0.909232
			0.077068 0.915157
			0.077320 0.916849
			0.073702 0.912054
			0.073702 0.912054
			0.073344 0.909232
			0.077068 0.915157
			0.082836 0.918463
			0.077320 0.916849
			0.077068 0.915157
			0.082836 0.918463
			0.083402 0.918409
			0.077320 0.916849
			0.077320 0.916849
			0.083402 0.918409
			0.084312 0.914736
			0.084312 0.914736
			0.073702 0.912054
			0.077320 0.916849
			0.073702 0.912054
			0.084312 0.914736
			0.085319 0.908377
			0.085319 0.908377
			0.073012 0.905342
			0.073702 0.912054
			0.073012 0.905342
			0.085319 0.908377
			0.086137 0.901116
			0.086137 0.901116
			0.075471 0.898560
			0.073012 0.905342
			0.075471 0.898560
			0.086137 0.901116
			0.086532 0.895028
			0.086532 0.895028
			0.080394 0.893593
			0.075471 0.898560
			0.080394 0.893593
			0.086532 0.895028
			0.086403 0.891789
			0.086532 0.895028
			0.092291 0.895013
			0.086403 0.891789
			0.086137 0.901116
			0.096147 0.901018
			0.092291 0.895013
			0.092291 0.895013
			0.086532 0.895028
			0.086137 0.901116
			0.085319 0.908377
			0.096886 0.908164
			0.096147 0.901018
			0.096147 0.901018
			0.086137 0.901116
			0.085319 0.908377
			0.096886 0.908164
			0.085319 0.908377
			0.084312 0.914736
			0.084312 0.914736
			0.094308 0.914478
			0.096886 0.908164
			0.083402 0.918409
			0.089148 0.918236
			0.094308 0.914478
			0.094308 0.914478
			0.084312 0.914736
			0.083402 0.918409
			0.082836 0.918463
			0.089148 0.918236
			0.083402 0.918409
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="leg_joint2" size="180" prim="Triangle" parent="NULL">
		<coordinate>
			-0.709868 -6.012547 -10.853903
			0.855391 -5.074762 -10.364980
			0.884908 -6.899208 -10.364980
			0.884908 -6.899208 -10.364980
			0.855391 -5.074762 -10.364980
			2.001239 -4.388255 -9.029218
			2.001239 -4.388255 -9.029218
			2.052364 -7.548289 -9.029218
			0.884908 -6.899208 -10.364980
			2.420649 -4.136977 -7.204534
			2.479683 -7.785868 -7.204534
			2.052364 -7.548289 -9.029218
			2.052364 -7.548289 -9.029218
			2.001239 -4.388255 -9.029218
			2.420649 -4.136977 -7.204534
			2.479683 -7.785868 -7.204534
			2.420649 -4.136977 -7.204534
			2.001239 -4.388255 -5.379849
			2.001239 -4.388255 -5.379849
			2.052364 -7.548289 -5.379849
			2.479683 -7.785868 -7.204534
			2.052364 -7.548289 -5.379849
			2.001239 -4.388255 -5.379849
			0.855391 -5.074762 -4.044087
			0.855391 -5.074762 -4.044087
			0.884908 -6.899208 -4.044087
			2.052364 -7.548289 -5.379849
			0.884908 -6.899208 -4.044087
			0.855391 -5.074762 -4.044087
			-0.709867 -6.012547 -3.555164
			0.855391 -5.074762 -4.044087
			-0.739384 -4.188101 -4.044087
			-0.709867 -6.012547 -3.555164
			2.001239 -4.388255 -5.379849
			-0.760992 -2.852514 -5.379849
			-0.739384 -4.188101 -4.044087
			-0.739384 -4.188101 -4.044087
			0.855391 -5.074762 -4.044087
			2.001239 -4.388255 -5.379849
			2.420649 -4.136977 -7.204534
			-0.768901 -2.363656 -7.204534
			-0.760992 -2.852514 -5.379849
			-0.760992 -2.852514 -5.379849
			2.001239 -4.388255 -5.379849
			2.420649 -4.136977 -7.204534
			2.001239 -4.388255 -9.029218
			-0.760992 -2.852514 -9.029218
			-0.768901 -2.363656 -7.204534
			-0.768901 -2.363656 -7.204534
			2.420649 -4.136977 -7.204534
			2.001239 -4.388255 -9.029218
			0.855391 -5.074762 -10.364980
			-0.739384 -4.188101 -10.364980
			-0.760992 -2.852514 -9.029218
			-0.760992 -2.852514 -9.029218
			2.001239 -4.388255 -9.029218
			0.855391 -5.074762 -10.364980
			-0.709868 -6.012547 -10.853903
			-0.739384 -4.188101 -10.364980
			0.855391 -5.074762 -10.364980
			-0.709868 -6.012547 -10.853903
			-2.304642 -5.125886 -10.364980
			-0.739384 -4.188101 -10.364980
			-0.739384 -4.188101 -10.364980
			-2.304642 -5.125886 -10.364980
			-3.472098 -4.476806 -9.029218
			-3.472098 -4.476806 -9.029218
			-0.760992 -2.852514 -9.029218
			-0.739384 -4.188101 -10.364980
			-0.760992 -2.852514 -9.029218
			-3.472098 -4.476806 -9.029218
			-3.899417 -4.239226 -7.204534
			-3.899417 -4.239226 -7.204534
			-0.768901 -2.363656 -7.204534
			-0.760992 -2.852514 -9.029218
			-0.768901 -2.363656 -7.204534
			-3.899417 -4.239226 -7.204534
			-3.472098 -4.476806 -5.379849
			-3.472098 -4.476806 -5.379849
			-0.760992 -2.852514 -5.379849
			-0.768901 -2.363656 -7.204534
			-0.760992 -2.852514 -5.379849
			-3.472098 -4.476806 -5.379849
			-2.304642 -5.125886 -4.044087
			-2.304642 -5.125886 -4.044087
			-0.739384 -4.188101 -4.044087
			-0.760992 -2.852514 -5.379849
			-0.739384 -4.188101 -4.044087
			-2.304642 -5.125886 -4.044087
			-0.709867 -6.012547 -3.555164
			-2.304642 -5.125886 -4.044087
			-2.275125 -6.950332 -4.044087
			-0.709867 -6.012547 -3.555164
			-3.472098 -4.476806 -5.379849
			-3.420973 -7.636839 -5.379849
			-2.275125 -6.950332 -4.044087
			-2.275125 -6.950332 -4.044087
			-2.304642 -5.125886 -4.044087
			-3.472098 -4.476806 -5.379849
			-3.899417 -4.239226 -7.204534
			-3.840383 -7.888118 -7.204534
			-3.420973 -7.636839 -5.379849
			-3.420973 -7.636839 -5.379849
			-3.472098 -4.476806 -5.379849
			-3.899417 -4.239226 -7.204534
			-3.472098 -4.476806 -9.029218
			-3.420973 -7.636839 -9.029218
			-3.840383 -7.888118 -7.204534
			-3.840383 -7.888118 -7.204534
			-3.899417 -4.239226 -7.204534
			-3.472098 -4.476806 -9.029218
			-2.304642 -5.125886 -10.364980
			-2.275125 -6.950332 -10.364980
			-3.420973 -7.636839 -9.029218
			-3.420973 -7.636839 -9.029218
			-3.472098 -4.476806 -9.029218
			-2.304642 -5.125886 -10.364980
			-0.709868 -6.012547 -10.853903
			-2.275125 -6.950332 -10.364980
			-2.304642 -5.125886 -10.364980
			-0.709868 -6.012547 -10.853903
			-0.680350 -7.836993 -10.364980
			-2.275125 -6.950332 -10.364980
			-2.275125 -6.950332 -10.364980
			-0.680350 -7.836993 -10.364980
			-0.658743 -9.172580 -9.029218
			-0.658743 -9.172580 -9.029218
			-3.420973 -7.636839 -9.029218
			-2.275125 -6.950332 -10.364980
			-3.420973 -7.636839 -9.029218
			-0.658743 -9.172580 -9.029218
			-0.650833 -9.661438 -7.204534
			-0.650833 -9.661438 -7.204534
			-3.840383 -7.888118 -7.204534
			-3.420973 -7.636839 -9.029218
			-3.840383 -7.888118 -7.204534
			-0.650833 -9.661438 -7.204534
			-0.658743 -9.172580 -5.379849
			-0.658743 -9.172580 -5.379849
			-3.420973 -7.636839 -5.379849
			-3.840383 -7.888118 -7.204534
			-3.420973 -7.636839 -5.379849
			-0.658743 -9.172580 -5.379849
			-0.680350 -7.836993 -4.044087
			-0.680350 -7.836993 -4.044087
			-2.275125 -6.950332 -4.044087
			-3.420973 -7.636839 -5.379849
			-2.275125 -6.950332 -4.044087
			-0.680350 -7.836993 -4.044087
			-0.709867 -6.012547 -3.555164
			-0.680350 -7.836993 -4.044087
			0.884908 -6.899208 -4.044087
			-0.709867 -6.012547 -3.555164
			-0.658743 -9.172580 -5.379849
			2.052364 -7.548289 -5.379849
			0.884908 -6.899208 -4.044087
			0.884908 -6.899208 -4.044087
			-0.680350 -7.836993 -4.044087
			-0.658743 -9.172580 -5.379849
			-0.650833 -9.661438 -7.204534
			2.479683 -7.785868 -7.204534
			2.052364 -7.548289 -5.379849
			2.052364 -7.548289 -5.379849
			-0.658743 -9.172580 -5.379849
			-0.650833 -9.661438 -7.204534
			2.479683 -7.785868 -7.204534
			-0.650833 -9.661438 -7.204534
			-0.658743 -9.172580 -9.029218
			-0.658743 -9.172580 -9.029218
			2.052364 -7.548289 -9.029218
			2.479683 -7.785868 -7.204534
			-0.680350 -7.836993 -10.364980
			0.884908 -6.899208 -10.364980
			2.052364 -7.548289 -9.029218
			2.052364 -7.548289 -9.029218
			-0.658743 -9.172580 -9.029218
			-0.680350 -7.836993 -10.364980
			-0.709868 -6.012547 -10.853903
			0.884908 -6.899208 -10.364980
			-0.680350 -7.836993 -10.364980
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			2.533891 1.517991 -5.222327
			2.581683 -1.435224 -5.222327
			2.581683 -1.435224 -5.222327
			2.533891 1.517991 -5.222327
			4.436964 2.658223 -3.040376
			4.436964 2.658223 -3.040376
			4.520646 -2.513382 -3.040376
			2.581683 -1.435224 -5.222327
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			4.436964 2.658223 -3.040376
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 3.040376
			4.436964 2.658223 3.040376
			4.520646 -2.513382 3.040376
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.436964 2.658223 3.040376
			2.533891 1.517991 5.222327
			2.533891 1.517991 5.222327
			2.581683 -1.435224 5.222327
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.533891 1.517991 5.222327
			0.000000 0.000000 6.000000
			2.533891 1.517991 5.222327
			-0.047609 2.953398 5.222327
			0.000000 0.000000 6.000000
			4.436964 2.658223 3.040376
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-0.047609 2.953398 5.222327
			2.533891 1.517991 5.222327
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-0.083499 5.171789 3.040376
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-0.097049 5.999084 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-0.083499 5.171789 -3.040376
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-0.047609 2.953398 -5.222327
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-2.581683 1.435224 -5.222327
			-0.047609 2.953398 -5.222327
			-0.047609 2.953398 -5.222327
			-2.581683 1.435224 -5.222327
			-4.520646 2.513382 -3.040376
			-4.520646 2.513382 -3.040376
			-0.083499 5.171789 -3.040376
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-4.520646 2.513382 -3.040376
			-5.243934 2.915494 0.000000
			-5.243934 2.915494 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 3.040376
			-4.520646 2.513382 3.040376
			-0.083499 5.171789 3.040376
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-4.520646 2.513382 3.040376
			-2.581683 1.435224 5.222327
			-2.581683 1.435224 5.222327
			-0.047609 2.953398 5.222327
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-2.581683 1.435224 5.222327
			0.000000 0.000000 6.000000
			-2.581683 1.435224 5.222327
			-2.533891 -1.517991 5.222327
			0.000000 0.000000 6.000000
			-4.520646 2.513382 3.040376
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			-2.533891 -1.517991 5.222327
			-2.581683 1.435224 5.222327
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			-4.436964 -2.658223 3.040376
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			-5.146886 -3.083590 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			-4.436964 -2.658223 -3.040376
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			-2.533891 -1.517991 -5.222327
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			0.047609 -2.953398 -5.222327
			-2.533891 -1.517991 -5.222327
			-2.533891 -1.517991 -5.222327
			0.047609 -2.953398 -5.222327
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			-4.436964 -2.658223 -3.040376
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			0.083499 -5.171789 -3.040376
			0.097049 -5.999084 0.000000
			0.097049 -5.999084 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 3.040376
			0.083499 -5.171789 3.040376
			-4.436964 -2.658223 3.040376
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			0.083499 -5.171789 3.040376
			0.047609 -2.953398 5.222327
			0.047609 -2.953398 5.222327
			-2.533891 -1.517991 5.222327
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			0.047609 -2.953398 5.222327
			0.000000 0.000000 6.000000
			0.047609 -2.953398 5.222327
			2.581683 -1.435224 5.222327
			0.000000 0.000000 6.000000
			0.083499 -5.171789 3.040376
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.581683 -1.435224 5.222327
			0.047609 -2.953398 5.222327
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.520646 -2.513382 3.040376
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			4.520646 -2.513382 -3.040376
			5.243934 -2.915494 0.000000
			0.047609 -2.953398 -5.222327
			2.581683 -1.435224 -5.222327
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			0.083499 -5.171789 -3.040376
			0.047609 -2.953398 -5.222327
			0.000000 0.000000 -6.000000
			2.581683 -1.435224 -5.222327
			0.047609 -2.953398 -5.222327
		</normal>
		<model>
			-0.118311 -1.002091 -1.200756
		</model>
		<texture>
			0.063791 0.934740
			0.072644 0.932166
			0.070811 0.934513
			0.070811 0.934513
			0.072644 0.932166
			0.079484 0.925765
			0.079484 0.925765
			0.076479 0.929679
			0.070811 0.934513
			0.082589 0.917223
			0.079206 0.921482
			0.076479 0.929679
			0.076479 0.929679
			0.079484 0.925765
			0.082589 0.917223
			0.079206 0.921482
			0.082589 0.917223
			0.081169 0.908719
			0.081169 0.908719
			0.078198 0.912167
			0.079206 0.921482
			0.078198 0.912167
			0.081169 0.908719
			0.075532 0.902453
			0.075532 0.902453
			0.073731 0.904333
			0.078198 0.912167
			0.073731 0.904333
			0.075532 0.902453
			0.067076 0.900131
			0.075532 0.902453
			0.068752 0.900631
			0.067076 0.900131
			0.081169 0.908719
			0.069509 0.905528
			0.068752 0.900631
			0.068752 0.900631
			0.075532 0.902453
			0.081169 0.908719
			0.082589 0.917223
			0.069192 0.913440
			0.069509 0.905528
			0.069509 0.905528
			0.081169 0.908719
			0.082589 0.917223
			0.079484 0.925765
			0.067897 0.922377
			0.069192 0.913440
			0.069192 0.913440
			0.082589 0.917223
			0.079484 0.925765
			0.072644 0.932166
			0.065937 0.930144
			0.067897 0.922377
			0.067897 0.922377
			0.079484 0.925765
			0.072644 0.932166
			0.063791 0.934740
			0.065937 0.930144
			0.072644 0.932166
			0.063791 0.934740
			0.057308 0.930400
			0.065937 0.930144
			0.065937 0.930144
			0.057308 0.930400
			0.053034 0.922703
			0.053034 0.922703
			0.067897 0.922377
			0.065937 0.930144
			0.067897 0.922377
			0.053034 0.922703
			0.052047 0.913662
			0.052047 0.913662
			0.069192 0.913440
			0.067897 0.922377
			0.069192 0.913440
			0.052047 0.913662
			0.054603 0.905602
			0.054603 0.905602
			0.069509 0.905528
			0.069192 0.913440
			0.069509 0.905528
			0.054603 0.905602
			0.060078 0.900632
			0.060078 0.900632
			0.068752 0.900631
			0.069509 0.905528
			0.068752 0.900631
			0.060078 0.900632
			0.067076 0.900131
			0.060078 0.900632
			0.058022 0.902485
			0.067076 0.900131
			0.054603 0.905602
			0.050869 0.908969
			0.058022 0.902485
			0.058022 0.902485
			0.060078 0.900632
			0.054603 0.905602
			0.052047 0.913662
			0.047651 0.917816
			0.050869 0.908969
			0.050869 0.908969
			0.054603 0.905602
			0.052047 0.913662
			0.053034 0.922703
			0.049272 0.926540
			0.047651 0.917816
			0.047651 0.917816
			0.052047 0.913662
			0.053034 0.922703
			0.057308 0.930400
			0.055223 0.932722
			0.049272 0.926540
			0.049272 0.926540
			0.053034 0.922703
			0.057308 0.930400
			0.063791 0.934740
			0.055223 0.932722
			0.057308 0.930400
			0.063791 0.934740
			0.062019 0.934814
			0.055223 0.932722
			0.055223 0.932722
			0.062019 0.934814
			0.061128 0.930132
			0.061128 0.930132
			0.049272 0.926540
			0.055223 0.932722
			0.049272 0.926540
			0.061128 0.930132
			0.061409 0.921860
			0.061409 0.921860
			0.047651 0.917816
			0.049272 0.926540
			0.047651 0.917816
			0.061409 0.921860
			0.062802 0.912348
			0.062802 0.912348
			0.050869 0.908969
			0.047651 0.917816
			0.050869 0.908969
			0.062802 0.912348
			0.064894 0.904367
			0.064894 0.904367
			0.058022 0.902485
			0.050869 0.908969
			0.058022 0.902485
			0.064894 0.904367
			0.067076 0.900131
			0.064894 0.904367
			0.073731 0.904333
			0.067076 0.900131
			0.062802 0.912348
			0.078198 0.912167
			0.073731 0.904333
			0.073731 0.904333
			0.064894 0.904367
			0.062802 0.912348
			0.061409 0.921860
			0.079206 0.921482
			0.078198 0.912167
			0.078198 0.912167
			0.062802 0.912348
			0.061409 0.921860
			0.079206 0.921482
			0.061409 0.921860
			0.061128 0.930132
			0.061128 0.930132
			0.076479 0.929679
			0.079206 0.921482
			0.062019 0.934814
			0.070811 0.934513
			0.076479 0.929679
			0.076479 0.929679
			0.061128 0.930132
			0.062019 0.934814
			0.063791 0.934740
			0.070811 0.934513
			0.062019 0.934814
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="leg_joint1" size="180" prim="Triangle" parent="NULL">
		<coordinate>
			-2.973794 -6.503875 0.015885
			-1.408535 -5.566089 0.504808
			-1.379018 -7.390536 0.504808
			-1.379018 -7.390536 0.504808
			-1.408535 -5.566089 0.504808
			-0.262687 -4.879583 1.840570
			-0.262687 -4.879583 1.840570
			-0.211562 -8.039616 1.840570
			-1.379018 -7.390536 0.504808
			0.156723 -4.628305 3.665255
			0.215757 -8.277196 3.665255
			-0.211562 -8.039616 1.840570
			-0.211562 -8.039616 1.840570
			-0.262687 -4.879583 1.840570
			0.156723 -4.628305 3.665255
			0.215757 -8.277196 3.665255
			0.156723 -4.628305 3.665255
			-0.262687 -4.879583 5.489940
			-0.262687 -4.879583 5.489940
			-0.211562 -8.039616 5.489940
			0.215757 -8.277196 3.665255
			-0.211562 -8.039616 5.489940
			-0.262687 -4.879583 5.489940
			-1.408535 -5.566090 6.825701
			-1.408535 -5.566090 6.825701
			-1.379018 -7.390535 6.825701
			-0.211562 -8.039616 5.489940
			-1.379018 -7.390535 6.825701
			-1.408535 -5.566090 6.825701
			-2.973793 -6.503875 7.314624
			-1.408535 -5.566090 6.825701
			-3.003310 -4.679429 6.825701
			-2.973793 -6.503875 7.314624
			-0.262687 -4.879583 5.489940
			-3.024918 -3.343842 5.489940
			-3.003310 -4.679429 6.825701
			-3.003310 -4.679429 6.825701
			-1.408535 -5.566090 6.825701
			-0.262687 -4.879583 5.489940
			0.156723 -4.628305 3.665255
			-3.032827 -2.854983 3.665255
			-3.024918 -3.343842 5.489940
			-3.024918 -3.343842 5.489940
			-0.262687 -4.879583 5.489940
			0.156723 -4.628305 3.665255
			-0.262687 -4.879583 1.840570
			-3.024918 -3.343842 1.840570
			-3.032827 -2.854983 3.665255
			-3.032827 -2.854983 3.665255
			0.156723 -4.628305 3.665255
			-0.262687 -4.879583 1.840570
			-1.408535 -5.566089 0.504808
			-3.003310 -4.679429 0.504808
			-3.024918 -3.343842 1.840570
			-3.024918 -3.343842 1.840570
			-0.262687 -4.879583 1.840570
			-1.408535 -5.566089 0.504808
			-2.973794 -6.503875 0.015885
			-3.003310 -4.679429 0.504808
			-1.408535 -5.566089 0.504808
			-2.973794 -6.503875 0.015885
			-4.568568 -5.617214 0.504808
			-3.003310 -4.679429 0.504808
			-3.003310 -4.679429 0.504808
			-4.568568 -5.617214 0.504808
			-5.736024 -4.968134 1.840570
			-5.736024 -4.968134 1.840570
			-3.024918 -3.343842 1.840570
			-3.003310 -4.679429 0.504808
			-3.024918 -3.343842 1.840570
			-5.736024 -4.968134 1.840570
			-6.163343 -4.730554 3.665255
			-6.163343 -4.730554 3.665255
			-3.032827 -2.854983 3.665255
			-3.024918 -3.343842 1.840570
			-3.032827 -2.854983 3.665255
			-6.163343 -4.730554 3.665255
			-5.736024 -4.968134 5.489940
			-5.736024 -4.968134 5.489940
			-3.024918 -3.343842 5.489940
			-3.032827 -2.854983 3.665255
			-3.024918 -3.343842 5.489940
			-5.736024 -4.968134 5.489940
			-4.568568 -5.617214 6.825701
			-4.568568 -5.617214 6.825701
			-3.003310 -4.679429 6.825701
			-3.024918 -3.343842 5.489940
			-3.003310 -4.679429 6.825701
			-4.568568 -5.617214 6.825701
			-2.973793 -6.503875 7.314624
			-4.568568 -5.617214 6.825701
			-4.539051 -7.441660 6.825701
			-2.973793 -6.503875 7.314624
			-5.736024 -4.968134 5.489940
			-5.684899 -8.128166 5.489940
			-4.539051 -7.441660 6.825701
			-4.539051 -7.441660 6.825701
			-4.568568 -5.617214 6.825701
			-5.736024 -4.968134 5.489940
			-6.163343 -4.730554 3.665255
			-6.104309 -8.379445 3.665255
			-5.684899 -8.128166 5.489940
			-5.684899 -8.128166 5.489940
			-5.736024 -4.968134 5.489940
			-6.163343 -4.730554 3.665255
			-5.736024 -4.968134 1.840570
			-5.684899 -8.128166 1.840570
			-6.104309 -8.379445 3.665255
			-6.104309 -8.379445 3.665255
			-6.163343 -4.730554 3.665255
			-5.736024 -4.968134 1.840570
			-4.568568 -5.617214 0.504808
			-4.539051 -7.441660 0.504808
			-5.684899 -8.128166 1.840570
			-5.684899 -8.128166 1.840570
			-5.736024 -4.968134 1.840570
			-4.568568 -5.617214 0.504808
			-2.973794 -6.503875 0.015885
			-4.539051 -7.441660 0.504808
			-4.568568 -5.617214 0.504808
			-2.973794 -6.503875 0.015885
			-2.944276 -8.328321 0.504808
			-4.539051 -7.441660 0.504808
			-4.539051 -7.441660 0.504808
			-2.944276 -8.328321 0.504808
			-2.922669 -9.663908 1.840570
			-2.922669 -9.663908 1.840570
			-5.684899 -8.128166 1.840570
			-4.539051 -7.441660 0.504808
			-5.684899 -8.128166 1.840570
			-2.922669 -9.663908 1.840570
			-2.914760 -10.152766 3.665255
			-2.914760 -10.152766 3.665255
			-6.104309 -8.379445 3.665255
			-5.684899 -8.128166 1.840570
			-6.104309 -8.379445 3.665255
			-2.914760 -10.152766 3.665255
			-2.922669 -9.663908 5.489940
			-2.922669 -9.663908 5.489940
			-5.684899 -8.128166 5.489940
			-6.104309 -8.379445 3.665255
			-5.684899 -8.128166 5.489940
			-2.922669 -9.663908 5.489940
			-2.944276 -8.328321 6.825701
			-2.944276 -8.328321 6.825701
			-4.539051 -7.441660 6.825701
			-5.684899 -8.128166 5.489940
			-4.539051 -7.441660 6.825701
			-2.944276 -8.328321 6.825701
			-2.973793 -6.503875 7.314624
			-2.944276 -8.328321 6.825701
			-1.379018 -7.390535 6.825701
			-2.973793 -6.503875 7.314624
			-2.922669 -9.663908 5.489940
			-0.211562 -8.039616 5.489940
			-1.379018 -7.390535 6.825701
			-1.379018 -7.390535 6.825701
			-2.944276 -8.328321 6.825701
			-2.922669 -9.663908 5.489940
			-2.914760 -10.152766 3.665255
			0.215757 -8.277196 3.665255
			-0.211562 -8.039616 5.489940
			-0.211562 -8.039616 5.489940
			-2.922669 -9.663908 5.489940
			-2.914760 -10.152766 3.665255
			0.215757 -8.277196 3.665255
			-2.914760 -10.152766 3.665255
			-2.922669 -9.663908 1.840570
			-2.922669 -9.663908 1.840570
			-0.211562 -8.039616 1.840570
			0.215757 -8.277196 3.665255
			-2.944276 -8.328321 0.504808
			-1.379018 -7.390536 0.504808
			-0.211562 -8.039616 1.840570
			-0.211562 -8.039616 1.840570
			-2.922669 -9.663908 1.840570
			-2.944276 -8.328321 0.504808
			-2.973794 -6.503875 0.015885
			-1.379018 -7.390536 0.504808
			-2.944276 -8.328321 0.504808
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			2.533891 1.517991 -5.222327
			2.581683 -1.435224 -5.222327
			2.581683 -1.435224 -5.222327
			2.533891 1.517991 -5.222327
			4.436964 2.658223 -3.040376
			4.436964 2.658223 -3.040376
			4.520646 -2.513382 -3.040376
			2.581683 -1.435224 -5.222327
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			4.436964 2.658223 -3.040376
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 3.040376
			4.436964 2.658223 3.040376
			4.520646 -2.513382 3.040376
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.436964 2.658223 3.040376
			2.533891 1.517991 5.222327
			2.533891 1.517991 5.222327
			2.581683 -1.435224 5.222327
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.533891 1.517991 5.222327
			0.000000 0.000000 6.000000
			2.533891 1.517991 5.222327
			-0.047609 2.953398 5.222327
			0.000000 0.000000 6.000000
			4.436964 2.658223 3.040376
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-0.047609 2.953398 5.222327
			2.533891 1.517991 5.222327
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-0.083499 5.171789 3.040376
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-0.097049 5.999084 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-0.083499 5.171789 -3.040376
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-0.047609 2.953398 -5.222327
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-2.581683 1.435224 -5.222327
			-0.047609 2.953398 -5.222327
			-0.047609 2.953398 -5.222327
			-2.581683 1.435224 -5.222327
			-4.520646 2.513382 -3.040376
			-4.520646 2.513382 -3.040376
			-0.083499 5.171789 -3.040376
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-4.520646 2.513382 -3.040376
			-5.243934 2.915494 0.000000
			-5.243934 2.915494 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 3.040376
			-4.520646 2.513382 3.040376
			-0.083499 5.171789 3.040376
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-4.520646 2.513382 3.040376
			-2.581683 1.435224 5.222327
			-2.581683 1.435224 5.222327
			-0.047609 2.953398 5.222327
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-2.581683 1.435224 5.222327
			0.000000 0.000000 6.000000
			-2.581683 1.435224 5.222327
			-2.533891 -1.517991 5.222327
			0.000000 0.000000 6.000000
			-4.520646 2.513382 3.040376
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			-2.533891 -1.517991 5.222327
			-2.581683 1.435224 5.222327
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			-4.436964 -2.658223 3.040376
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			-5.146886 -3.083590 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			-4.436964 -2.658223 -3.040376
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			-2.533891 -1.517991 -5.222327
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			0.047609 -2.953398 -5.222327
			-2.533891 -1.517991 -5.222327
			-2.533891 -1.517991 -5.222327
			0.047609 -2.953398 -5.222327
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			-4.436964 -2.658223 -3.040376
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			0.083499 -5.171789 -3.040376
			0.097049 -5.999084 0.000000
			0.097049 -5.999084 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 3.040376
			0.083499 -5.171789 3.040376
			-4.436964 -2.658223 3.040376
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			0.083499 -5.171789 3.040376
			0.047609 -2.953398 5.222327
			0.047609 -2.953398 5.222327
			-2.533891 -1.517991 5.222327
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			0.047609 -2.953398 5.222327
			0.000000 0.000000 6.000000
			0.047609 -2.953398 5.222327
			2.581683 -1.435224 5.222327
			0.000000 0.000000 6.000000
			0.083499 -5.171789 3.040376
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.581683 -1.435224 5.222327
			0.047609 -2.953398 5.222327
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.520646 -2.513382 3.040376
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			4.520646 -2.513382 -3.040376
			5.243934 -2.915494 0.000000
			0.047609 -2.953398 -5.222327
			2.581683 -1.435224 -5.222327
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			0.083499 -5.171789 -3.040376
			0.047609 -2.953398 -5.222327
			0.000000 0.000000 -6.000000
			2.581683 -1.435224 -5.222327
			0.047609 -2.953398 -5.222327
		</normal>
		<model>
			-0.495632 -1.083979 0.610876
		</model>
		<texture>
			0.059673 0.948338
			0.072228 0.945475
			0.069293 0.947294
			0.069293 0.947294
			0.072228 0.945475
			0.081844 0.936996
			0.081844 0.936996
			0.077091 0.939841
			0.069293 0.947294
			0.086164 0.925122
			0.080842 0.927880
			0.077091 0.939841
			0.077091 0.939841
			0.081844 0.936996
			0.086164 0.925122
			0.080842 0.927880
			0.086164 0.925122
			0.084108 0.912829
			0.084108 0.912829
			0.079415 0.914726
			0.080842 0.927880
			0.079415 0.914726
			0.084108 0.912829
			0.076088 0.903239
			0.076088 0.903239
			0.073208 0.904108
			0.079415 0.914726
			0.073208 0.904108
			0.076088 0.903239
			0.064027 0.898960
			0.076088 0.903239
			0.066792 0.901487
			0.064027 0.898960
			0.084108 0.912829
			0.068163 0.909683
			0.066792 0.901487
			0.066792 0.901487
			0.076088 0.903239
			0.084108 0.912829
			0.086164 0.925122
			0.067875 0.921280
			0.068163 0.909683
			0.068163 0.909683
			0.084108 0.912829
			0.086164 0.925122
			0.081844 0.936996
			0.066036 0.933455
			0.067875 0.921280
			0.067875 0.921280
			0.086164 0.925122
			0.081844 0.936996
			0.072228 0.945475
			0.063072 0.943318
			0.066036 0.933455
			0.066036 0.933455
			0.081844 0.936996
			0.072228 0.945475
			0.059673 0.948338
			0.063072 0.943318
			0.072228 0.945475
			0.059673 0.948338
			0.050818 0.942890
			0.063072 0.943318
			0.063072 0.943318
			0.050818 0.942890
			0.044983 0.932512
			0.044983 0.932512
			0.066036 0.933455
			0.063072 0.943318
			0.066036 0.933455
			0.044983 0.932512
			0.043599 0.919898
			0.043599 0.919898
			0.067875 0.921280
			0.066036 0.933455
			0.067875 0.921280
			0.043599 0.919898
			0.047022 0.908237
			0.047022 0.908237
			0.068163 0.909683
			0.067875 0.921280
			0.068163 0.909683
			0.047022 0.908237
			0.054450 0.900543
			0.054450 0.900543
			0.066792 0.901487
			0.068163 0.909683
			0.066792 0.901487
			0.054450 0.900543
			0.064027 0.898960
			0.054450 0.900543
			0.051067 0.901352
			0.064027 0.898960
			0.047022 0.908237
			0.040825 0.909956
			0.051067 0.901352
			0.051067 0.901352
			0.054450 0.900543
			0.047022 0.908237
			0.043599 0.919898
			0.036283 0.922424
			0.040825 0.909956
			0.040825 0.909956
			0.047022 0.908237
			0.043599 0.919898
			0.044983 0.932512
			0.038744 0.935188
			0.036283 0.922424
			0.036283 0.922424
			0.043599 0.919898
			0.044983 0.932512
			0.050818 0.942890
			0.047390 0.944653
			0.038744 0.935188
			0.038744 0.935188
			0.044983 0.932512
			0.050818 0.942890
			0.059673 0.948338
			0.047390 0.944653
			0.050818 0.942890
			0.059673 0.948338
			0.056707 0.946902
			0.047390 0.944653
			0.047390 0.944653
			0.056707 0.946902
			0.055037 0.938983
			0.055037 0.938983
			0.038744 0.935188
			0.047390 0.944653
			0.038744 0.935188
			0.055037 0.938983
			0.055225 0.926572
			0.055225 0.926572
			0.036283 0.922424
			0.038744 0.935188
			0.036283 0.922424
			0.055225 0.926572
			0.057264 0.913305
			0.057264 0.913305
			0.040825 0.909956
			0.036283 0.922424
			0.040825 0.909956
			0.057264 0.913305
			0.060528 0.903166
			0.060528 0.903166
			0.051067 0.901352
			0.040825 0.909956
			0.051067 0.901352
			0.060528 0.903166
			0.064027 0.898960
			0.060528 0.903166
			0.073208 0.904108
			0.064027 0.898960
			0.057264 0.913305
			0.079415 0.914726
			0.073208 0.904108
			0.073208 0.904108
			0.060528 0.903166
			0.057264 0.913305
			0.055225 0.926572
			0.080842 0.927880
			0.079415 0.914726
			0.079415 0.914726
			0.057264 0.913305
			0.055225 0.926572
			0.080842 0.927880
			0.055225 0.926572
			0.055037 0.938983
			0.055037 0.938983
			0.077091 0.939841
			0.080842 0.927880
			0.056707 0.946902
			0.069293 0.947294
			0.077091 0.939841
			0.077091 0.939841
			0.055037 0.938983
			0.056707 0.946902
			0.059673 0.948338
			0.069293 0.947294
			0.056707 0.946902
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="hand_joint1" size="180" prim="Triangle" parent="NULL">
		<coordinate>
			20.139590 -6.881371 0.430459
			21.704848 -5.943585 0.919382
			21.734365 -7.768031 0.919382
			21.734365 -7.768031 0.919382
			21.704848 -5.943585 0.919382
			22.850697 -5.257079 2.255144
			22.850697 -5.257079 2.255144
			22.901821 -8.417112 2.255144
			21.734365 -7.768031 0.919382
			23.270106 -5.005800 4.079828
			23.329140 -8.654692 4.079828
			22.901821 -8.417112 2.255144
			22.901821 -8.417112 2.255144
			22.850697 -5.257079 2.255144
			23.270106 -5.005800 4.079828
			23.329140 -8.654692 4.079828
			23.270106 -5.005800 4.079828
			22.850697 -5.257079 5.904513
			22.850697 -5.257079 5.904513
			22.901821 -8.417112 5.904513
			23.329140 -8.654692 4.079828
			22.901821 -8.417112 5.904513
			22.850697 -5.257079 5.904513
			21.704848 -5.943585 7.240275
			21.704848 -5.943585 7.240275
			21.734365 -7.768031 7.240275
			22.901821 -8.417112 5.904513
			21.734365 -7.768031 7.240275
			21.704848 -5.943585 7.240275
			20.139590 -6.881370 7.729198
			21.704848 -5.943585 7.240275
			20.110073 -5.056925 7.240275
			20.139590 -6.881370 7.729198
			22.850697 -5.257079 5.904513
			20.088466 -3.721338 5.904513
			20.110073 -5.056925 7.240275
			20.110073 -5.056925 7.240275
			21.704848 -5.943585 7.240275
			22.850697 -5.257079 5.904513
			23.270106 -5.005800 4.079828
			20.080557 -3.232479 4.079828
			20.088466 -3.721338 5.904513
			20.088466 -3.721338 5.904513
			22.850697 -5.257079 5.904513
			23.270106 -5.005800 4.079828
			22.850697 -5.257079 2.255144
			20.088466 -3.721338 2.255144
			20.080557 -3.232479 4.079828
			20.080557 -3.232479 4.079828
			23.270106 -5.005800 4.079828
			22.850697 -5.257079 2.255144
			21.704848 -5.943585 0.919382
			20.110074 -5.056924 0.919382
			20.088466 -3.721338 2.255144
			20.088466 -3.721338 2.255144
			22.850697 -5.257079 2.255144
			21.704848 -5.943585 0.919382
			20.139590 -6.881371 0.430459
			20.110074 -5.056924 0.919382
			21.704848 -5.943585 0.919382
			20.139590 -6.881371 0.430459
			18.544815 -5.994710 0.919382
			20.110074 -5.056924 0.919382
			20.110074 -5.056924 0.919382
			18.544815 -5.994710 0.919382
			17.377359 -5.345629 2.255144
			17.377359 -5.345629 2.255144
			20.088466 -3.721338 2.255144
			20.110074 -5.056924 0.919382
			20.088466 -3.721338 2.255144
			17.377359 -5.345629 2.255144
			16.950041 -5.108049 4.079828
			16.950041 -5.108049 4.079828
			20.080557 -3.232479 4.079828
			20.088466 -3.721338 2.255144
			20.080557 -3.232479 4.079828
			16.950041 -5.108049 4.079828
			17.377359 -5.345629 5.904513
			17.377359 -5.345629 5.904513
			20.088466 -3.721338 5.904513
			20.080557 -3.232479 4.079828
			20.088466 -3.721338 5.904513
			17.377359 -5.345629 5.904513
			18.544815 -5.994710 7.240275
			18.544815 -5.994710 7.240275
			20.110073 -5.056925 7.240275
			20.088466 -3.721338 5.904513
			20.110073 -5.056925 7.240275
			18.544815 -5.994710 7.240275
			20.139590 -6.881370 7.729198
			18.544815 -5.994710 7.240275
			18.574332 -7.819156 7.240275
			20.139590 -6.881370 7.729198
			17.377359 -5.345629 5.904513
			17.428484 -8.505662 5.904513
			18.574332 -7.819156 7.240275
			18.574332 -7.819156 7.240275
			18.544815 -5.994710 7.240275
			17.377359 -5.345629 5.904513
			16.950041 -5.108049 4.079828
			17.009074 -8.756941 4.079828
			17.428484 -8.505662 5.904513
			17.428484 -8.505662 5.904513
			17.377359 -5.345629 5.904513
			16.950041 -5.108049 4.079828
			17.377359 -5.345629 2.255144
			17.428484 -8.505662 2.255144
			17.009074 -8.756941 4.079828
			17.009074 -8.756941 4.079828
			16.950041 -5.108049 4.079828
			17.377359 -5.345629 2.255144
			18.544815 -5.994710 0.919382
			18.574332 -7.819156 0.919382
			17.428484 -8.505662 2.255144
			17.428484 -8.505662 2.255144
			17.377359 -5.345629 2.255144
			18.544815 -5.994710 0.919382
			20.139590 -6.881371 0.430459
			18.574332 -7.819156 0.919382
			18.544815 -5.994710 0.919382
			20.139590 -6.881371 0.430459
			20.169107 -8.705816 0.919382
			18.574332 -7.819156 0.919382
			18.574332 -7.819156 0.919382
			20.169107 -8.705816 0.919382
			20.190714 -10.041403 2.255144
			20.190714 -10.041403 2.255144
			17.428484 -8.505662 2.255144
			18.574332 -7.819156 0.919382
			17.428484 -8.505662 2.255144
			20.190714 -10.041403 2.255144
			20.198624 -10.530262 4.079828
			20.198624 -10.530262 4.079828
			17.009074 -8.756941 4.079828
			17.428484 -8.505662 2.255144
			17.009074 -8.756941 4.079828
			20.198624 -10.530262 4.079828
			20.190714 -10.041403 5.904513
			20.190714 -10.041403 5.904513
			17.428484 -8.505662 5.904513
			17.009074 -8.756941 4.079828
			17.428484 -8.505662 5.904513
			20.190714 -10.041403 5.904513
			20.169107 -8.705816 7.240275
			20.169107 -8.705816 7.240275
			18.574332 -7.819156 7.240275
			17.428484 -8.505662 5.904513
			18.574332 -7.819156 7.240275
			20.169107 -8.705816 7.240275
			20.139590 -6.881370 7.729198
			20.169107 -8.705816 7.240275
			21.734365 -7.768031 7.240275
			20.139590 -6.881370 7.729198
			20.190714 -10.041403 5.904513
			22.901821 -8.417112 5.904513
			21.734365 -7.768031 7.240275
			21.734365 -7.768031 7.240275
			20.169107 -8.705816 7.240275
			20.190714 -10.041403 5.904513
			20.198624 -10.530262 4.079828
			23.329140 -8.654692 4.079828
			22.901821 -8.417112 5.904513
			22.901821 -8.417112 5.904513
			20.190714 -10.041403 5.904513
			20.198624 -10.530262 4.079828
			23.329140 -8.654692 4.079828
			20.198624 -10.530262 4.079828
			20.190714 -10.041403 2.255144
			20.190714 -10.041403 2.255144
			22.901821 -8.417112 2.255144
			23.329140 -8.654692 4.079828
			20.169107 -8.705816 0.919382
			21.734365 -7.768031 0.919382
			22.901821 -8.417112 2.255144
			22.901821 -8.417112 2.255144
			20.190714 -10.041403 2.255144
			20.169107 -8.705816 0.919382
			20.139590 -6.881371 0.430459
			21.734365 -7.768031 0.919382
			20.169107 -8.705816 0.919382
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			2.533891 1.517991 -5.222327
			2.581683 -1.435224 -5.222327
			2.581683 -1.435224 -5.222327
			2.533891 1.517991 -5.222327
			4.436964 2.658223 -3.040376
			4.436964 2.658223 -3.040376
			4.520646 -2.513382 -3.040376
			2.581683 -1.435224 -5.222327
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			4.436964 2.658223 -3.040376
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 3.040376
			4.436964 2.658223 3.040376
			4.520646 -2.513382 3.040376
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.436964 2.658223 3.040376
			2.533891 1.517991 5.222327
			2.533891 1.517991 5.222327
			2.581683 -1.435224 5.222327
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.533891 1.517991 5.222327
			0.000000 0.000000 6.000000
			2.533891 1.517991 5.222327
			-0.047609 2.953398 5.222327
			0.000000 0.000000 6.000000
			4.436964 2.658223 3.040376
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-0.047609 2.953398 5.222327
			2.533891 1.517991 5.222327
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-0.083499 5.171789 3.040376
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-0.097049 5.999084 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-0.083499 5.171789 -3.040376
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-0.047609 2.953398 -5.222327
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-2.581683 1.435224 -5.222327
			-0.047609 2.953398 -5.222327
			-0.047609 2.953398 -5.222327
			-2.581683 1.435224 -5.222327
			-4.520646 2.513382 -3.040376
			-4.520646 2.513382 -3.040376
			-0.083499 5.171789 -3.040376
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-4.520646 2.513382 -3.040376
			-5.243934 2.915494 0.000000
			-5.243934 2.915494 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 3.040376
			-4.520646 2.513382 3.040376
			-0.083499 5.171789 3.040376
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-4.520646 2.513382 3.040376
			-2.581683 1.435224 5.222327
			-2.581683 1.435224 5.222327
			-0.047609 2.953398 5.222327
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-2.581683 1.435224 5.222327
			0.000000 0.000000 6.000000
			-2.581683 1.435224 5.222327
			-2.533891 -1.517991 5.222327
			0.000000 0.000000 6.000000
			-4.520646 2.513382 3.040376
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			-2.533891 -1.517991 5.222327
			-2.581683 1.435224 5.222327
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			-4.436964 -2.658223 3.040376
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			-5.146886 -3.083590 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			-4.436964 -2.658223 -3.040376
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			-2.533891 -1.517991 -5.222327
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			0.047609 -2.953398 -5.222327
			-2.533891 -1.517991 -5.222327
			-2.533891 -1.517991 -5.222327
			0.047609 -2.953398 -5.222327
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			-4.436964 -2.658223 -3.040376
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			0.083499 -5.171789 -3.040376
			0.097049 -5.999084 0.000000
			0.097049 -5.999084 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 3.040376
			0.083499 -5.171789 3.040376
			-4.436964 -2.658223 3.040376
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			0.083499 -5.171789 3.040376
			0.047609 -2.953398 5.222327
			0.047609 -2.953398 5.222327
			-2.533891 -1.517991 5.222327
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			0.047609 -2.953398 5.222327
			0.000000 0.000000 6.000000
			0.047609 -2.953398 5.222327
			2.581683 -1.435224 5.222327
			0.000000 0.000000 6.000000
			0.083499 -5.171789 3.040376
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.581683 -1.435224 5.222327
			0.047609 -2.953398 5.222327
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.520646 -2.513382 3.040376
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			4.520646 -2.513382 -3.040376
			5.243934 -2.915494 0.000000
			0.047609 -2.953398 -5.222327
			2.581683 -1.435224 -5.222327
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			0.083499 -5.171789 -3.040376
			0.047609 -2.953398 -5.222327
			0.000000 0.000000 -6.000000
			2.581683 -1.435224 -5.222327
			0.047609 -2.953398 -5.222327
		</normal>
		<model>
			3.356598 -1.146895 0.679971
		</model>
		<texture>
			0.064658 0.940739
			0.075404 0.937930
			0.075999 0.939659
			0.075999 0.939659
			0.075404 0.937930
			0.083975 0.929508
			0.083975 0.929508
			0.085355 0.932199
			0.075999 0.939659
			0.088262 0.917683
			0.090063 0.920266
			0.085355 0.932199
			0.085355 0.932199
			0.083975 0.929508
			0.088262 0.917683
			0.090063 0.920266
			0.088262 0.917683
			0.087193 0.905417
			0.087193 0.905417
			0.088710 0.907167
			0.090063 0.920266
			0.088710 0.907167
			0.087193 0.905417
			0.080947 0.895828
			0.080947 0.895828
			0.081675 0.896613
			0.088710 0.907167
			0.081675 0.896613
			0.080947 0.895828
			0.071005 0.891521
			0.080947 0.895828
			0.070099 0.894118
			0.071005 0.891521
			0.087193 0.905417
			0.068639 0.902345
			0.070099 0.894118
			0.070099 0.894118
			0.080947 0.895828
			0.087193 0.905417
			0.088262 0.917683
			0.067005 0.913925
			0.068639 0.902345
			0.068639 0.902345
			0.087193 0.905417
			0.088262 0.917683
			0.083975 0.929508
			0.065589 0.926042
			0.067005 0.913925
			0.067005 0.913925
			0.088262 0.917683
			0.083975 0.929508
			0.075404 0.937930
			0.064728 0.935817
			0.065589 0.926042
			0.065589 0.926042
			0.083975 0.929508
			0.075404 0.937930
			0.064658 0.940739
			0.064728 0.935817
			0.075404 0.937930
			0.064658 0.940739
			0.054378 0.935347
			0.064728 0.935817
			0.064728 0.935817
			0.054378 0.935347
			0.047772 0.925031
			0.047772 0.925031
			0.065589 0.926042
			0.064728 0.935817
			0.065589 0.926042
			0.047772 0.925031
			0.046457 0.912467
			0.046457 0.912467
			0.067005 0.913925
			0.065589 0.926042
			0.067005 0.913925
			0.046457 0.912467
			0.050774 0.900832
			0.050774 0.900832
			0.068639 0.902345
			0.067005 0.913925
			0.068639 0.902345
			0.050774 0.900832
			0.059701 0.893137
			0.059701 0.893137
			0.070099 0.894118
			0.068639 0.902345
			0.070099 0.894118
			0.059701 0.893137
			0.071005 0.891521
			0.059701 0.893137
			0.059944 0.893862
			0.071005 0.891521
			0.050774 0.900832
			0.050840 0.902405
			0.059944 0.893862
			0.059944 0.893862
			0.059701 0.893137
			0.050774 0.900832
			0.046457 0.912467
			0.046335 0.914819
			0.050840 0.902405
			0.050840 0.902405
			0.050774 0.900832
			0.046457 0.912467
			0.047772 0.925031
			0.047719 0.927554
			0.046335 0.914819
			0.046335 0.914819
			0.046457 0.912467
			0.047772 0.925031
			0.054378 0.935347
			0.054498 0.937021
			0.047719 0.927554
			0.047719 0.927554
			0.047772 0.925031
			0.054378 0.935347
			0.064658 0.940739
			0.054498 0.937021
			0.054378 0.935347
			0.064658 0.940739
			0.065444 0.939221
			0.054498 0.937021
			0.054498 0.937021
			0.065444 0.939221
			0.066922 0.931263
			0.066922 0.931263
			0.047719 0.927554
			0.054498 0.937021
			0.047719 0.927554
			0.066922 0.931263
			0.068694 0.918870
			0.068694 0.918870
			0.046335 0.914819
			0.047719 0.927554
			0.046335 0.914819
			0.068694 0.918870
			0.070230 0.905671
			0.070230 0.905671
			0.050840 0.902405
			0.046335 0.914819
			0.050840 0.902405
			0.070230 0.905671
			0.071072 0.895630
			0.071072 0.895630
			0.059944 0.893862
			0.050840 0.902405
			0.059944 0.893862
			0.071072 0.895630
			0.071005 0.891521
			0.071072 0.895630
			0.081675 0.896613
			0.071005 0.891521
			0.070230 0.905671
			0.088710 0.907167
			0.081675 0.896613
			0.081675 0.896613
			0.071072 0.895630
			0.070230 0.905671
			0.068694 0.918870
			0.090063 0.920266
			0.088710 0.907167
			0.088710 0.907167
			0.070230 0.905671
			0.068694 0.918870
			0.090063 0.920266
			0.068694 0.918870
			0.066922 0.931263
			0.066922 0.931263
			0.085355 0.932199
			0.090063 0.920266
			0.065444 0.939221
			0.075999 0.939659
			0.085355 0.932199
			0.085355 0.932199
			0.066922 0.931263
			0.065444 0.939221
			0.064658 0.940739
			0.075999 0.939659
			0.065444 0.939221
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="mimi.001" size="24" prim="Triangle" parent="NULL">
		<coordinate>
			23.200690 -7.087681 21.082507
			24.506469 -1.824239 19.202302
			23.622112 -1.703288 18.919734
			23.622112 -1.703288 18.919734
			22.316333 -6.966731 20.799941
			23.200690 -7.087681 21.082507
			25.061754 -6.340997 15.704501
			23.200690 -7.087681 21.082507
			22.316333 -6.966731 20.799941
			22.316333 -6.966731 20.799941
			24.177398 -6.220046 15.421933
			25.061754 -6.340997 15.704501
			25.061754 -6.340997 15.704501
			24.506469 -1.824239 19.202302
			23.622112 -1.703288 18.919734
			23.622112 -1.703288 18.919734
			24.177398 -6.220046 15.421933
			25.061754 -6.340997 15.704501
			23.200690 -7.087681 21.082507
			24.506469 -1.824239 19.202302
			25.061754 -6.340997 15.704501
			24.177398 -6.220046 15.421933
			22.316333 -6.966731 20.799941
			23.622112 -1.703288 18.919734
		</coordinate>
		<normal>
			-5.348857 -2.044618 1.791009
			-4.493911 -0.310556 3.963256
			-4.493911 -0.310556 3.963256
			-4.493911 -0.310556 3.963256
			-5.348857 -2.044618 1.791009
			-5.348857 -2.044618 1.791009
			-4.018555 -4.388256 0.769799
			-5.348857 -2.044618 1.791009
			-5.348857 -2.044618 1.791009
			-5.348857 -2.044618 1.791009
			-4.018555 -4.388256 0.769799
			-4.018555 -4.388256 0.769799
			-4.018555 -4.388256 0.769799
			-4.493911 -0.310556 3.963256
			-4.493911 -0.310556 3.963256
			-4.493911 -0.310556 3.963256
			-4.018555 -4.388256 0.769799
			-4.018555 -4.388256 0.769799
			-5.348857 -2.044618 1.791009
			-4.493911 -0.310556 3.963256
			-4.018555 -4.388256 0.769799
			-4.018555 -4.388256 0.769799
			-5.348857 -2.044618 1.791009
			-4.493911 -0.310556 3.963256
		</normal>
		<model>
			4.179114 -0.841174 3.063352
		</model>
		<texture>
			0.145644 0.093086
			0.143559 0.162836
			0.154425 0.224180
			0.154425 0.224180
			0.157763 0.112490
			0.145644 0.093086
			0.166665 0.195969
			0.163631 0.152906
			0.172225 0.110050
			0.172225 0.110050
			0.177085 0.179006
			0.166665 0.195969
			0.166665 0.195969
			0.221513 0.188014
			0.229219 0.145604
			0.229219 0.145604
			0.177085 0.179006
			0.166665 0.195969
			0.506168 0.657156
			0.381017 0.867273
			0.625559 0.870598
			0.106954 0.155177
			0.199233 0.103308
			0.197644 0.209305
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="mimi" size="24" prim="Triangle" parent="NULL">
		<coordinate>
			23.556050 5.871951 21.832940
			23.384577 5.785984 16.096455
			22.451607 5.712410 16.123157
			22.451607 5.712410 16.123157
			22.623080 5.798378 21.859642
			23.556050 5.871951 21.832940
			23.907995 0.877934 19.025811
			23.556050 5.871951 21.832940
			22.623080 5.798378 21.859642
			22.623080 5.798378 21.859642
			22.975024 0.804359 19.052512
			23.907995 0.877934 19.025811
			23.907995 0.877934 19.025811
			23.384577 5.785984 16.096455
			22.451607 5.712410 16.123157
			22.451607 5.712410 16.123157
			22.975024 0.804359 19.052512
			23.907995 0.877934 19.025811
			23.556050 5.871951 21.832940
			23.384577 5.785984 16.096455
			23.907995 0.877934 19.025811
			22.975024 0.804359 19.052512
			22.623080 5.798378 21.859642
			22.451607 5.712410 16.123157
		</coordinate>
		<normal>
			-4.296152 1.799066 3.782159
			-3.280435 4.273446 2.641011
			-3.280435 4.273446 2.641011
			-3.280435 4.273446 2.641011
			-4.296152 1.799066 3.782159
			-4.296152 1.799066 3.782159
			-2.841334 -0.185858 5.281106
			-4.296152 1.799066 3.782159
			-4.296152 1.799066 3.782159
			-4.296152 1.799066 3.782159
			-2.841334 -0.185858 5.281106
			-2.841334 -0.185858 5.281106
			-2.841334 -0.185858 5.281106
			-3.280435 4.273446 2.641011
			-3.280435 4.273446 2.641011
			-3.280435 4.273446 2.641011
			-2.841334 -0.185858 5.281106
			-2.841334 -0.185858 5.281106
			-4.296152 1.799066 3.782159
			-3.280435 4.273446 2.641011
			-2.841334 -0.185858 5.281106
			-2.841334 -0.185858 5.281106
			-4.296152 1.799066 3.782159
			-3.280435 4.273446 2.641011
		</normal>
		<model>
			4.068380 0.750332 3.151396
		</model>
		<texture>
			0.071192 0.089236
			0.112006 0.160209
			0.110151 0.130909
			0.110151 0.130909
			0.089441 0.101270
			0.071192 0.089236
			0.141569 0.089236
			0.071192 0.089236
			0.089441 0.101270
			0.089441 0.101270
			0.127634 0.098017
			0.141569 0.089236
			0.112006 0.160209
			0.110151 0.130909
			0.127634 0.098017
			0.127634 0.098017
			0.112006 0.160209
			0.112006 0.160209
			0.508436 0.649897
			0.377252 0.864815
			0.628969 0.870965
			0.127634 0.098017
			0.089441 0.101270
			0.110151 0.130909
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="body1" size="120" prim="Triangle" parent="NULL">
		<coordinate>
			8.160213 -6.672005 10.172552
			11.832300 -6.697550 14.707274
			8.171536 -2.217437 13.183836
			8.171536 -2.217437 13.183836
			11.832300 -6.697550 14.707274
			16.714612 -4.465789 16.280283
			16.714612 -4.465789 16.280283
			10.791371 2.783189 13.815305
			8.171536 -2.217437 13.183836
			10.791371 2.783189 13.815305
			16.714612 -4.465789 16.280283
			20.942271 -0.829180 14.290742
			20.942271 -0.829180 14.290742
			15.019027 6.419798 11.825764
			10.791371 2.783189 13.815305
			22.900451 2.823218 9.498583
			19.239684 7.303331 7.975144
			15.019027 6.419798 11.825764
			15.019027 6.419798 11.825764
			20.942271 -0.829180 14.290742
			22.900451 2.823218 9.498583
			19.239684 7.303331 7.975144
			22.900451 2.823218 9.498583
			21.841197 5.096308 3.734259
			22.900451 2.823218 9.498583
			23.291936 -0.068578 3.905554
			21.841197 5.096308 3.734259
			20.942271 -0.829180 14.290742
			21.575707 -5.508201 5.241026
			23.291936 -0.068578 3.905554
			23.291936 -0.068578 3.905554
			22.900451 2.823218 9.498583
			20.942271 -0.829180 14.290742
			16.714612 -4.465789 16.280283
			17.348049 -9.144808 7.230570
			21.575707 -5.508201 5.241026
			21.575707 -5.508201 5.241026
			20.942271 -0.829180 14.290742
			16.714612 -4.465789 16.280283
			11.832300 -6.697550 14.707274
			12.223786 -9.589345 9.114246
			17.348049 -9.144808 7.230570
			17.348049 -9.144808 7.230570
			16.714612 -4.465789 16.280283
			11.832300 -6.697550 14.707274
			8.160213 -6.672005 10.172552
			12.223786 -9.589345 9.114246
			11.832300 -6.697550 14.707274
			8.160213 -6.672005 10.172552
			8.804973 -6.896456 4.134125
			12.223786 -9.589345 9.114246
			12.223786 -9.589345 9.114246
			8.804973 -6.896456 4.134125
			11.816294 -4.787629 -0.827435
			11.816294 -4.787629 -0.827435
			17.348049 -9.144808 7.230570
			12.223786 -9.589345 9.114246
			17.348049 -9.144808 7.230570
			11.816294 -4.787629 -0.827435
			16.043951 -1.151018 -2.816979
			16.043951 -1.151018 -2.816979
			21.575707 -5.508201 5.241026
			17.348049 -9.144808 7.230570
			21.575707 -5.508201 5.241026
			16.043951 -1.151018 -2.816979
			19.873123 2.624309 -1.074569
			19.873123 2.624309 -1.074569
			23.291936 -0.068578 3.905554
			21.575707 -5.508201 5.241026
			23.291936 -0.068578 3.905554
			19.873123 2.624309 -1.074569
			21.841197 5.096308 3.734259
			19.873123 2.624309 -1.074569
			17.368695 7.180399 1.440582
			21.841197 5.096308 3.734259
			16.043951 -1.151018 -2.816979
			11.991702 6.220888 1.252616
			17.368695 7.180399 1.440582
			17.368695 7.180399 1.440582
			19.873123 2.624309 -1.074569
			16.043951 -1.151018 -2.816979
			11.816294 -4.787629 -0.827435
			7.764047 2.584279 3.242159
			11.991702 6.220888 1.252616
			11.991702 6.220888 1.252616
			16.043951 -1.151018 -2.816979
			11.816294 -4.787629 -0.827435
			8.804973 -6.896456 4.134125
			6.300546 -2.340369 6.649270
			7.764047 2.584279 3.242159
			7.764047 2.584279 3.242159
			11.816294 -4.787629 -0.827435
			8.804973 -6.896456 4.134125
			8.160213 -6.672005 10.172552
			6.300546 -2.340369 6.649270
			8.804973 -6.896456 4.134125
			8.160213 -6.672005 10.172552
			8.171536 -2.217437 13.183836
			6.300546 -2.340369 6.649270
			6.300546 -2.340369 6.649270
			8.171536 -2.217437 13.183836
			10.791371 2.783189 13.815305
			10.791371 2.783189 13.815305
			7.764047 2.584279 3.242159
			6.300546 -2.340369 6.649270
			7.764047 2.584279 3.242159
			10.791371 2.783189 13.815305
			15.019027 6.419798 11.825764
			15.019027 6.419798 11.825764
			11.991702 6.220888 1.252616
			7.764047 2.584279 3.242159
			19.239684 7.303331 7.975144
			17.368695 7.180399 1.440582
			11.991702 6.220888 1.252616
			11.991702 6.220888 1.252616
			15.019027 6.419798 11.825764
			19.239684 7.303331 7.975144
			17.368695 7.180399 1.440582
			19.239684 7.303331 7.975144
			21.841197 5.096308 3.734259
		</coordinate>
		<normal>
			-4.710532 -3.417768 1.458663
			-2.292001 -3.572131 4.240852
			-4.885952 -0.158574 3.478744
			-4.885952 -0.158574 3.478744
			-2.292001 -3.572131 4.240852
			1.440168 -2.078677 5.440962
			1.440168 -2.078677 5.440962
			-3.121128 3.026459 4.134831
			-4.885952 -0.158574 3.478744
			-3.121128 3.026459 4.134831
			1.440168 -2.078677 5.440962
			4.318858 0.248115 4.157354
			4.318858 0.248115 4.157354
			-0.394055 5.052400 3.211951
			-3.121128 3.026459 4.134831
			5.372295 2.185064 1.536851
			2.594501 5.295938 1.104343
			-0.394055 5.052400 3.211951
			-0.394055 5.052400 3.211951
			4.318858 0.248115 4.157354
			5.372295 2.185064 1.536851
			2.594501 5.295938 1.104343
			5.372295 2.185064 1.536851
			4.710349 3.417951 -1.459029
			5.372295 2.185064 1.536851
			5.758476 -0.214057 -1.671071
			4.710349 3.417951 -1.459029
			4.318858 0.248115 4.157354
			4.715842 -3.488449 -1.260353
			5.758476 -0.214057 -1.671071
			5.758476 -0.214057 -1.671071
			5.372295 2.185064 1.536851
			4.318858 0.248115 4.157354
			1.440168 -2.078677 5.440962
			2.156133 -5.584887 -0.397534
			4.715842 -3.488449 -1.260353
			4.715842 -3.488449 -1.260353
			4.318858 0.248115 4.157354
			1.440168 -2.078677 5.440962
			-2.292001 -3.572131 4.240852
			-1.542894 -5.762505 0.641255
			2.156133 -5.584887 -0.397534
			2.156133 -5.584887 -0.397534
			1.440168 -2.078677 5.440962
			-2.292001 -3.572131 4.240852
			-4.710532 -3.417768 1.458663
			-1.542894 -5.762505 0.641255
			-2.292001 -3.572131 4.240852
			-4.710532 -3.417768 1.458663
			-4.096561 -3.953734 -1.893368
			-1.542894 -5.762505 0.641255
			-1.542894 -5.762505 0.641255
			-4.096561 -3.953734 -1.893368
			-2.127750 -3.074984 -4.692038
			-2.127750 -3.074984 -4.692038
			2.156133 -5.584887 -0.397534
			-1.542894 -5.762505 0.641255
			2.156133 -5.584887 -0.397534
			-2.127750 -3.074984 -4.692038
			0.799097 -0.907315 -5.876766
			0.799097 -0.907315 -5.876766
			4.715842 -3.488449 -1.260353
			2.156133 -5.584887 -0.397534
			4.715842 -3.488449 -1.260353
			0.799097 -0.907315 -5.876766
			3.593921 1.646352 -4.513504
			3.593921 1.646352 -4.513504
			5.758476 -0.214057 -1.671071
			4.715842 -3.488449 -1.260353
			5.758476 -0.214057 -1.671071
			3.593921 1.646352 -4.513504
			4.710349 3.417951 -1.459029
			3.593921 1.646352 -4.513504
			1.443464 5.140294 -2.737144
			4.710349 3.417951 -1.459029
			0.799097 -0.907315 -5.876766
			-2.593585 4.561663 -2.908902
			1.443464 5.140294 -2.737144
			1.443464 5.140294 -2.737144
			3.593921 1.646352 -4.513504
			0.799097 -0.907315 -5.876766
			-2.127750 -3.074984 -4.692038
			-5.235328 2.287057 -1.832576
			-2.593585 4.561663 -2.908902
			-2.593585 4.561663 -2.908902
			0.799097 -0.907315 -5.876766
			-2.127750 -3.074984 -4.692038
			-4.096561 -3.953734 -1.893368
			-5.967955 -0.584307 -0.203436
			-5.235328 2.287057 -1.832576
			-5.235328 2.287057 -1.832576
			-2.127750 -3.074984 -4.692038
			-4.096561 -3.953734 -1.893368
			-4.710532 -3.417768 1.458663
			-5.967955 -0.584307 -0.203436
			-4.096561 -3.953734 -1.893368
			-4.710532 -3.417768 1.458663
			-4.885952 -0.158574 3.478744
			-5.967955 -0.584307 -0.203436
			-5.967955 -0.584307 -0.203436
			-4.885952 -0.158574 3.478744
			-3.121128 3.026459 4.134831
			-3.121128 3.026459 4.134831
			-5.235328 2.287057 -1.832576
			-5.967955 -0.584307 -0.203436
			-5.235328 2.287057 -1.832576
			-3.121128 3.026459 4.134831
			-0.394055 5.052400 3.211951
			-0.394055 5.052400 3.211951
			-2.593585 4.561663 -2.908902
			-5.235328 2.287057 -1.832576
			2.594501 5.295938 1.104343
			1.443464 5.140294 -2.737144
			-2.593585 4.561663 -2.908902
			-2.593585 4.561663 -2.908902
			-0.394055 5.052400 3.211951
			2.594501 5.295938 1.104343
			1.443464 5.140294 -2.737144
			2.594501 5.295938 1.104343
			4.710349 3.417951 -1.459029
		</normal>
		<model>
			2.504077 -0.183616 1.141031
		</model>
		<texture>
			0.242269 0.166494
			0.237949 0.150104
			0.242922 0.185888
			0.242922 0.185888
			0.237949 0.150104
			0.213040 0.145252
			0.213040 0.145252
			0.222019 0.205267
			0.242922 0.185888
			0.222019 0.205267
			0.213040 0.145252
			0.176855 0.155628
			0.176855 0.155628
			0.186894 0.216015
			0.222019 0.205267
			0.146515 0.176663
			0.153105 0.213011
			0.186894 0.216015
			0.186894 0.216015
			0.176855 0.155628
			0.146515 0.176663
			0.153105 0.213011
			0.146515 0.176663
			0.135298 0.198149
			0.146515 0.176663
			0.139263 0.167202
			0.135298 0.198149
			0.176855 0.155628
			0.162322 0.142530
			0.139263 0.167202
			0.139263 0.167202
			0.146515 0.176663
			0.176855 0.155628
			0.213040 0.145252
			0.195187 0.133277
			0.162322 0.142530
			0.162322 0.142530
			0.176855 0.155628
			0.213040 0.145252
			0.237949 0.150104
			0.225500 0.142451
			0.195187 0.133277
			0.195187 0.133277
			0.213040 0.145252
			0.237949 0.150104
			0.242269 0.166494
			0.225500 0.142451
			0.237949 0.150104
			0.242269 0.166494
			0.223313 0.170869
			0.225500 0.142451
			0.225500 0.142451
			0.223313 0.170869
			0.194077 0.178807
			0.194077 0.178807
			0.195187 0.133277
			0.225500 0.142451
			0.195187 0.133277
			0.194077 0.178807
			0.163762 0.187761
			0.163762 0.187761
			0.162322 0.142530
			0.195187 0.133277
			0.162322 0.142530
			0.163762 0.187761
			0.141347 0.195094
			0.141347 0.195094
			0.139263 0.167202
			0.162322 0.142530
			0.139263 0.167202
			0.141347 0.195094
			0.135298 0.198149
			0.141347 0.195094
			0.149374 0.222228
			0.135298 0.198149
			0.163762 0.187761
			0.177375 0.230222
			0.149374 0.222228
			0.149374 0.222228
			0.141347 0.195094
			0.163762 0.187761
			0.194077 0.178807
			0.208845 0.220485
			0.177375 0.230222
			0.177375 0.230222
			0.163762 0.187761
			0.194077 0.178807
			0.223313 0.170869
			0.233306 0.196678
			0.208845 0.220485
			0.208845 0.220485
			0.194077 0.178807
			0.223313 0.170869
			0.242269 0.166494
			0.233306 0.196678
			0.223313 0.170869
			0.242269 0.166494
			0.242922 0.185888
			0.233306 0.196678
			0.233306 0.196678
			0.242922 0.185888
			0.222019 0.205267
			0.222019 0.205267
			0.208845 0.220485
			0.233306 0.196678
			0.208845 0.220485
			0.222019 0.205267
			0.186894 0.216015
			0.186894 0.216015
			0.177375 0.230222
			0.208845 0.220485
			0.153105 0.213011
			0.149374 0.222228
			0.177375 0.230222
			0.177375 0.230222
			0.186894 0.216015
			0.153105 0.213011
			0.149374 0.222228
			0.153105 0.213011
			0.135298 0.198149
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="face" size="120" prim="Triangle" parent="NULL">
		<coordinate>
			23.638647 -0.212293 7.011023
			25.385120 -4.374534 8.251449
			20.219813 -3.159493 8.251449
			20.219813 -3.159493 8.251449
			25.385120 -4.374534 8.251449
			26.464502 -6.946941 11.498931
			26.464502 -6.946941 11.498931
			18.106855 -4.980961 11.498931
			20.219813 -3.159493 8.251449
			18.106855 -4.980961 11.498931
			26.464502 -6.946941 11.498931
			26.464502 -6.946941 15.513039
			26.464502 -6.946941 15.513039
			18.106855 -4.980961 15.513039
			18.106855 -4.980961 11.498931
			25.385122 -4.374535 18.760521
			20.219813 -3.159493 18.760521
			18.106855 -4.980961 15.513039
			18.106855 -4.980961 15.513039
			26.464502 -6.946941 15.513039
			25.385122 -4.374535 18.760521
			20.219813 -3.159493 18.760521
			25.385122 -4.374535 18.760521
			23.638647 -0.212293 20.000949
			25.385122 -4.374535 18.760521
			28.136864 0.162503 18.760521
			23.638647 -0.212293 20.000949
			26.464502 -6.946941 15.513039
			29.603811 0.327545 15.513039
			28.136864 0.162503 18.760521
			28.136864 0.162503 18.760521
			25.385122 -4.374535 18.760521
			26.464502 -6.946941 15.513039
			26.464502 -6.946941 11.498931
			29.603811 0.327545 11.498931
			29.603811 0.327545 15.513039
			29.603811 0.327545 15.513039
			26.464502 -6.946941 15.513039
			26.464502 -6.946941 11.498931
			25.385120 -4.374534 8.251449
			28.136864 0.162503 8.251449
			29.603811 0.327545 11.498931
			29.603811 0.327545 11.498931
			26.464502 -6.946941 11.498931
			25.385120 -4.374534 8.251449
			23.638647 -0.212293 7.011023
			28.136864 0.162503 8.251449
			25.385120 -4.374534 8.251449
			23.638647 -0.212293 7.011023
			24.672217 4.181579 8.251449
			28.136864 0.162503 8.251449
			28.136864 0.162503 8.251449
			24.672217 4.181579 8.251449
			25.311003 6.897145 11.498931
			25.311003 6.897145 11.498931
			29.603811 0.327545 11.498931
			28.136864 0.162503 8.251449
			29.603811 0.327545 11.498931
			25.311003 6.897145 11.498931
			25.311003 6.897145 15.513039
			25.311003 6.897145 15.513039
			29.603811 0.327545 15.513039
			29.603811 0.327545 11.498931
			29.603811 0.327545 15.513039
			25.311003 6.897145 15.513039
			24.672217 4.181580 18.760521
			24.672217 4.181580 18.760521
			28.136864 0.162503 18.760521
			29.603811 0.327545 15.513039
			28.136864 0.162503 18.760521
			24.672217 4.181580 18.760521
			23.638647 -0.212293 20.000949
			24.672217 4.181580 18.760521
			19.779216 2.128475 18.760521
			23.638647 -0.212293 20.000949
			25.311003 6.897145 15.513039
			17.393950 3.575148 15.513039
			19.779216 2.128475 18.760521
			19.779216 2.128475 18.760521
			24.672217 4.181580 18.760521
			25.311003 6.897145 15.513039
			25.311003 6.897145 11.498931
			17.393950 3.575147 11.498931
			17.393950 3.575148 15.513039
			17.393950 3.575148 15.513039
			25.311003 6.897145 15.513039
			25.311003 6.897145 11.498931
			24.672217 4.181579 8.251449
			19.779216 2.128475 8.251449
			17.393950 3.575147 11.498931
			17.393950 3.575147 11.498931
			25.311003 6.897145 11.498931
			24.672217 4.181579 8.251449
			23.638647 -0.212293 7.011023
			19.779216 2.128475 8.251449
			24.672217 4.181579 8.251449
			23.638647 -0.212293 7.011023
			20.219813 -3.159493 8.251449
			19.779216 2.128475 8.251449
			19.779216 2.128475 8.251449
			20.219813 -3.159493 8.251449
			18.106855 -4.980961 11.498931
			18.106855 -4.980961 11.498931
			17.393950 3.575147 11.498931
			19.779216 2.128475 8.251449
			17.393950 3.575147 11.498931
			18.106855 -4.980961 11.498931
			18.106855 -4.980961 15.513039
			18.106855 -4.980961 15.513039
			17.393950 3.575148 15.513039
			17.393950 3.575147 11.498931
			20.219813 -3.159493 18.760521
			19.779216 2.128475 18.760521
			17.393950 3.575148 15.513039
			17.393950 3.575148 15.513039
			18.106855 -4.980961 15.513039
			20.219813 -3.159493 18.760521
			19.779216 2.128475 18.760521
			20.219813 -3.159493 18.760521
			23.638647 -0.212293 20.000949
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			1.399884 -2.901761 -5.061556
			-2.364330 -2.038209 -5.123814
			-2.364330 -2.038209 -5.123814
			1.399884 -2.901761 -5.061556
			2.547258 -5.041597 -2.022828
			2.547258 -5.041597 -2.022828
			-4.237556 -3.653066 -2.167119
			-2.364330 -2.038209 -5.123814
			-4.237556 -3.653066 -2.167119
			2.547258 -5.041597 -2.022828
			2.547258 -5.041597 2.022828
			2.547258 -5.041597 2.022828
			-4.237556 -3.653066 2.167119
			-4.237556 -3.653066 -2.167119
			1.399884 -2.901761 5.061556
			-2.364330 -2.038209 5.123814
			-4.237556 -3.653066 2.167119
			-4.237556 -3.653066 2.167119
			2.547258 -5.041597 2.022828
			1.399884 -2.901761 5.061556
			-2.364330 -2.038209 5.123814
			1.399884 -2.901761 5.061556
			0.000000 0.000000 6.000000
			1.399884 -2.901761 5.061556
			3.502182 0.293710 4.862697
			0.000000 0.000000 6.000000
			2.547258 -5.041597 2.022828
			5.754631 0.489456 1.626026
			3.502182 0.293710 4.862697
			3.502182 0.293710 4.862697
			1.399884 -2.901761 5.061556
			2.547258 -5.041597 2.022828
			2.547258 -5.041597 -2.022828
			5.754631 0.489456 -1.626026
			5.754631 0.489456 1.626026
			5.754631 0.489456 1.626026
			2.547258 -5.041597 2.022828
			2.547258 -5.041597 -2.022828
			1.399884 -2.901761 -5.061556
			3.502182 0.293710 -4.862697
			5.754631 0.489456 -1.626026
			5.754631 0.489456 -1.626026
			2.547258 -5.041597 -2.022828
			1.399884 -2.901761 -5.061556
			0.000000 0.000000 -6.000000
			3.502182 0.293710 -4.862697
			1.399884 -2.901761 -5.061556
			0.000000 0.000000 -6.000000
			0.892483 3.091098 -5.064302
			3.502182 0.293710 -4.862697
			3.502182 0.293710 -4.862697
			0.892483 3.091098 -5.064302
			1.662099 5.395733 -2.029969
			1.662099 5.395733 -2.029969
			5.754631 0.489456 -1.626026
			3.502182 0.293710 -4.862697
			5.754631 0.489456 -1.626026
			1.662099 5.395733 -2.029969
			1.662099 5.395733 2.029969
			1.662099 5.395733 2.029969
			5.754631 0.489456 1.626026
			5.754631 0.489456 -1.626026
			5.754631 0.489456 1.626026
			1.662099 5.395733 2.029969
			0.892483 3.091098 5.064302
			0.892483 3.091098 5.064302
			3.502182 0.293710 4.862697
			5.754631 0.489456 1.626026
			3.502182 0.293710 4.862697
			0.892483 3.091098 5.064302
			0.000000 0.000000 6.000000
			0.892483 3.091098 5.064302
			-2.669027 1.618702 5.123814
			0.000000 0.000000 6.000000
			1.662099 5.395733 2.029969
			-4.783776 2.901395 2.167119
			-2.669027 1.618702 5.123814
			-2.669027 1.618702 5.123814
			0.892483 3.091098 5.064302
			1.662099 5.395733 2.029969
			1.662099 5.395733 -2.029969
			-4.783776 2.901395 -2.167119
			-4.783776 2.901395 2.167119
			-4.783776 2.901395 2.167119
			1.662099 5.395733 2.029969
			1.662099 5.395733 -2.029969
			0.892483 3.091098 -5.064302
			-2.669027 1.618702 -5.123814
			-4.783776 2.901395 -2.167119
			-4.783776 2.901395 -2.167119
			1.662099 5.395733 -2.029969
			0.892483 3.091098 -5.064302
			0.000000 0.000000 -6.000000
			-2.669027 1.618702 -5.123814
			0.892483 3.091098 -5.064302
			0.000000 0.000000 -6.000000
			-2.364330 -2.038209 -5.123814
			-2.669027 1.618702 -5.123814
			-2.669027 1.618702 -5.123814
			-2.364330 -2.038209 -5.123814
			-4.237556 -3.653066 -2.167119
			-4.237556 -3.653066 -2.167119
			-4.783776 2.901395 -2.167119
			-2.669027 1.618702 -5.123814
			-4.783776 2.901395 -2.167119
			-4.237556 -3.653066 -2.167119
			-4.237556 -3.653066 2.167119
			-4.237556 -3.653066 2.167119
			-4.783776 2.901395 2.167119
			-4.783776 2.901395 -2.167119
			-2.364330 -2.038209 5.123814
			-2.669027 1.618702 5.123814
			-4.783776 2.901395 2.167119
			-4.783776 2.901395 2.167119
			-4.237556 -3.653066 2.167119
			-2.364330 -2.038209 5.123814
			-2.669027 1.618702 5.123814
			-2.364330 -2.038209 5.123814
			0.000000 0.000000 6.000000
		</normal>
		<model>
			3.991768 -0.030013 2.250998
		</model>
		<texture>
			0.126496 0.120548
			0.160080 0.172437
			0.087525 0.168523
			0.087525 0.176213
			0.160080 0.176213
			0.180836 0.131745
			0.180836 0.131745
			0.063440 0.131745
			0.087525 0.176213
			0.179353 0.131745
			0.296749 0.131745
			0.296749 0.076779
			0.296749 0.076779
			0.179353 0.076779
			0.179353 0.131745
			0.160080 0.148224
			0.087525 0.148224
			0.063440 0.192692
			0.063440 0.192692
			0.180836 0.192692
			0.160080 0.148224
			0.087525 0.168523
			0.160080 0.172437
			0.126496 0.120548
			0.160080 0.172437
			0.186222 0.104642
			0.126496 0.120548
			0.625996 0.403690
			0.803116 0.404436
			0.802658 0.327131
			0.802658 0.327131
			0.676499 0.309530
			0.625996 0.403690
			0.629811 0.503600
			0.805079 0.486323
			0.803116 0.404436
			0.803116 0.404436
			0.625996 0.403690
			0.629811 0.503600
			0.691807 0.593409
			0.803567 0.555171
			0.805079 0.486323
			0.805079 0.486323
			0.629811 0.503600
			0.691807 0.593409
			0.802529 0.658716
			0.803567 0.555171
			0.691807 0.593409
			0.802529 0.658716
			0.913735 0.595363
			0.803567 0.555171
			0.803567 0.555171
			0.913735 0.595363
			0.976227 0.507246
			0.976227 0.507246
			0.805079 0.486323
			0.803567 0.555171
			0.805079 0.486323
			0.976227 0.507246
			0.983379 0.406503
			0.983379 0.406503
			0.803116 0.404436
			0.805079 0.486323
			0.803116 0.404436
			0.983379 0.406503
			0.931957 0.309529
			0.931957 0.309529
			0.802658 0.327131
			0.803116 0.404436
			0.186222 0.104642
			0.129825 0.058829
			0.126496 0.120548
			0.129825 0.174743
			0.068826 0.214223
			0.126496 0.236462
			0.131882 0.076779
			0.033184 0.076779
			0.068826 0.032310
			0.068826 0.032310
			0.129825 0.032310
			0.131882 0.076779
			0.131882 0.131745
			0.033184 0.131745
			0.033184 0.076779
			0.033184 0.076779
			0.131882 0.076779
			0.131882 0.131745
			0.129825 0.176213
			0.068826 0.176213
			0.033184 0.131745
			0.033184 0.131745
			0.131882 0.131745
			0.129825 0.176213
			0.126496 0.120548
			0.068826 0.098310
			0.129825 0.058829
			0.126496 0.120548
			0.087525 0.168523
			0.068826 0.098310
			0.150043 0.176213
			0.079830 0.176213
			0.050180 0.131745
			0.050180 0.131745
			0.163787 0.131745
			0.150043 0.176213
			0.163787 0.131745
			0.050180 0.131745
			0.050180 0.076779
			0.050180 0.076779
			0.163787 0.076779
			0.163787 0.131745
			0.079830 0.148224
			0.150043 0.148224
			0.163787 0.192692
			0.163787 0.192692
			0.050180 0.192692
			0.079830 0.148224
			0.184740 0.098310
			0.203438 0.168523
			0.242409 0.120548
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="leg_joint3" size="180" prim="Triangle" parent="NULL">
		<coordinate>
			-7.504541 -6.312246 -15.946269
			-6.817071 -5.900365 -15.731531
			-6.804107 -6.701672 -15.731531
			-6.804107 -6.701672 -15.731531
			-6.817071 -5.900365 -15.731531
			-6.313808 -5.598848 -15.144858
			-6.313808 -5.598848 -15.144858
			-6.291354 -6.986751 -15.144858
			-6.804107 -6.701672 -15.731531
			-6.129601 -5.488485 -14.343447
			-6.103674 -7.091098 -14.343447
			-6.291354 -6.986751 -15.144858
			-6.291354 -6.986751 -15.144858
			-6.313808 -5.598848 -15.144858
			-6.129601 -5.488485 -14.343447
			-6.103674 -7.091098 -14.343447
			-6.129601 -5.488485 -14.343447
			-6.313808 -5.598848 -13.542036
			-6.313808 -5.598848 -13.542036
			-6.291354 -6.986751 -13.542036
			-6.103674 -7.091098 -14.343447
			-6.291354 -6.986751 -13.542036
			-6.313808 -5.598848 -13.542036
			-6.817071 -5.900366 -12.955362
			-6.817071 -5.900366 -12.955362
			-6.804107 -6.701672 -12.955362
			-6.291354 -6.986751 -13.542036
			-6.804107 -6.701672 -12.955362
			-6.817071 -5.900366 -12.955362
			-7.504541 -6.312246 -12.740625
			-6.817071 -5.900366 -12.955362
			-7.517505 -5.510940 -12.955362
			-7.504541 -6.312246 -12.740625
			-6.313808 -5.598848 -13.542036
			-7.526995 -4.924343 -13.542036
			-7.517505 -5.510940 -12.955362
			-7.517505 -5.510940 -12.955362
			-6.817071 -5.900366 -12.955362
			-6.313808 -5.598848 -13.542036
			-6.129601 -5.488485 -14.343447
			-7.530468 -4.709634 -14.343447
			-7.526995 -4.924343 -13.542036
			-7.526995 -4.924343 -13.542036
			-6.313808 -5.598848 -13.542036
			-6.129601 -5.488485 -14.343447
			-6.313808 -5.598848 -15.144858
			-7.526995 -4.924343 -15.144858
			-7.530468 -4.709634 -14.343447
			-7.530468 -4.709634 -14.343447
			-6.129601 -5.488485 -14.343447
			-6.313808 -5.598848 -15.144858
			-6.817071 -5.900365 -15.731531
			-7.517504 -5.510939 -15.731531
			-7.526995 -4.924343 -15.144858
			-7.526995 -4.924343 -15.144858
			-6.313808 -5.598848 -15.144858
			-6.817071 -5.900365 -15.731531
			-7.504541 -6.312246 -15.946269
			-7.517504 -5.510939 -15.731531
			-6.817071 -5.900365 -15.731531
			-7.504541 -6.312246 -15.946269
			-8.204974 -5.922820 -15.731531
			-7.517504 -5.510939 -15.731531
			-7.517504 -5.510939 -15.731531
			-8.204974 -5.922820 -15.731531
			-8.717727 -5.637740 -15.144858
			-8.717727 -5.637740 -15.144858
			-7.526995 -4.924343 -15.144858
			-7.517504 -5.510939 -15.731531
			-7.526995 -4.924343 -15.144858
			-8.717727 -5.637740 -15.144858
			-8.905407 -5.533394 -14.343447
			-8.905407 -5.533394 -14.343447
			-7.530468 -4.709634 -14.343447
			-7.526995 -4.924343 -15.144858
			-7.530468 -4.709634 -14.343447
			-8.905407 -5.533394 -14.343447
			-8.717727 -5.637740 -13.542036
			-8.717727 -5.637740 -13.542036
			-7.526995 -4.924343 -13.542036
			-7.530468 -4.709634 -14.343447
			-7.526995 -4.924343 -13.542036
			-8.717727 -5.637740 -13.542036
			-8.204974 -5.922820 -12.955362
			-8.204974 -5.922820 -12.955362
			-7.517505 -5.510940 -12.955362
			-7.526995 -4.924343 -13.542036
			-7.517505 -5.510940 -12.955362
			-8.204974 -5.922820 -12.955362
			-7.504541 -6.312246 -12.740625
			-8.204974 -5.922820 -12.955362
			-8.192010 -6.724126 -12.955362
			-7.504541 -6.312246 -12.740625
			-8.717727 -5.637740 -13.542036
			-8.695273 -7.025643 -13.542036
			-8.192010 -6.724126 -12.955362
			-8.192010 -6.724126 -12.955362
			-8.204974 -5.922820 -12.955362
			-8.717727 -5.637740 -13.542036
			-8.905407 -5.533394 -14.343447
			-8.879479 -7.136006 -14.343447
			-8.695273 -7.025643 -13.542036
			-8.695273 -7.025643 -13.542036
			-8.717727 -5.637740 -13.542036
			-8.905407 -5.533394 -14.343447
			-8.717727 -5.637740 -15.144858
			-8.695273 -7.025643 -15.144858
			-8.879479 -7.136006 -14.343447
			-8.879479 -7.136006 -14.343447
			-8.905407 -5.533394 -14.343447
			-8.717727 -5.637740 -15.144858
			-8.204974 -5.922820 -15.731531
			-8.192010 -6.724126 -15.731531
			-8.695273 -7.025643 -15.144858
			-8.695273 -7.025643 -15.144858
			-8.717727 -5.637740 -15.144858
			-8.204974 -5.922820 -15.731531
			-7.504541 -6.312246 -15.946269
			-8.192010 -6.724126 -15.731531
			-8.204974 -5.922820 -15.731531
			-7.504541 -6.312246 -15.946269
			-7.491577 -7.113552 -15.731531
			-8.192010 -6.724126 -15.731531
			-8.192010 -6.724126 -15.731531
			-7.491577 -7.113552 -15.731531
			-7.482087 -7.700149 -15.144858
			-7.482087 -7.700149 -15.144858
			-8.695273 -7.025643 -15.144858
			-8.192010 -6.724126 -15.731531
			-8.695273 -7.025643 -15.144858
			-7.482087 -7.700149 -15.144858
			-7.478613 -7.914858 -14.343447
			-7.478613 -7.914858 -14.343447
			-8.879479 -7.136006 -14.343447
			-8.695273 -7.025643 -15.144858
			-8.879479 -7.136006 -14.343447
			-7.478613 -7.914858 -14.343447
			-7.482087 -7.700149 -13.542036
			-7.482087 -7.700149 -13.542036
			-8.695273 -7.025643 -13.542036
			-8.879479 -7.136006 -14.343447
			-8.695273 -7.025643 -13.542036
			-7.482087 -7.700149 -13.542036
			-7.491577 -7.113552 -12.955362
			-7.491577 -7.113552 -12.955362
			-8.192010 -6.724126 -12.955362
			-8.695273 -7.025643 -13.542036
			-8.192010 -6.724126 -12.955362
			-7.491577 -7.113552 -12.955362
			-7.504541 -6.312246 -12.740625
			-7.491577 -7.113552 -12.955362
			-6.804107 -6.701672 -12.955362
			-7.504541 -6.312246 -12.740625
			-7.482087 -7.700149 -13.542036
			-6.291354 -6.986751 -13.542036
			-6.804107 -6.701672 -12.955362
			-6.804107 -6.701672 -12.955362
			-7.491577 -7.113552 -12.955362
			-7.482087 -7.700149 -13.542036
			-7.478613 -7.914858 -14.343447
			-6.103674 -7.091098 -14.343447
			-6.291354 -6.986751 -13.542036
			-6.291354 -6.986751 -13.542036
			-7.482087 -7.700149 -13.542036
			-7.478613 -7.914858 -14.343447
			-6.103674 -7.091098 -14.343447
			-7.478613 -7.914858 -14.343447
			-7.482087 -7.700149 -15.144858
			-7.482087 -7.700149 -15.144858
			-6.291354 -6.986751 -15.144858
			-6.103674 -7.091098 -14.343447
			-7.491577 -7.113552 -15.731531
			-6.804107 -6.701672 -15.731531
			-6.291354 -6.986751 -15.144858
			-6.291354 -6.986751 -15.144858
			-7.482087 -7.700149 -15.144858
			-7.491577 -7.113552 -15.731531
			-7.504541 -6.312246 -15.946269
			-6.804107 -6.701672 -15.731531
			-7.491577 -7.113552 -15.731531
		</coordinate>
		<normal>
			0.000000 0.000000 -6.000000
			2.533891 1.517991 -5.222327
			2.581683 -1.435224 -5.222327
			2.581683 -1.435224 -5.222327
			2.533891 1.517991 -5.222327
			4.436964 2.658223 -3.040376
			4.436964 2.658223 -3.040376
			4.520646 -2.513382 -3.040376
			2.581683 -1.435224 -5.222327
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			4.436964 2.658223 -3.040376
			5.146886 3.083590 0.000000
			5.243934 -2.915494 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 3.040376
			4.436964 2.658223 3.040376
			4.520646 -2.513382 3.040376
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.436964 2.658223 3.040376
			2.533891 1.517991 5.222327
			2.533891 1.517991 5.222327
			2.581683 -1.435224 5.222327
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.533891 1.517991 5.222327
			0.000000 0.000000 6.000000
			2.533891 1.517991 5.222327
			-0.047609 2.953398 5.222327
			0.000000 0.000000 6.000000
			4.436964 2.658223 3.040376
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-0.047609 2.953398 5.222327
			2.533891 1.517991 5.222327
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-0.083499 5.171789 3.040376
			4.436964 2.658223 3.040376
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-0.097049 5.999084 0.000000
			5.146886 3.083590 0.000000
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-0.083499 5.171789 -3.040376
			4.436964 2.658223 -3.040376
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-0.047609 2.953398 -5.222327
			2.533891 1.517991 -5.222327
			0.000000 0.000000 -6.000000
			-2.581683 1.435224 -5.222327
			-0.047609 2.953398 -5.222327
			-0.047609 2.953398 -5.222327
			-2.581683 1.435224 -5.222327
			-4.520646 2.513382 -3.040376
			-4.520646 2.513382 -3.040376
			-0.083499 5.171789 -3.040376
			-0.047609 2.953398 -5.222327
			-0.083499 5.171789 -3.040376
			-4.520646 2.513382 -3.040376
			-5.243934 2.915494 0.000000
			-5.243934 2.915494 0.000000
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 -3.040376
			-0.097049 5.999084 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 3.040376
			-4.520646 2.513382 3.040376
			-0.083499 5.171789 3.040376
			-0.097049 5.999084 0.000000
			-0.083499 5.171789 3.040376
			-4.520646 2.513382 3.040376
			-2.581683 1.435224 5.222327
			-2.581683 1.435224 5.222327
			-0.047609 2.953398 5.222327
			-0.083499 5.171789 3.040376
			-0.047609 2.953398 5.222327
			-2.581683 1.435224 5.222327
			0.000000 0.000000 6.000000
			-2.581683 1.435224 5.222327
			-2.533891 -1.517991 5.222327
			0.000000 0.000000 6.000000
			-4.520646 2.513382 3.040376
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			-2.533891 -1.517991 5.222327
			-2.581683 1.435224 5.222327
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			-4.436964 -2.658223 3.040376
			-4.520646 2.513382 3.040376
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			-5.146886 -3.083590 0.000000
			-5.243934 2.915494 0.000000
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			-4.436964 -2.658223 -3.040376
			-4.520646 2.513382 -3.040376
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			-2.533891 -1.517991 -5.222327
			-2.581683 1.435224 -5.222327
			0.000000 0.000000 -6.000000
			0.047609 -2.953398 -5.222327
			-2.533891 -1.517991 -5.222327
			-2.533891 -1.517991 -5.222327
			0.047609 -2.953398 -5.222327
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			-4.436964 -2.658223 -3.040376
			-2.533891 -1.517991 -5.222327
			-4.436964 -2.658223 -3.040376
			0.083499 -5.171789 -3.040376
			0.097049 -5.999084 0.000000
			0.097049 -5.999084 0.000000
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 -3.040376
			-5.146886 -3.083590 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 3.040376
			0.083499 -5.171789 3.040376
			-4.436964 -2.658223 3.040376
			-5.146886 -3.083590 0.000000
			-4.436964 -2.658223 3.040376
			0.083499 -5.171789 3.040376
			0.047609 -2.953398 5.222327
			0.047609 -2.953398 5.222327
			-2.533891 -1.517991 5.222327
			-4.436964 -2.658223 3.040376
			-2.533891 -1.517991 5.222327
			0.047609 -2.953398 5.222327
			0.000000 0.000000 6.000000
			0.047609 -2.953398 5.222327
			2.581683 -1.435224 5.222327
			0.000000 0.000000 6.000000
			0.083499 -5.171789 3.040376
			4.520646 -2.513382 3.040376
			2.581683 -1.435224 5.222327
			2.581683 -1.435224 5.222327
			0.047609 -2.953398 5.222327
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			4.520646 -2.513382 3.040376
			4.520646 -2.513382 3.040376
			0.083499 -5.171789 3.040376
			0.097049 -5.999084 0.000000
			5.243934 -2.915494 0.000000
			0.097049 -5.999084 0.000000
			0.083499 -5.171789 -3.040376
			0.083499 -5.171789 -3.040376
			4.520646 -2.513382 -3.040376
			5.243934 -2.915494 0.000000
			0.047609 -2.953398 -5.222327
			2.581683 -1.435224 -5.222327
			4.520646 -2.513382 -3.040376
			4.520646 -2.513382 -3.040376
			0.083499 -5.171789 -3.040376
			0.047609 -2.953398 -5.222327
			0.000000 0.000000 -6.000000
			2.581683 -1.435224 -5.222327
			0.047609 -2.953398 -5.222327
		</normal>
		<model>
			-1.250757 -1.052041 -2.390574
		</model>
		<texture>
			0.047851 0.963227
			0.053362 0.961491
			0.051822 0.963284
			0.051822 0.963284
			0.053362 0.961491
			0.057598 0.957535
			0.057598 0.957535
			0.054989 0.960587
			0.051822 0.963284
			0.059463 0.952407
			0.056480 0.955840
			0.054989 0.960587
			0.054989 0.960587
			0.057598 0.957535
			0.059463 0.952407
			0.056480 0.955840
			0.059463 0.952407
			0.058474 0.947441
			0.058474 0.947441
			0.055873 0.950331
			0.056480 0.955840
			0.055873 0.950331
			0.058474 0.947441
			0.054868 0.943942
			0.054868 0.943942
			0.053335 0.945573
			0.055873 0.950331
			0.053335 0.945573
			0.054868 0.943942
			0.049569 0.942859
			0.054868 0.943942
			0.051017 0.942619
			0.049569 0.942859
			0.058474 0.947441
			0.051830 0.945142
			0.051017 0.942619
			0.051017 0.942619
			0.054868 0.943942
			0.058474 0.947441
			0.059463 0.952407
			0.051812 0.949719
			0.051830 0.945142
			0.051830 0.945142
			0.058474 0.947441
			0.059463 0.952407
			0.057598 0.957535
			0.050978 0.955167
			0.051812 0.949719
			0.051812 0.949719
			0.059463 0.952407
			0.057598 0.957535
			0.053362 0.961491
			0.049536 0.960098
			0.050978 0.955167
			0.050978 0.955167
			0.057598 0.957535
			0.053362 0.961491
			0.047851 0.963227
			0.049536 0.960098
			0.053362 0.961491
			0.047851 0.963227
			0.044143 0.960468
			0.049536 0.960098
			0.049536 0.960098
			0.044143 0.960468
			0.041670 0.955761
			0.041670 0.955761
			0.050978 0.955167
			0.049536 0.960098
			0.050978 0.955167
			0.041670 0.955761
			0.041071 0.950349
			0.041071 0.950349
			0.051812 0.949719
			0.050978 0.955167
			0.051812 0.949719
			0.041071 0.950349
			0.042505 0.945648
			0.042505 0.945648
			0.051830 0.945142
			0.051812 0.949719
			0.051830 0.945142
			0.042505 0.945648
			0.045606 0.942899
			0.045606 0.942899
			0.051017 0.942619
			0.051830 0.945142
			0.051017 0.942619
			0.045606 0.942899
			0.049569 0.942859
			0.045606 0.942899
			0.043982 0.944522
			0.049569 0.942859
			0.042505 0.945648
			0.039631 0.948512
			0.043982 0.944522
			0.043982 0.944522
			0.045606 0.942899
			0.042505 0.945648
			0.041071 0.950349
			0.037725 0.953748
			0.039631 0.948512
			0.039631 0.948512
			0.042505 0.945648
			0.041071 0.950349
			0.041670 0.955761
			0.038790 0.958787
			0.037725 0.953748
			0.037725 0.953748
			0.041071 0.950349
			0.041670 0.955761
			0.044143 0.960468
			0.042512 0.962252
			0.038790 0.958787
			0.038790 0.958787
			0.041670 0.955761
			0.044143 0.960468
			0.047851 0.963227
			0.042512 0.962252
			0.044143 0.960468
			0.047851 0.963227
			0.046364 0.963675
			0.042512 0.962252
			0.042512 0.962252
			0.046364 0.963675
			0.045488 0.961246
			0.045488 0.961246
			0.038790 0.958787
			0.042512 0.962252
			0.038790 0.958787
			0.045488 0.961246
			0.045481 0.956554
			0.045481 0.956554
			0.037725 0.953748
			0.038790 0.958787
			0.037725 0.953748
			0.045481 0.956554
			0.046354 0.950898
			0.046354 0.950898
			0.039631 0.948512
			0.037725 0.953748
			0.039631 0.948512
			0.046354 0.950898
			0.047859 0.945873
			0.047859 0.945873
			0.043982 0.944522
			0.039631 0.948512
			0.043982 0.944522
			0.047859 0.945873
			0.049569 0.942859
			0.047859 0.945873
			0.053335 0.945573
			0.049569 0.942859
			0.046354 0.950898
			0.055873 0.950331
			0.053335 0.945573
			0.053335 0.945573
			0.047859 0.945873
			0.046354 0.950898
			0.045481 0.956554
			0.056480 0.955840
			0.055873 0.950331
			0.055873 0.950331
			0.046354 0.950898
			0.045481 0.956554
			0.056480 0.955840
			0.045481 0.956554
			0.045488 0.961246
			0.045488 0.961246
			0.054989 0.960587
			0.056480 0.955840
			0.046364 0.963675
			0.051822 0.963284
			0.054989 0.960587
			0.054989 0.960587
			0.045488 0.961246
			0.046364 0.963675
			0.047851 0.963227
			0.051822 0.963284
			0.046364 0.963675
		</texture>
		<image name="neko.png">
			iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAAgAElEQVR4nO29aZAkx5Wg9/yIyMij
			MrPuqr6q70aj0Q2gmwAIAhxwCIDEkBRJccYk211bmWzN1kw/JP3f+acfmh0zmUx/ZbM2YyvZSjKt
			SVrOckGQYzyGy2M5PAECjb677iuPyjszMiLcXT+iKioqrozMzq7uzvLPyrojPSLcI6vec3/v+XMP
			9MHf/SUMCkLIPhBCRF/mvsA+dkrsSpyqYrbrrjDsMdwNCSE457purq5ufvvf/fKnP/k4fnOSEQbb
			/6F4eC4We/Rsxi/fnpKY9QTiPIb7If0NIYQUSnJjufPn5zWNDtaWZMSgtnzEFD6PePmFOPAuRzTt
			C/wDQvyRJPrxPPW7G7LvxQQl03RuPpcZy+h6Nbo2yVEAQ2zptxHhBHbAzl3+Qs/AMhh9PTwCpCh0
			LJOdnMg8SqOSkQHHv9TTc/txq4FfrN09fZjQB1pcPelpPu1XhQBjkstpM7P5mJVLRhtqy2VMAYpj
			8zjmRxzjKlrK+zLPHAVzfyO/u4wxUlQ1n0/HqVMy8lA4KDEQIpSBehJh8ISpgVs0Yz5iT/3sC4SA
			UpzLJ4ZVoeSZZjcYEt8TdRN2pSP0fjWI0+X76x+qDiBCSDKZGlJtkmcb+og+aCBuh9htoKO9kH/Y
			aOMfYYbY9+/VCRgDpcpwq5U8o3h9gGjvM1pb/LNd7ugn+NwD/13+CgcwmXqCMcZk+GoveRbxzgd5
			+ua+uuSI2E7EE/Tl6Q4D1FfsSzLahE6IuvtddxceIa/RLoG7Tr8JFOZ5xwlS9QtGSFHkCCABcEeB
			IEiCA4OJgSVhuKXf30rPASdmE31pCKUomVTjXy8ZYXaNgeip3MDprZ7S6TgAHiM+bJrMHyPqOcPl
			1BZ/4gwhAEQ0LSHTgSTgyQUKNHv8JdF2i4foyGacmbVh4cSgMIJEIinTgSQAgD35C55+OrDkUdpz
			V4Jc+aSezv7xaQJCCGHQNCrTgSTgMYHCCLwgrMaYNcChRn48AxFKJKhMB5JARBTIQ8yOP1CmBwjj
			POI4I8LTgcDOhiBUpgNJwK8AYZInfLkSjmMQxzMO9HoDLzucYYEQmQ4kAbAVoOe8rGdCF4Ik1e8i
			e/zdiIeIDpU+BhChMh1IAhBnRVhgUMgv7g6O+eHXhLD6/e7vAPMMfSHTgSQ2ONqjdQI1A8iZ4+lG
			3PvoNo/7+WPrjEwHkuzizYoJ6+kH0IFA4fbUP1glw0CmA0kA3OsB7AN31N9v5UdMgXlKnEi/u/II
			ffA8gOgzBahPJUEIZPcvAbDToeNf7b84KMg4tD47zhBxmJMJktHjgCUQ2P1HOwnO9T0niWNKathw
			IQVd8jiIuy+QO/bvoWc/HUd2e1bSU7sece5McjTZ9QGiAzUR93ucWuRb/zUwgdlyEslwGU5KcJxh
			pC9pPrQpYckRp7+tET1ETHUFussRNfS8XSJ5HFCPcR8xxRtITNH3zPUeSr6DRNKb4HmAwUQzoteX
			Ei95OgneFSJmGo+HMCkPy5yTDq7kieM1gWycwgF67sA0aeeUP++tZz3OxUNUGMuyLMsaVm2SZxfv
			ijD3OadkAMkbyqTY48MwrVZLf7LPIHka2DeBopfCRA8FESsKwmYGYiZgx4yH9qWijDHBWaPejn+L
			ZFTxLogJJDA05FkX5pR7VgvESYBz09daAv+9/na9wxoHANE12M5OI37NklGlv81x3ZIdLaN+xfBr
			RWAN4vHsB7qvD8CFAF03yqX6sCqXPLv0NoF68ohrIME3sPgnCoalCXaFliVarU6pVBtKnZJnmv1c
			oAEcU4+5EmdMAJ+95Bw/4pRcT5wKDaO7tVWp16QPINnzAQYOy/jjpzGtI//ZiGGhryeJTsizLMaY
			tbFa1XUZBpUAfRTpD7wxuoN3E3Z26BNkTuWcCwDRaZtLK2vDbULyjHJgJji+JvSbKTTwsDBEhBAA
			AgRUK63NjfJjakXybEH9XW8cEezXShlAE4aL01ZHN9Y3StIBkNgErAeIM4k7sJjGN5D6IrYDIEzT
			WJcOgGQP2q8UPo7YfM9hYSitcA4ArFE3FpdXh9uE5NllQBMojEdXj8dmAgEAt0xeKNakAyBxCHCC
			H8UEGmL/3df6SecgPO9ICAF6t7O8vCUdAInDAQWII3PR1wyWWNHv2QGcbwBgzDK6bGWxJB0AiUPf
			PsAQOcyV75xzAGg3Ow8eSgdAsk/fI8Bw8bf4OJxgu04hoN5slYryvWCSffrbGvFRiKldcS4bbNq4
			27W2NpvS/pG4OaRXhT5xp1kIMAx9c7swrOYko8HwFSBQEOMsJQskpob4FxB7LmDMqteMYkGmQEsO
			0N+CmDj01an3vHiwgI+nhHNuGLxSqchFMBIPh+cDDMYAj+df2s+50PXO1nZNLoKReDgkH2BgE2jg
			hvYiP0IIwZhVr7cf3CvIKTCJh+ErwNNgAjnSz7lgjDUaxtLD4oP7GzIEJPFweCZQ9IKY+HfFvEXs
			wjsds1jcuXN7eWOj1G9VkpHnsZhAEVIbtplKIP0aSG77x8YwjEa9fvv22u9+d0/X5U5YEi+PcQTo
			uWAygkfJS92z+5llsspO586dlZ/+5PdbW3ICWBLAoSqAk5XgXgAw9EaFEIzxbteoVOqf3tz48Q8/
			und363G0JRkBHpcCiH12C9zl9jFChIS/rRrj/l7l67RnmqzT7haLO598svTzn92+e0dmv0lCoYxx
			T1FY1xxh2LvO7rqgnIMQzLIE52anYzFmmibXO0wIwSwLU6CUJlRVTRCEqKoQSinCQIjdPkIY7T0J
			phSHNO20a/f6wjSZ0TV3KrW11cqnnzz43e8fFrYrff06JEcN2m51vWXIlsHdn30EAMCBTcWRLX8M
			hGBccMYtxhkzu12m66zTaTcb7UqltlNuVaqdnXKjWKw1Gy3OxVg2OTU1NjGRzY9nxrKpdFqjlAIA
			xmQspalJJZVUqUISCTWRIBhRRaGUErcaCBAAHEAwJiyTmZbRaFj1Wq1YqN5/UFxeXF1ZqUqvV9IT
			+vNffBx4AmOEEFYIxQRhjBgXQgRvq48AcSGYxXS92agblUq7WKgVS/VGvdFum4GVN5v65kZo35xK
			Kbl8emYmPzGZnZgYy4wlUymNEOK31jgTlmV2Ou1atVuttgrb1fJOs9mQKZ8SiUQikUgkEolEIpFI
			JBKJZB/5pl5JLDSNZsbSkxNjE5OZhKYRLDiHTseo15ulUq1eaz+joWepAJIAHHGfmc1PTWePH8/l
			ctlMJkMVjBECxDlHpmF2Ola7rdcqjZW16uLDrfW1QrvdedLP3h9SASQH0DRt4fT4yVPzZxZmJ2cy
			U1Pj2WwqlVSpomCMMMZgiz8SjIFpWIybXZ3Xau1icef+vZWPPlxaWira25A9E0gFkOwzOzfx8kvn
			Llw8cerUxFgum8koiqIQQgjBewm8+1m8QoAQnHPg3DINoevtRtNYerj9u9/e/tWv7j8rQ4FUAMku
			V15YePPNy+cvnJiYyKfSCUWhe3K/K/URG95wzhkTnFuNhlEulz/+6MEPf/Dh+nrfazDcplcun8rn
			E5qWUhTFTg22LKvV0huN9s5Oo1yqD8X3OKRF8ZKnnDc+f+Wtt66dPDWdz6cVJUEpxti7ZiNQARBC
			QgAhCGPBOc7nSSo1q2mp9Fj2Rz/4zZ3bG3FaxxhNTKRPn5lbOD1//MT4xEQ2m8mkMgohiqIQjO3c
			eMwsZpiW0bVa7Xa51CwUqouLxeWl7c2N0sCJj1IBJPClL7/y1heunVqYSCY1QqjL4Akg6L2gsLfG
			SSAEiQSemSGJBE5QlFA//sMfHkY0rap0Zi576dLp558/deLkZDY7NjamUKJigglxLK7df+1bGGOW
			lZud7Z45M33u3Mzi0tS92xt3765sbQ2y541UgKPON775uS++c3V2dlJRVEp3Rd//7ucw3ItXEUIY
			Y4REIkHz+cyVa6ctzruGeed2wJqkVCpxcmH6xaunrlw7Pz+XTaczakLBmOB97QtunBCsUNA0mkol
			Mumx2dnxhVOzJ06M/6f/dHdxse+lf9IHOLpomvbVr73y7pdfmprKE0IwPiD9EaIf9j4r934cnAvD
			MAuF2ocf3vnO3/56e2tnr1E6Mztx/frpy1fOnF6YTmeSe372/gPEfH4hhGUxzplpim63Va207t7Z
			+PT2SmGrEt89kApwRMnn0+/9yfUvvvPyxEQuWvr72r/14H5krNMxNzeL//Enn37/g9+kUuTylVOv
			vXbp3PljuVxGUVRCEELYsbh6Kl5g04wxez0gANd1q9Np1+uddtvY2WmWCo3V9c1ofZAKcBQZH8/8
			0Rde/NrXboxP5CilyAUcfOVU/Dr9e/JxzjnnjYZ+985aoVA8eWr2xImZdFqjlKCD+NuKr3Wu1ecC
			ACyLA3AhhNFlXcNot6xKpby5WV9cKi4+2Fpb3W42D+wOKBXgyJHPp1++fvGb33rt2LFpVVU8IhhH
			+qNNIDioA6Zp6rpOCFUUSgjxC31fo40HpyF36840nODAuGWavNvVa9VuoVC6f2/tow+X7t/fchY2
			kr7akzzraJr2/PMn3n7nhTNnjquqEmb5eITSg2tfDxQovp7aKKW2oY/38HT//qoC2/Xc4m7IfeDU
			jzEihFCKVTUxNpbIZseOzU/OHZvOpNVSqa7rBkgFOGrMH5v63BsXX3zpUiaTdPpj+1SY9EdvnBOm
			A55L4ou+X8qjG/XU477d0QeMEcZEVUkypebyY/PH8tMzuepOrVptSwU4Qmga/dznLn7ujavT03nH
			9IcQeYLYbzEMlNf9mvfDowFy7xf9+F8nQvT9hfZmO4RgVSWZjDY+np+eGTeNrpwHOCpkMqk3/+jK
			F995aW5uwiP9zjUDSD+4JgE8B3sVAYIeo0Sg3Ecog9sG67npsmszQhACAyCM8cw0pXQhoYVvzCYZ
			GTDG585Nf+7NF67fOH/s2DSl1G38+NXA/zHmOOBxgv03RrfiKYxoNEI5e5bvTVNww2DNRkeOACNO
			KpX8/B9d+Mwr1xZOT42NpTCm7j0nI0TQLUn+ywI3fvUPAk5VwxL9noSprudJMMaJBMJYkyPAKDM3
			P/nul66/9PLp2dlJTVPCJrz8DkD8nes9ehLW9/tv7FkYkzjaEj5Vx6UCjCzPXT71zrtXL18+Oz6R
			TSa9EU8bvwK4O/Jo4gwL4OuDI2ro19DqtxL/NIUQQirAaHL9xvm3vvDC88+fzuXHFIVgTDzCH+iV
			xumJo53OmNbLANaO3zCLrjmwfr8OSAUYQa5eXXj3vRuXL5/M5XKq6k0y62mOO+OAU9KvmEbcMrDo
			93WL516/CeQcSCd41DhzZurzb710+fLJfH5MUahj+EA80XcOBvNE/QaP35nuq+bAW6IddM+V9tcP
			i5xKBRgp8vnMF/74peefX8jlcopCwqQ/TPQj7PV+CazKHw6KIExbIpQBgp7crwPOlUIIqQCjA6X0
			1dcuPP/C6anpjMfyibDyB+iV+8IR+n2zO0Z6ReAj9Rvw8YxC/igtyBFglDh9eubl65empybcWW4Q
			Lv0Roh9/DjjQYfCMNp4+uOc4MJjou4k/zkgFGBFSKe3lGwsLp6fSGdU/0QtBJlDYZFbPtlzJBbtN
			CCE4F4R4X+vmFnr/xzj0tHB64vdGpA8wghw/MXvx4kI6naaUIoT7lX63cPTsnj0OJdqdW93v6d1n
			Pff2614/ijcSHT6SUaDRQVXJ+QvHZmen0mkVY+KRmWjpj2lYh/nQgfGlwCsPkwjR95RIBRgFsrnU
			2TNT2VwCI4rC97EK7JLdx2716EumA8eEx+FYx9Sono6NY4lJBRgFpqayk1M5RVExCQ32B8YH/Qd+
			d5Zz7rnXLeLuvvYR+/v47kfgLRH2VaDaCyEYkwowEkzN5PLjmUSCIrTrhkb30xEmkNtbdUYShNCP
			fvj7P3x4r97Qs2PatZcufPHtlyNmo6LHEDceCQ48664tsCH3R48ORLg6nHPGuFSAUWBifCyTTvhF
			LqL7t4lO7HH46796/3vf+3W73RUCCMGffLICAF98++WeN4bhkft//+2ff/97vyqXGwjB7OzE17/5
			xtvvXAefovrj+j397MC4E+e2/PNuV5cKMApks2mMCSFRC1wDu/84Uvvb39z5/vd/09p7oTpjfHOz
			/MH7/+AogLuHjjaEAvv7f//tn//NX79vGLsfa7X1/+V//rcIoS++/XLP/h5ix5rsEgfGeLvdLRUr
			3sCt5FnE3mxnWLWhPeyPt24uN5sHtp4VAra3dzzXw8EIaWCFbhF0zv7tt3/hSL8NY/Cv/+YD4SP+
			V3DroSdmtfdRcGbevLkiR4BRgFKKCQLoLxU5JvVmwMbLAg6YGfvl4ZkIYRQKFX9hsViP82zunr4v
			x0NwKJWan3y8KBVgFLAs1mcX2QfZjIYwiIPvfJmbzfU0daIfyDnL2ODP3e+cmnO9xcxGo91s6tIE
			GgW63aZp8GFpgEeyL19ZOH/uuLskn8+895XXAu0T2w8Js1j6smf6snz8Hk6YFQQAjHHLQoAEoVSO
			AKNArda1rC7n6QgfdOAg/WdeeQ4Avf+dX6ytlYSA2dnxt9+9/tYXXrR3IPQ4DIFEC/H8fH5z0/su
			menpbPwH7tetR8h+rRNDIOcBRoJKpVOrGflx5pnZFEOalL3xmYufeeUSuAIs9uyYOzbv172YjX7j
			m2/8q796n7H9EkUh/+gfv+25LGKSK1Do/e7B3jEIAZbF9a5hmUwqwChQKtSq1epxMycSip2QFh2O
			7AtH6N0V2nurhCUIhZUE8vVvvgmAPvjuL8vlJkJiamr8P/v66+995VVPPWHq1FP63V/E/p8xriiE
			WayjG1IBRoFiqVbcblRPdLSkhjEOnDPqq8LAyHpgbUKI9fXS//lvfvAPv7zV6Zh24Xe//y/7au7r
			33zj6998w/k42Ejivv1gl3/gWOy+0QxSyZSqgnSCR4FGvflwcbOyU+90TMa4/Wf2/eH7wN+EXWiv
			s3EXrq0V/+p//c7f//gPjvQDwFe+/C/6en50kJ4P0/N2z2O7DxACjDFGNJdLzszOyBFgFGi3zZXl
			raWlmVwuTSlBCAgBhPBg3b+biBrsUxvrpfv31v1nbR2wh4J+H2CAB45QWqdO98BIFZTJJs+elQow
			Kmxs1G99up7NZRVFnZjMqioGEBgHWM/RhnvExW5lcC776U/+UK0eeOeKH38+6SHgPK2r79/XAUJI
			Jp1eWJiT26OPCKZptjs6wSiZ1lRVSagEACMEbsFzB23CYpduWyKsLefUd/7259/5zi8ti4dd+X/8
			mx/+k3/6znCd8p44ou//pnsHdjlwJqQCjA6dttGodyxLJBKYUlVRAIAgJBAgtzTYF8dMGfCMAJ67
			/u//60fLy8XoSur11iuvPve4pd9j7USHpOxDhIBxLhVgpGi3u/VGs6ObnLPx8czuG+l8uwO51cCD
			v84InflXf/W+rpu+Ow6wtVn+s//iLXg8C8T8eB4yQhOEEJYl5wFGjnKp8eHvlvQOO3P2+PTMgZna
			CF/WwW/0Q/gkVLvd7fk8zaaTR82iE7YfHb97I1yp0Z5vgRAihEgFGEHa7Xar2QrLDY22gvyRk8CL
			96KicWKU+zW4daCn/x0HEZ723LNChBAhSM4DjCYzs/lsNmHvD2SXxOn+/WejbfeJiXzPJ/nOd//C
			eQD3uzn8Tfc0xvyESX/MCQSMpQKMKLl8StNU5HsPdJg+hM06RevAtWtn4j+SX6x79tDRuK90H8cc
			SexcPqkAo0k+n6AKhch+1D9LCkGaIPa2u3Jj9+X/7J9/9dy5WXeddnpxIqGoKp2ezjo5EWFdcr9d
			fuC97hK/SxP4NQEAgIPcF2hU0bSUovSd/+PxgN0Bk8BbUqnEX/5P/83/829//NFHi3qnm86kXnvt
			0t/89ff/v7/9HyDIEPePJx6XI+xUHPweS8T0sH2GMakAI0oymUSg9NWrBgpQRMdsX59KJf6r//o9
			p/Cr7/25c9yvQRURj+p5ff8DiAAA0zSlCTSaYIy4YODzAaLxd/nR3qRf7P7DB/9j4JXxM9v8t4Th
			MZ8CveowMw8AGBOMGVIBRpNut8s5j9ktui3pQLMnQgr9VQXeBb4okM1XvvwvBtANT/3gGw3C6nTp
			AwjBqhW5L9CI0u4YjLG+hMrvQTqCG7MGj/3j6ad73t6vCeS52HnaCLnf+wics3bbKBRKcgQYTSo7
			DdMQzL3QEAB8a8YDRTMw2vjV9/7cLd9+7LPvf+8v7GO7v3feTBxxSxg9TaCIez2VOMd7JdwwrGql
			defOqlSA0aRcrtcbbQDhbGcS2C86nbRdEtHp2pLt4FYPRzfsaxwdiPOcnmoHNocCET67367cspiu
			d5cWNz78/bo0gUaTrc1ytVLT58ZJhmAIXikfSLThYYu1E913Vn555Pj97/2FrRWecn9VHv/V+Rit
			A3FCSYEHQgjGWKdjbqxXPvl4eX2tcNjLFCSHQy6vfeMbb3zujRempvKKum+HPPoEqme5Y08RD7vg
			q+/9uWfpcKAH4i93Rh73wCVC9oX2S7+u6xsbO7/5h/s//env19YqUgFGls++/sKffOX6ufPzmXQK
			k4B35vmP49sezo327kBheHTAvstRoQ/+7i9jOKwHJNhtekUoQJDdLxhjhmGsrZVufrL4kx9//ODB
			FvQbJ5Y8Q+TzY1//5quvvnp5Zjanqgn3O4MhPI0sZuVh3bMbj7i7cfr+sBC+vy93DsIUAA7qsFv0
			xe7bAFipVP/Fzz7+h1/evX171b5M+gAjS7Xa+N1vb09NjikqnRjHVFHsTGTPLK+IkfIwAE6dtqy7
			a/bMFUCQGrhL/M8Z0Vwgtg40m+ad28s//OEf1lb3V7HJFWGjTKHQAIBsLpNKK4qi7C0FDF4aFr9a
			T5zUrzbRoVUIkWZ/TDbCWot+7IMDCHDOLMtaWtz6yd9/9MnHy+4rpQKMOGtrJcsycnktlUonEtQv
			Rn2ZQIESj3z0fKrovtzzSG5x94h+z44fdpc+WpVK89NPlz7+w/LOTsN9jVSA0Wd9rVwqNcfHaX58
			XFFITDHyS2FgZ/84iDMUhOmt34e2LG4YZqFQ+eTj5YcPN5xX3dhIBTgSlEr1W59ujU8kxsfz9jgQ
			4Q37++Cecu8fBKKJ88zRQ0HP2/ciP4Ixq7LTenB/897d9eXlbc8mLlIBjgq6bvzm1/c1jU5P5bXk
			blDIPuXpU6N730D6HRli6kb0UAAhvoRj+XAuOGeNRmdzc+fevdXbtzd2yt4Xz0gFOFp8enMFYzQx
			mVJVFWOEEHY8Y78auAsHE/QB8GtC9FAQ+Eh23NOyeKfTKWxXHz7YuHtndfFhwbIsz5VSAY4cd++u
			Nxud+WMTmYymKNTf+8Y0UR43bq2LMxS4jxkTlsVMs7u1VXv4cOvTm8u3Pl1pNjv+VqQCHEVWV0sA
			cOz4VCajUbrvEiCffxmTAUygAS72q4Fz1j3/xTlnltVuG8Vi6d69jZsfL37y8VK12gqsXCrAEcUw
			zUwmOTmV1TSVEOIX/UAZPRwTKPps4Ehly7093dtqdXfKjdXV0q2bSx/+fun2rZUw6Qc5E3xkaTRa
			q6ulUwvldDqBMaaUOMaGfUG/sj5AHlF0PT010NOiZVmMiXq9u7m5tfigcO/+2ury9vZ2U9cDXvPq
			IBXgiFKr6pvrpe2t6txsXlUVjBN2xqg7+8AGBWVZhhEnjbln+pCnqp4KYxv9hsEqlfqtT1d+/9v7
			d+6uNxstXfe6vH6kCXR0MU2uJbVj8xMTk1knKur513MALt80MP44sI0U7eN6yv2zXYyxTrv74P7G
			73774OOPF3d2GhGbtruRK8KOLtVq4/atxVK5bhjdntZ/IP7wkduC4pwztv9jI3rh3B6oTp5CIYTg
			tgJYzUZnp9wsFnd0vfeWvQ5SAY40a6vl1ZViqxWwfN7va6KDeC52jxUIIbzLbpdt78PjuKq2Jvjb
			8uPXDXc5AHDBTNNqNo2t7crGxk651Ihj+ThIH+Cos1OpNxrNiYkMIf31hn532eNGOyVhuZ+Bx2El
			nrZgP82T6x1zp1RZWdlaXNyu1aJcXj9SAY46hsF03TINK5FQ3OXCt2AgzL53n/Ufu6/x3xVdEtjW
			XqYDCMGFEKbJq7X6/Qebd+9ubKwXomM+fqQCHHW6Hb3bNSyL+yXewS/Q4NMHFLI1Z6C77L4r5inf
			OAOcA+e80+mUi43lpeL9u+sR8f4wpAIcdbYLtWa9bZgm58KzcZvwbZfrPhtoAvX8GE1PfTg44yuY
			xdrtTqFQ3dws1us9XlYZiHSCjzqVSm1ru9xu6abJHc/SE40JvNHxTcMcYvfHaMnueU1g65yLjm42
			Gnql0my3jb5ud5AKcNSpVfWVle3yTr3b1ffeMu/dbTM6wB/m44YVRkSToi8++DwgBOPcMnTDsjgm
			eLANHqQJJIGbH69fOH98ejqbTKoY77rCyDcrHGYCQfjK+n575QiLyymxi4UQAIIzwQQXgnPGw96J
			Fo1UAAlUq41f/vLu+GRO07R8Pq0ou1IRFtKxCVOP6JCRn2ihD8K11Y/FLIMZhmVZUWNUBFIBJAAA
			t2+t5nLJVCp18eJ8Op2mdH8r80CBdst9WMjIL5GBA0IcwXX7JADAOdgB0FbbajaNekPvdDqcD6IA
			MhdIssv6WtkyjPRYKp1SKVUAINB+CYvuB7rCfiM+fj8dbgIJzhlnvNPplnfqm5vFlaVioVjRdXOA
			MUAqgGSftbVStVpJailNwwpVAQmEQnekQiGrZwaLxthERJzsA87tdArR6ViNRnNrc2d5ubi6UiyX
			6zGz3zxIBThsNI1OTGYWTs+cO3/iwsXj587NnT49Nz+fT6c0hDHn1mB/yGFRKDTu3llnrAtAFAUx
			JhDGQjAU9PJdR9YjhoKeRMeXXMe7U7+Wxbtdq9Vsb21VVpZLy8ubG+vlTscYzAd4KlZ/HhE0TTt+
			fPr02blTJ/O5/Fgmk0okMMKEWVzvGM2WXsYb2WIAABoMSURBVKs21lZ31tY2Vlaq/U7pD525+elr
			185cuDA/N58dnxhPp2gylaIUAYC9ggzj/Q13beKoQU8xjbB8GBOMMdM067VOsVReXircurV+7+5a
			uVS3LO+rQGIiFeCQOHZs/IUXzp+/eOzUyan8+FgyhQEIxgQjIoTgwjIMs9HQ67XW2nrhzq3127fX
			CtuVJ/3UkMtrk5PZufnJubmJU6dmTp6anphIq2o6kUCEUEKwZxAYzP4JE3rnWOztbmuaZqXSKhYb
			y0ub9+6tP7i3VSxWTHNA6QepAIfDc5ePvfHGC5cun5iYyCaTGU3DAIgSAgiEAARIANgT+13DaNSb
			q6vlmzeXP/r9g6WlrSf97AfIZNTPvn7l1Vcvnj47l8ulFUVxrycOtIj89DT0d48FiL3pZsa4abJ2
			y2o2y2urjbW1rYcPt5cWN8vl5sB9v430AR47n/3spS//yY0rVy/MzU2kUmlNI5QqlBJMsJM0jzEi
			BFOKFUVJpdTx/Nj0dJIQUq0167VBUlweE4bBHj7cWlrebDVbVEmoqmrvKWGf7SudIbDXF2I3x0EI
			wQW3LGaalq6bjXqnVK6srW7furX+6a3Ve3dXlxYL1WqLsUf1l+QI8Hh55dWL73zpM+fPz4+PZxAi
			hNjx9VA5EXv7mXXaZrG486tf3fvB3/16a6t6uE/dm1QqdfLUzOffuvDSS5dyuVwyuavKhMTtUn1G
			zu7/jDHL4pbFDMNsNbvNZrNSqRULjdW1yvbmTrFUazZa7bYxWNTfj1SAx8hzz536+jdff/7KQiaT
			VhSv1xg4fwT7Jq8wjO7WZu3HP/rdd9//7RP3iQNJpZTrNy6+/vrlM+eOp9PpVAoTQgimqFeKmZNI
			J7gQIBgTQnDT5KZpNuqdSqW+vb2zsV5dfLi+vlGJubx9MKQCPC5mZsf/7E9ff+nGpcnJMUVR3JNB
			EXbCfk8oBOdc163V1c1/9//+9Oc/u314j94nJ05O3rhx7vLls8dPTKYzyVRKoxQTQhACR6kBwK3g
			nIEAZhiWaXJd77SaVrNZL5ebG+uVhw/WVtd2HqvQu5GpEI8FTdNu3Dh36fJCLjdGSaj0BybSOBNP
			GGNNoydPzrz97qvLS6W1tdKhf49YrK2Wmw1jeXnn7NnZk6fmZ2Zy+Xw6laKEUEwIIYgxizPBOZgW
			48wyLavZMBuNRr1e29pqFIuNUqFWLNUa9Wa7bR7yw8sR4LFw8eLct/7s7ZdeOqUlNTtO4pH+6KwY
			15w/Z4w1Gq2f/fSj//1f/8en0xBycGKmk5PZ8YmxVFJNJBIAyDAM0zR1vV2tdmvVdmG7Wt5pHFof
			H40cAYaPptFLl88sLIwrquK2+3tGCf0JZAghQkg6nbpx49LaSuW73/314374R6FW1WtV/eGDwpN+
			kD6QYdDhMzc/8aV3r58+M6eqih0bgfCsgcDQoV9htKQ2PZOtVmtrazuH8R2ODFIBhs+LL5/97Gcv
			5fM5Sr1vqPZIvyeH3n/g+gjplHby1HHT6Gxu1v373EsGQyrAkNE0+oU/fum5y6eSyYRj/4TJt0PP
			LBo79yaVUo8dyyUStLzTarWean/gWUEqwJDJj2ff+dLLc3OTikLDun9/ZnxMQwghnEgkZmfHk6lk
			vdaqVpuP/wuNOFIBhszly8fe+PzVXC7lD/64RTkwH6anIYQxUhSSSmmTk0k1oZTLtacqUeJZRCrA
			kHn3S9evvXhWVdX49o9DoCF0MNUMIQQYI1VNjGXTCUXZ3t5pNqUtNDhSAYbJ1FTmP//Tz09O5u33
			TQTOfwVmQETrxkErCNn+QCKhpDJJo2uurJSlTzwwUgGGyde+/tpnXrmoaQn3zsgR9o8/CgQ+cfcc
			O/9SilWVptPJnZ3q5oaMjQ6IVIChce3F01/7+htTUzlCiH/+K7790zNA5PxLCNaSCUBw7+6GrhvD
			/0pHAKkAw2Fmdvy//EdvXjh/3Lb+Pd1/4IGfwL4ffEMBHNSBTDqxs9NYWtwe/rc6AkgFGAKapn3r
			T994+frFVDpN6QHfN47942S/RfT9/o97hUCpipG4eXNFDgIDIBVgCLz77rW3vnh9cjKrqtQv/YEH
			DhFOsCeI5C4/eItIp9VCsb60+HStn3wmkArwqFy9uvC1b7x26tSsM/M1gPEDQba+/2NYDQIIQuKW
			HAT6RyrAIzEzO/6nf/b6c8+dDoz8gE+s/fYPBJlAPY0fz/UYC4WopVJ1eflZysR8GpDbow+Opmlv
			fv7KxUsnNU11RN9NmPQDAAh7KwhAAmGB7APgAva2Pg7UEAhRBkJIJqtcu3Ymn88M8xseAeR6gMF5
			/vm51167lM/nCAk2/R0OlAgAAdhEGBAWgIDsijsSAgkGAlQkQED4noROna6hA6dSqROnphYW5qvV
			e4/l244oUgEGJJ9Pv/b6lfn5KVWNZfrvOrsCwAAFEDEoZqAKjMTuyMCRMDHnGBgwEwSoIFw6YB+E
			bbyMMcIYz83mz5yfu3Nn8WlYafWsIBVgQK5cXXj++ZPpTGLP8o+R7yAAm0gxaJJhYhAsKBYI2TYP
			CAGgIuDIYszSKTfBZCqIyCWr7kGAUqyoiYsXjv8il9L1+mP5zqOIVIBByOfTV6+eG58Yd/ZFcxNo
			+iMBiokUnWqGQrlCGaaAMGC0+2ITIQC4EKbArEuxZekcTGSZihAQcxDAmqbMzU/MH5ssbEsFiIt0
			ggfh9JnZi5fmksngJb8O+yUCsImoTjVDS5hqkhENiAKUAqFAKVBqUQpEAZoEkhRUsxTN0JQuJSaK
			fvOPu1FC6OSkdu7MqeF+2dFGjgB9o2n0ypUzkxNT0d3/AdPfQkqXJo1EyiQKEAIYAUEAyN6VwxJC
			IGQCKCAAYRAYELEAQOOoy5AplFiDAEKgaemLl6c1jUo3ICZyBOibufmpl2+cSWd673W1K6ACFBO0
			rpIyiQKYAMZAMCACGAPCHCGEsP3DEAaCARPACpC0RRK6ovQaBMC1WoBSdOzY3NR0fvhfe0SRCtAf
			mqa99971+fkpO+PfczZ4/ssCtUtTFqFACBAMBAFyXuqJAGGE0a4fbf9gDJgAobYOGBTF680xRhiR
			XE599dVLQ/iqRwOpAP3x5uefu379kmfmK6r7B8AmKAYlwpZ+7Eg/AoS4owZ7mT8csEsHCBDFoMSK
			m0OBCdK0zIsvnj1xYmoo33fkkQrQBy/fOPvFt18cnxxz1vsGJvB4ExkspHBMgODdDn5X+oG7BX9/
			QACwdQBhQASIyjEyD+RQRGfOUQonTk1fu3Ze07TH9YsYIaQCxOXEyem33rp6/MS8ogSsd/Hgllfa
			JhQoAcfC2cf+6K2HO6cQAUSAKlbclC07LUJVkxcvHz92TA4CvZEKEItMJv3yy2fPnTueyfRO+/GQ
			FKACwnt9P+x1/6Epbm73AJACqKcf7KgQ2t0+iFy8eHzhzKymyShfD6QCxOL8+akXrp2fnOqd9uPF
			BAoqAYIG2ocYAcKAiUAoaAEN+OwuWwEIIZlM6qWXFrK51ACNHimkAvQmk1Gv37hy/vx0ItFjs1v7
			1EH7B5R942dvEOjnvT5oN2e990JKB0JIOq2eOXv84sUTfbR0JJEK0JtXXnv+1c+ey+WyhJCYaT8O
			iQ5WQUEu+ycOiB+4HgMCXyQ02gyjlE5MpF68tiBd4WikAkShafRLX37lW9/a3erH3ufZTWAUyEYI
			kdqCSch47B8n9BlYz4EKAe39gQi1dut0Ko9eJAAAyWTi3MWzJ07MxPqqRxW5IiwYTdOOHZv6yldf
			eefdl+fm8+7ljgeilkGJD/ZBchsmIJsAxQ7/2zMAIHZ9XPeN3teD2nC75wcOwgRhENNKHFg9DCFy
			7wxQQghCiKqiTz5++GTfPv80IxUggHw+c/bs3Ft/fPVzb74wOzfu3ufHbf+ECTEApCqQs7KpPenf
			dwB4wL2hz4EBABAAA2GappHi9kASca/n8Qgh+fFEo248fLj5iL+TUUUqgJfx8cy58/Ovvvrcjc9c
			mJ4ed/b4j/Z93TWQpsi0x8ZApR7pZ6H3BlclADAIEAiAAuJtxlQQOHTBsf+7ICQSCTWdUdfWCjtl
			uZV0AFIBDpDPZ86em3/h6ukXXzo7NzfpXu0VIanuY9EVqaaWEwkV6AHpdwf4fUNH8DggdgcBDIgC
			UYEinXPMORXQaxBw159IaJjgjfWS3EbXj1SAfTRNO35i6sKFE9deWDh+ciaZTLjNfohIdnB9VJt4
			3FAToFIgB6SfR2lOqDUvAOHdSuwFA6SLLWxxZT8uGq2TCCFVJamkVm901td25Da6HuiXNJhXIEsg
			S4EAmABNgKoFBQu2LdiyoGrBEek3cjltfn58YWFqem4imVSdiCeE9/de37crUh1F2Zv5iuj7Ichz
			8OOeFRYgVFAEINaADrT1dOiCSXTwXasAMDuX+/ybz6+uFD+9uRT313E0oP90GtIExuw4BQBDAACm
			BV0LOhZUAIocljtwx4AHI60Mmkbz4+np6ezk1Hg6nXQWu0R09h7pBwDahDHQvH2/nffWp/TvV84B
			4d0bMWAVSBo01gADd1hSeGYX0MHlMo4OKEri9Nnjb7/7yuZmqbIjnYF96KUUEAQE9rO0OABQEABg
			gQHQBWAZ0HXQOdQF1AToHJjouUgDAMAC0J+RIUXTtHx+bHx8LJfTEiol5MCrHSFEEw5EME2RMlQF
			FGJHPB36lH7ke3me/cveSxQlKkAWiFlTO4ohFOFeJgYhOkAISqfVF188uf7HV9//D7/pdg/7fdRP
			LTRJAQXNs3MAUEHhkAawAEABYAAAAoADCPBPTQZgX2YBdC1oW1CyYMuE+x241YXbFjxVHVEiQdNp
			LZXWEloCkwMTXmGOpid+T5s4D9pe3HPvSt+0VyzL52D9tugLEAgQBqCABSiTAKWS0ZkDZwchvw64
			K8QY5/PpN958fnm58NGHS5bFev1KjgSUhNiRtncsCIAA1T7GEPiH6zkUCABOgQPMW3BBwOUsXO3C
			TR1+UYN7T41LhglWFKooCqUU46hEt0DpBx2yuqqA4iT9H5j9DZ8xiMBtBQHedQP20qQJAExAZqva
			YOP71/vl3r3vIiFkYnLys69f3Sk3l5eLnMvZMaDR6YzIJd8IBStATDiAqkKSwZiAKQrHCZxA8JM6
			/Ozp2M6VEGz/eDKPA/1g/9yt1sRJv+8blPXgudGR8rD63VbQbgkgDBgAKEBGV2qWCRTcZo//wB4B
			OIdMRj1/Yebq1YVyuVWvP1Vj8JMhSgHsv0K0hsSHAAgAlQLloApIJmFMgZwKah1+9BT8IRjj9g8/
			sC3ngb3Z/HftFlqQsqi6J/17NYJn4jY+AS26BgHY0wEKkASt1bSsfPA7Jz3PTAhijOZy6RMLc8dP
			FJu3W5w/Qpc2EkQtmDgwKTkMZbDvRhiQgDQCgoAIEBwMDj970m/75IybpmWapmkyxpgQFCBqa05w
			CSjpCAUUb/cfOUXlrsQt7u4BwVMuuNhLjnCCQigBJGnihsWcv2SYIWQfU4pVNXH82PTx4xOrKxvN
			Zjf2b2g0oRAi1p7+bijjgKNFGAABaBgmVbjEoW5CyYDbT9Qf6HatVktvt/R2W7esjOAc7bnC/sla
			79bNQCgoyB388XX/3hmDEGvSc0GAFu15AgCAAWEgqlCJ2Wb0gOYE7R20a88qippMJqenx3L5tFQA
			HCbZ+67ckEwgp07ngCBIYZhX4coYfDYJT3Zjb13Xq9VGpdKo11t627AYB5+gO7gLAUAVgFyRH3fO
			j5sIoY/jGSOEfCtpEAakCALWftjK3/3b/zpPRCkkk0omk8pmx3o2OvLEWg/gVoaBf9y1OXViBCqF
			WQWuZOHCE12/qutWtdIqFuvlUrPWaOsdww4UhkmnUy6EQMJl/bvGsbBMh8BxwK1egasf96vdnx4G
			BIgIQgH75d51o/eAEJHQlGRSif6dHAXimkCPjt2KYwUJsWsLEYAxAmcUuJKBW9UnOUdWq+mbm5Xx
			8dJYJpVIqJjgpIYIxdCr82YCC7tzNoOmVPauDDwIMHUOtiU82yHueQI29qIZKg6Ekjx1esJ3QtgL
			jTGlMhMMaFhwM/wv8kg4zTk6QAAUBDkC5ylMUNh4cp6AruvbWzvpdCKdVtUERiBEPqNpSpigCAFC
			CM6ZaVhdbigmTmAVHbggNIK0P3r4LggMjB6A74/ce71K1EjuGWc4F2aXcWv4fdyzyO4I4P9duEuG
			6AH7m0MABEGGwDEV5jBsDKGpwalWm4sPNxECxrll8XmL5fPppKYSSolrytCxVhhjnbbZrDaNdmZW
			yZM0USmFcPH1awITwi287qmrOHAA4fIMPKEkT7n9zNziutExzK5pyoQIoO7+OAwhhjAg+Jtwjwb2
			IDD1FCxRrlSaD+5vmgbTO2a73Z2dzefzY6mUoqgqJchOTONCWBYzuuZOpba2Wqkv1xaSs6+cvZhO
			aAqlnkEAfKFJtzgKzi0EGLmyJ/Z+1/7xYb8StjtXz4Ez4ADcrTZhjQrBhRCGZTbqVqPRbDY6w/3V
			PYvsOp62iEdLtrsLh/7VwN2EfxDACMYUmFfgaUiUq1abum5Vq+2trcrJU9OzM7n8xFg6rSUSCsGI
			C6HrVrvVKhaq9x8UlxdX6wX9Sy/fWJiYGR8bUyhVKfV05KHSL4QQwjQtgrG9n49zTcQgIPZm3zgF
			BtxSLVMwONj9uxuCPctHCMEspnc6zVarUu5Ua1IBDk6EuQUUwkU8zjV9YSuABpB9arwyXddXVrYK
			hdKDB6tTU7nJqWx2LKOqigDe1Vmz2SpsV8s7zWajae/Ev1zYXipu2QowlkwqhLg9V7tOd0e+1/tz
			0zRrtVo2m1UUxS/3gX05AHAAJjhjrEtMQzADm/YEABxUNqcSzgXnjDHW7hiFYrtcapYr1WbjKZiB
			f9J4Q4+eWA34RNwptHv0sH6qX8VAABhD9inbyU/XLV2vx3nj0J31tfn8eC6ZVinFCKUTCYXSQIl0
			pF83jJ1m48Hq6p1i4Y3zF08dO5bC2C3xYQOIAGFZrNXtdJFhpFnL1I0EQwwTEmBBCgFCcM45Y6zT
			McvlemG7srlZLmxV5Es0AID8d3O7cuwWek/Y3h25dxf21BMPEa4dF2ByWNXhx086J2Iwmrqum0Yy
			kUgoikopJdReTen/zlwI07Ja3e5GZefXd+/8bz/5+2//4mfL25u5VGosmVIoxRijoDkEWw24ECaz
			WrpeqFYXtwo7Zs1IdkwChCDOBdqfJNi9xbb7LZO122a1Wl1bLS8vFZYWN1dW5PJIAADy388H9NZu
			QXcTFhoKHArilLhrZgLWdfjBs6kAALDTbHYNAwMmgBDGAILZVg4ILgRjzOKsa1ktXd9p1Je3t35z
			9+4Hv/7VL+/dsTgvN5tbOztaIpGgyu4uLHDg12rPjjHOu5bV6nRKtdrDzc2by0u/vXO/1OkQSjAi
			CAMA5xyEAM4F55wxbpq8q1vNhr5TKS8vVlaWt5eWNpcWC83mM/uLHirkv50NPuH88j3Oq39ON+bH
			wBIHIUBw2NLhg2f571Ks15udtsEskzHdMLqmqVtmxzDbht7s6NVWq1SvrxcLd9bWfn3vzg8+/ui3
			Dx/YNxqW1el2G10dIUQRRggEIC4454Jxzjg3GeuaZrvbrbfbhUrl4db2/Y2Nj5Ye/uqTW8sbm0II
			07IQ5owJy7JM0zJNq9s1dd1oNruVSnNjs7C2VlxZLiwvby8+3KpWpfW/S7DR7UiqZ3Dw2/09Y0cx
			sf3gJAXtqYgDDc79ra2mrq8Wi8cmJk9OT83kxlOaRjEGgLZh1NrN9WJhcXv7/tbWVrXqvrHUbN5c
			WeEW367VLh07Pj85MZ4e01RFoQoA50x0TbPRaVdaze1qdalQuLOycmtjrdRslprNWu2j02e2zpyZ
			O3Z8PJsd07SEogpmIcO0KjttvdMo77R2yq1Coby5UZXS7ybKCYYg+Y6w9ePEUv24HYzkk54MHgpb
			1epWtZrXVqfy+YnMmKIoCqEms0zT3Gk2StVqVQ/W8UK1yi2r2dW3q5Vj4xPTuWw2lU4oCkaEC9Y1
			zXq7VazVNyo7a8Xi8vZWqbkrytVq8/Yta3OjnM1lJsYz6bSmqBQTzBk3DavV0ncqzXqtWavpekjT
			RxZ050XXh8iwT2gVKFRhIj7aB86/QoDB4H4b/uUW/O7pWCP2pMho2ngmM5kZm85ms5lMQlERwkLw
			rmnUm81ivV5uNirNZjNIlDWNapqWSFBMMCGYMc4Z73YtXddlzCeQ/REgTNA908DR9DsIHFAegOTT
			MRn8ZGnqelPXi9XqmqYlNY1gQjBmnDPOOrre1HU9PHqj65auSwunD3YVwC/9frkfIBvCow8Rk8E2
			KnpaJoOfOLpl6c0mNKU0P15Ck+H80h9h2wwFhIA+TZPBkqNAj10hHPoyhAbmKZwMlow2+ybQo68K
			ePTsIAKQGPxuiaRv7OR1gF5J/3HOPqJRZE8FSAtIcphQT1zSJnA2IHoedyjg0BWFEsljIcDiDjOH
			4kd+YNBFZES+tU9yuATMBA/cnQ9lHJAKIDlMghfE9Cz0MKx0IABA0gmQHCLUbd97Fj3aeGbHonFX
			5U8m7Yn0ASSHDHV7t2FJoBGF/rOHM2MgkQyF/UXx0QQGi3reMsAgIPeqkRwmvedd/SZQdN5ERPcf
			Z2Q48vt1Sw6V4J3hIkygiChnzxVhcWDyrSWSQ+TACBC9D4pNnM6+3xXxDhZAo/dVEsnQiJV6Fr8v
			D1sHHHN2zH5LsURyaDxq7mVPi78PpxnAYlCV65Ykh4h3ImwoRIh+RDSJAdRMKEgFkBwiQ86+j7On
			YmAJB2AW7FiwLRVAcogM2QQKE/HoywQAF9AUsGrCllQAySFCH3HiNsLE908geEKuTlyVCzAZbJlw
			syN9AMmhsr8gZojEMYHc0m9xKFvwQIfbXbkgXnKo/P8kqHHciVL+hAAAAABJRU5ErkJggg==
		</image>
	</surface>
</OBJECT-3D>