<?xml version="1.0"?>
<OBJECT-3D>
	<surface name="usirokami" size="204" prim="Triangle" parent="NULL">
		<coordinate>
			-0.031285 2.303496 -0.164874
			-0.031285 1.565506 -0.791364
			-0.731155 1.331636 -0.940814
			0.668585 1.331636 -0.940814
			-0.031285 1.565506 -0.791364
			-0.031285 2.303496 -0.164874
			-1.191565 2.513306 0.785606
			-0.031285 2.303496 -0.164874
			-1.294165 1.867106 -0.591924
			1.231595 1.867106 -0.591924
			-0.031285 2.303496 -0.164874
			1.128995 2.513306 0.785606
			-1.191565 2.513306 0.785606
			-0.031285 2.678096 0.787226
			-0.031285 2.303496 -0.164874
			-0.031285 2.303496 -0.164874
			-0.031285 2.678096 0.787226
			1.128995 2.513306 0.785606
			-1.294165 1.867106 -0.591924
			-0.031285 2.303496 -0.164874
			-0.731155 1.331636 -0.940814
			0.668585 1.331636 -0.940814
			-0.031285 2.303496 -0.164874
			1.231595 1.867106 -0.591924
			-2.295475 1.617646 0.909716
			-1.191565 2.513306 0.785606
			-1.294165 1.867106 -0.591924
			1.231595 1.867106 -0.591924
			1.128995 2.513306 0.785606
			2.232905 1.617646 0.909716
			-2.057915 1.460446 -0.257654
			-2.295475 1.617646 0.909716
			-1.294165 1.867106 -0.591924
			1.231595 1.867106 -0.591924
			2.232905 1.617646 0.909716
			1.995345 1.460446 -0.257654
			-1.408355 1.030166 -0.771584
			-1.294165 1.867106 -0.591924
			-0.731155 1.331636 -0.940814
			0.668585 1.331636 -0.940814
			1.231595 1.867106 -0.591924
			1.345785 1.030166 -0.771584
			-2.057915 1.460446 -0.257654
			-1.294165 1.867106 -0.591924
			-1.408355 1.030166 -0.771584
			1.345785 1.030166 -0.771584
			1.231595 1.867106 -0.591924
			1.995345 1.460446 -0.257654
			-0.031285 0.141346 4.547326
			-0.629775 -0.150474 4.229216
			-0.031285 -0.132964 4.467296
			-0.031285 -0.132964 4.467296
			0.567205 -0.150474 4.229216
			-0.031285 0.141346 4.547326
			-2.105655 0.756246 1.291016
			-2.295475 1.617646 0.909716
			-2.111425 0.856186 0.976026
			2.048855 0.856186 0.976026
			2.232905 1.617646 0.909716
			2.043085 0.756246 1.291016
			-1.928255 1.740606 2.858266
			-2.295475 1.617646 0.909716
			-2.105655 0.756246 1.291016
			2.043085 0.756246 1.291016
			2.232905 1.617646 0.909716
			1.865685 1.740606 2.858266
			-1.608715 1.274736 4.020076
			-1.928255 1.740606 2.858266
			-1.809385 0.707126 3.741805
			1.746815 0.707126 3.741805
			1.865685 1.740606 2.858266
			1.546145 1.274736 4.020076
			-1.928255 1.740606 2.858266
			-2.105655 0.756246 1.291016
			-2.211985 0.551776 2.386226
			2.149415 0.551776 2.386226
			2.043085 0.756246 1.291016
			1.865685 1.740606 2.858266
			-1.809385 0.707126 3.741805
			-1.928255 1.740606 2.858266
			-2.211985 0.551776 2.386226
			2.149415 0.551776 2.386226
			1.865685 1.740606 2.858266
			1.746815 0.707126 3.741805
			-0.031285 2.884166 1.801106
			-0.031285 2.678096 0.787226
			-1.191565 2.513306 0.785606
			1.128995 2.513306 0.785606
			-0.031285 2.678096 0.787226
			-0.031285 2.884166 1.801106
			-1.178585 2.630326 2.000436
			-1.191565 2.513306 0.785606
			-2.295475 1.617646 0.909716
			2.232905 1.617646 0.909716
			1.128995 2.513306 0.785606
			1.116015 2.630326 2.000436
			-1.178585 2.630326 2.000436
			-2.295475 1.617646 0.909716
			-1.928255 1.740606 2.858266
			1.865685 1.740606 2.858266
			2.232905 1.617646 0.909716
			1.116015 2.630326 2.000436
			-0.031285 2.884166 1.801106
			-1.191565 2.513306 0.785606
			-1.178585 2.630326 2.000436
			1.116015 2.630326 2.000436
			1.128995 2.513306 0.785606
			-0.031285 2.884166 1.801106
			-0.031285 2.725276 2.785236
			-0.031285 2.884166 1.801106
			-1.178585 2.630326 2.000436
			1.116015 2.630326 2.000436
			-0.031285 2.884166 1.801106
			-0.031285 2.725276 2.785236
			-1.178425 2.251266 3.321296
			-0.031285 2.725276 2.785236
			-1.178585 2.630326 2.000436
			1.116015 2.630326 2.000436
			-0.031285 2.725276 2.785236
			1.115855 2.251266 3.321296
			-1.928255 1.740606 2.858266
			-1.178425 2.251266 3.321296
			-1.178585 2.630326 2.000436
			1.116015 2.630326 2.000436
			1.115855 2.251266 3.321296
			1.865685 1.740606 2.858266
			-1.178425 2.251266 3.321296
			-1.928255 1.740606 2.858266
			-1.608715 1.274736 4.020076
			1.546145 1.274736 4.020076
			1.865685 1.740606 2.858266
			1.115855 2.251266 3.321296
			-1.178425 2.251266 3.321296
			-0.031285 2.333556 3.495196
			-0.031285 2.725276 2.785236
			-0.031285 2.725276 2.785236
			-0.031285 2.333556 3.495196
			1.115855 2.251266 3.321296
			-0.031285 1.793836 4.127106
			-0.031285 2.333556 3.495196
			-1.178425 2.251266 3.321296
			1.115855 2.251266 3.321296
			-0.031285 2.333556 3.495196
			-0.031285 1.793836 4.127106
			-0.031285 1.793836 4.127106
			-1.178425 2.251266 3.321296
			-1.608715 1.274736 4.020076
			1.546145 1.274736 4.020076
			1.115855 2.251266 3.321296
			-0.031285 1.793836 4.127106
			-1.608715 1.274736 4.020076
			-0.031285 1.293706 4.428826
			-0.031285 1.793836 4.127106
			-0.031285 1.793836 4.127106
			-0.031285 1.293706 4.428826
			1.546145 1.274736 4.020076
			-0.031285 1.293706 4.428826
			-1.608715 1.274736 4.020076
			-0.629775 -0.150474 4.229216
			0.567205 -0.150474 4.229216
			1.546145 1.274736 4.020076
			-0.031285 1.293706 4.428826
			-0.031285 1.293706 4.428826
			-0.031285 0.693346 4.580325
			-0.031285 0.141346 4.547326
			-0.031285 1.293706 4.428826
			-0.031285 0.141346 4.547326
			-0.031285 0.693346 4.580325
			-0.031285 0.693346 4.580325
			-0.031285 1.293706 4.428826
			-0.629775 -0.150474 4.229216
			0.567205 -0.150474 4.229216
			-0.031285 1.293706 4.428826
			-0.031285 0.693346 4.580325
			-2.211985 0.551776 2.386226
			-2.032575 0.009956 2.421536
			-1.809385 0.707126 3.741805
			1.970005 0.009956 2.421536
			2.149415 0.551776 2.386226
			1.746815 0.707126 3.741805
			-1.608715 1.274736 4.020076
			-1.809385 0.707126 3.741805
			-0.629775 -0.150474 4.229216
			0.567205 -0.150474 4.229216
			1.746815 0.707126 3.741805
			1.546145 1.274736 4.020076
			-0.629775 -0.150474 4.229216
			-1.809385 0.707126 3.741805
			-1.635165 -0.148274 3.492526
			1.572595 -0.148274 3.492526
			1.746815 0.707126 3.741805
			0.567205 -0.150474 4.229216
			-1.809385 0.707126 3.741805
			-2.032575 0.009956 2.421536
			-1.635165 -0.148274 3.492526
			1.970005 0.009956 2.421536
			1.746815 0.707126 3.741805
			1.572595 -0.148274 3.492526
			-0.031285 0.141346 4.547326
			-0.031285 0.693346 4.580325
			-0.629775 -0.150474 4.229216
			0.567205 -0.150474 4.229216
			-0.031285 0.693346 4.580325
			-0.031285 0.141346 4.547326
		</coordinate>
		<normal>
			0.000000 0.794855 -0.606769
			0.000000 0.647145 -0.762322
			-0.110904 0.510178 -0.852870
			0.110904 0.510178 -0.852870
			0.000000 0.647145 -0.762322
			0.000000 0.794855 -0.606769
			-0.333384 0.910092 -0.245979
			0.000000 0.794855 -0.606769
			-0.389447 0.656362 -0.646107
			0.389447 0.656362 -0.646107
			0.000000 0.794855 -0.606769
			0.333384 0.910092 -0.245979
			-0.333384 0.910092 -0.245979
			0.000000 0.958892 -0.283761
			0.000000 0.794855 -0.606769
			0.000000 0.794855 -0.606769
			0.000000 0.958892 -0.283761
			0.333384 0.910092 -0.245979
			-0.389447 0.656362 -0.646107
			0.000000 0.794855 -0.606769
			-0.110904 0.510178 -0.852870
			0.110904 0.510178 -0.852870
			0.000000 0.794855 -0.606769
			0.389447 0.656362 -0.646107
			-0.857906 0.509171 -0.068545
			-0.333384 0.910092 -0.245979
			-0.389447 0.656362 -0.646107
			0.389447 0.656362 -0.646107
			0.333384 0.910092 -0.245979
			0.857906 0.509171 -0.068545
			-0.565905 0.586749 -0.579180
			-0.857906 0.509171 -0.068545
			-0.389447 0.656362 -0.646107
			0.389447 0.656362 -0.646107
			0.857906 0.509171 -0.068545
			0.565905 0.586749 -0.579180
			-0.417005 0.244789 -0.875301
			-0.389447 0.656362 -0.646107
			-0.110904 0.510178 -0.852870
			0.110904 0.510178 -0.852870
			0.389447 0.656362 -0.646107
			0.417005 0.244789 -0.875301
			-0.565905 0.586749 -0.579180
			-0.389447 0.656362 -0.646107
			-0.417005 0.244789 -0.875301
			0.417005 0.244789 -0.875301
			0.389447 0.656362 -0.646107
			0.565905 0.586749 -0.579180
			0.000000 -0.173528 0.984802
			-0.478561 -0.124790 0.869106
			0.000000 -0.280068 0.959960
			0.000000 -0.280068 0.959960
			0.478561 -0.124790 0.869106
			0.000000 -0.173528 0.984802
			-0.998718 -0.040956 0.029511
			-0.857906 0.509171 -0.068545
			-0.969176 -0.239326 -0.058168
			0.969176 -0.239326 -0.058168
			0.857906 0.509171 -0.068545
			0.998718 -0.040956 0.029511
			-0.898801 0.375713 0.225654
			-0.857906 0.509171 -0.068545
			-0.998718 -0.040956 0.029511
			0.998718 -0.040956 0.029511
			0.857906 0.509171 -0.068545
			0.898801 0.375713 0.225654
			-0.540056 0.314005 0.780816
			-0.898801 0.375713 0.225654
			-0.854305 -0.147801 0.498245
			0.854305 -0.147801 0.498245
			0.898801 0.375713 0.225654
			0.540056 0.314005 0.780816
			-0.898801 0.375713 0.225654
			-0.998718 -0.040956 0.029511
			-0.982757 0.030763 0.182195
			0.982757 0.030763 0.182195
			0.998718 -0.040956 0.029511
			0.898801 0.375713 0.225654
			-0.854305 -0.147801 0.498245
			-0.898801 0.375713 0.225654
			-0.982757 0.030763 0.182195
			0.982757 0.030763 0.182195
			0.898801 0.375713 0.225654
			0.854305 -0.147801 0.498245
			0.000000 0.998962 -0.045167
			0.000000 0.958892 -0.283761
			-0.333384 0.910092 -0.245979
			0.333384 0.910092 -0.245979
			0.000000 0.958892 -0.283761
			0.000000 0.998962 -0.045167
			-0.462569 0.881039 0.098819
			-0.333384 0.910092 -0.245979
			-0.857906 0.509171 -0.068545
			0.857906 0.509171 -0.068545
			0.333384 0.910092 -0.245979
			0.462569 0.881039 0.098819
			-0.462569 0.881039 0.098819
			-0.857906 0.509171 -0.068545
			-0.898801 0.375713 0.225654
			0.898801 0.375713 0.225654
			0.857906 0.509171 -0.068545
			0.462569 0.881039 0.098819
			0.000000 0.998962 -0.045167
			-0.333384 0.910092 -0.245979
			-0.462569 0.881039 0.098819
			0.462569 0.881039 0.098819
			0.333384 0.910092 -0.245979
			0.000000 0.998962 -0.045167
			0.000000 0.950743 0.309946
			0.000000 0.998962 -0.045167
			-0.462569 0.881039 0.098819
			0.462569 0.881039 0.098819
			0.000000 0.998962 -0.045167
			0.000000 0.950743 0.309946
			-0.370525 0.793390 0.482925
			0.000000 0.950743 0.309946
			-0.462569 0.881039 0.098819
			0.462569 0.881039 0.098819
			0.000000 0.950743 0.309946
			0.370525 0.793390 0.482925
			-0.898801 0.375713 0.225654
			-0.370525 0.793390 0.482925
			-0.462569 0.881039 0.098819
			0.462569 0.881039 0.098819
			0.370525 0.793390 0.482925
			0.898801 0.375713 0.225654
			-0.370525 0.793390 0.482925
			-0.898801 0.375713 0.225654
			-0.540056 0.314005 0.780816
			0.540056 0.314005 0.780816
			0.898801 0.375713 0.225654
			0.370525 0.793390 0.482925
			-0.370525 0.793390 0.482925
			0.000000 0.822260 0.569079
			0.000000 0.950743 0.309946
			0.000000 0.950743 0.309946
			0.000000 0.822260 0.569079
			0.370525 0.793390 0.482925
			0.000000 0.650807 0.759209
			0.000000 0.822260 0.569079
			-0.370525 0.793390 0.482925
			0.370525 0.793390 0.482925
			0.000000 0.822260 0.569079
			0.000000 0.650807 0.759209
			0.000000 0.650807 0.759209
			-0.370525 0.793390 0.482925
			-0.540056 0.314005 0.780816
			0.540056 0.314005 0.780816
			0.370525 0.793390 0.482925
			0.000000 0.650807 0.759209
			-0.540056 0.314005 0.780816
			0.000000 0.251442 0.967864
			0.000000 0.650807 0.759209
			0.000000 0.650807 0.759209
			0.000000 0.251442 0.967864
			0.540056 0.314005 0.780816
			0.000000 0.251442 0.967864
			-0.540056 0.314005 0.780816
			-0.478561 -0.124790 0.869106
			0.478561 -0.124790 0.869106
			0.540056 0.314005 0.780816
			0.000000 0.251442 0.967864
			0.000000 0.251442 0.967864
			0.000000 0.078890 0.996857
			0.000000 -0.173528 0.984802
			0.000000 0.251442 0.967864
			0.000000 -0.173528 0.984802
			0.000000 0.078890 0.996857
			0.000000 0.078890 0.996857
			0.000000 0.251442 0.967864
			-0.478561 -0.124790 0.869106
			0.478561 -0.124790 0.869106
			0.000000 0.251442 0.967864
			0.000000 0.078890 0.996857
			-0.982757 0.030763 0.182195
			-0.912381 -0.277535 0.300790
			-0.854305 -0.147801 0.498245
			0.912381 -0.277535 0.300790
			0.982757 0.030763 0.182195
			0.854305 -0.147801 0.498245
			-0.540056 0.314005 0.780816
			-0.854305 -0.147801 0.498245
			-0.478561 -0.124790 0.869106
			0.478561 -0.124790 0.869106
			0.854305 -0.147801 0.498245
			0.540056 0.314005 0.780816
			-0.478561 -0.124790 0.869106
			-0.854305 -0.147801 0.498245
			-0.769616 -0.318064 0.553575
			0.769616 -0.318064 0.553575
			0.854305 -0.147801 0.498245
			0.478561 -0.124790 0.869106
			-0.854305 -0.147801 0.498245
			-0.912381 -0.277535 0.300790
			-0.769616 -0.318064 0.553575
			0.912381 -0.277535 0.300790
			0.854305 -0.147801 0.498245
			0.769616 -0.318064 0.553575
			0.000000 -0.173528 0.984802
			0.000000 0.078890 0.996857
			-0.478561 -0.124790 0.869106
			0.478561 -0.124790 0.869106
			0.000000 0.078890 0.996857
			0.000000 -0.173528 0.984802
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.515080 0.441618
			0.515080 0.404281
			0.556790 0.395375
			0.473371 0.395375
			0.515080 0.404281
			0.515080 0.441618
			0.584229 0.498263
			0.515080 0.441618
			0.590343 0.416167
			0.439818 0.416167
			0.515080 0.441618
			0.445932 0.498263
			0.584229 0.498263
			0.515080 0.498359
			0.515080 0.441618
			0.515080 0.441618
			0.515080 0.498359
			0.445932 0.498263
			0.590343 0.416167
			0.515080 0.441618
			0.556790 0.395375
			0.473371 0.395375
			0.515080 0.441618
			0.439818 0.416167
			0.650017 0.505659
			0.584229 0.498263
			0.590343 0.416167
			0.439818 0.416167
			0.445932 0.498263
			0.380143 0.505659
			0.635860 0.436089
			0.650017 0.505659
			0.590343 0.416167
			0.439818 0.416167
			0.380143 0.505659
			0.394301 0.436089
			0.597149 0.405460
			0.590343 0.416167
			0.556790 0.395375
			0.473371 0.395375
			0.439818 0.416167
			0.433012 0.405460
			0.635860 0.436089
			0.590343 0.416167
			0.597149 0.405460
			0.433012 0.405460
			0.439818 0.416167
			0.394301 0.436089
			0.515080 0.722447
			0.550748 0.703489
			0.515080 0.717677
			0.515080 0.717677
			0.479413 0.703489
			0.515080 0.722447
			0.638705 0.528383
			0.650017 0.505659
			0.639049 0.509611
			0.391112 0.509611
			0.380143 0.505659
			0.391456 0.528383
			0.628132 0.621785
			0.650017 0.505659
			0.638705 0.528383
			0.391456 0.528383
			0.380143 0.505659
			0.402028 0.621785
			0.609089 0.691025
			0.628132 0.621785
			0.621048 0.674441
			0.409112 0.674441
			0.402028 0.621785
			0.421072 0.691025
			0.628132 0.621785
			0.638705 0.528383
			0.645042 0.593654
			0.385119 0.593654
			0.391456 0.528383
			0.402028 0.621785
			0.621048 0.674441
			0.628132 0.621785
			0.645042 0.593654
			0.385119 0.593654
			0.402028 0.621785
			0.409112 0.674441
			0.515080 0.558783
			0.515080 0.498359
			0.584229 0.498263
			0.445932 0.498263
			0.515080 0.498359
			0.515080 0.558783
			0.583455 0.570662
			0.584229 0.498263
			0.650017 0.505659
			0.380143 0.505659
			0.445932 0.498263
			0.446706 0.570662
			0.583455 0.570662
			0.650017 0.505659
			0.628132 0.621785
			0.402028 0.621785
			0.380143 0.505659
			0.446706 0.570662
			0.515080 0.558783
			0.584229 0.498263
			0.583455 0.570662
			0.446706 0.570662
			0.445932 0.498263
			0.515080 0.558783
			0.515080 0.617433
			0.515080 0.558783
			0.583455 0.570662
			0.446706 0.570662
			0.515080 0.558783
			0.515080 0.617433
			0.583446 0.649380
			0.515080 0.617433
			0.583455 0.570662
			0.446706 0.570662
			0.515080 0.617433
			0.446715 0.649380
			0.628132 0.621785
			0.583446 0.649380
			0.583455 0.570662
			0.446706 0.570662
			0.446715 0.649380
			0.402028 0.621785
			0.583446 0.649380
			0.628132 0.621785
			0.609089 0.691025
			0.421072 0.691025
			0.402028 0.621785
			0.446715 0.649380
			0.583446 0.649380
			0.515080 0.659744
			0.515080 0.617433
			0.515080 0.617433
			0.515080 0.659744
			0.446715 0.649380
			0.515080 0.697403
			0.515080 0.659744
			0.583446 0.649380
			0.446715 0.649380
			0.515080 0.659744
			0.515080 0.697403
			0.515080 0.697403
			0.583446 0.649380
			0.609089 0.691025
			0.421072 0.691025
			0.446715 0.649380
			0.515080 0.697403
			0.609089 0.691025
			0.515080 0.715385
			0.515080 0.697403
			0.515080 0.697403
			0.515080 0.715385
			0.421072 0.691025
			0.515080 0.715385
			0.609089 0.691025
			0.550748 0.703489
			0.479413 0.703489
			0.421072 0.691025
			0.515080 0.715385
			0.515080 0.715385
			0.515080 0.724413
			0.515080 0.722447
			0.515080 0.715385
			0.515080 0.722447
			0.515080 0.724413
			0.515080 0.724413
			0.515080 0.715385
			0.550748 0.703489
			0.479413 0.703489
			0.515080 0.715385
			0.515080 0.724413
			0.645042 0.593654
			0.634350 0.595758
			0.621048 0.674441
			0.395811 0.595758
			0.385119 0.593654
			0.409112 0.674441
			0.609089 0.691025
			0.621048 0.674441
			0.550748 0.703489
			0.479413 0.703489
			0.409112 0.674441
			0.421072 0.691025
			0.550748 0.703489
			0.621048 0.674441
			0.610666 0.659585
			0.419495 0.659585
			0.409112 0.674441
			0.479413 0.703489
			0.621048 0.674441
			0.634350 0.595758
			0.610666 0.659585
			0.395811 0.595758
			0.409112 0.674441
			0.419495 0.659585
			0.515080 0.722447
			0.515080 0.724413
			0.550748 0.703489
			0.479413 0.703489
			0.515080 0.724413
			0.515080 0.722447
		</texture>
		<image name="yellow-usirokami-">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAMAAADDpiTIAAAAB3RJTUUH2QsaBAkuu4x/9wAAAAlw
			SFlzAAAewQAAHsEBw2lUUwAAAARnQU1BAACxjwv8YQUAAAMAUExURf7+/v7++fr6+Pn59fX18vDv
			6vPy6+3s6eXl4ujm4uvq4+Df2t3d2fz69Pj38NvZ09jW0f799fr48fn26urm3N3Zy9bUy9jVy/78
			8f768Pv47vHt4+Th2uHd0//87f767f325fXx4/Lt2+Xh09nUw/766f/86f755fjz4e3p29bSw/74
			4f724Pbw3PTs0+Lcy97YxdbQu/743f723f722fnx1evjy9rSu//42f711frx0fPqy/DmyePau+HW
			udfQterk0/jz5P700f7yzfnuyvHmwujewdzTs9jPs9XNsv7yyf/0yf7xxfrtwfbqw+3gteTZtOHW
			s9nNqtbMq/r15fzy1fzz2fr03fv02fny3P/41f70zf3uwf7wwf/wvf7uvfnpuPPks+bYrdzRq9nM
			o9bKo/rwzvvwyf3y0Pju0v7uuf7ttf3qsfjnsfTjq+vcq+fYpd3Qpe7o0v/0xfzuxfjrwfntxf/0
			wf7ssf7qrf7qqfvoqfnlqvXho+vao+LTo+DPmtnKm9bIm+Tbw+bgyfny2v7wuvLlu+zjwuzhvOne
			u/7srf/sqf7po/rlo/bgm/LdnO3Zm+PSmtfIlvr04f/40vrosO/hreLVq+rdsvrsvf7onP7lmvPb
			k+7YleTRk+HOktrJk9jGkfDdot/Qnvvstv7kk/fglurVkeHLiNnGitXFk+nVmdLFm83BmtLFoP7i
			i/jekfneivPai/DWidTCi+/oy87AlMm8k8q9mfDfqevTiujPit3IidXBhdC+iMW5k8a4jMO2kfXZ
			gvHWg+jPheLLht7IhtG9hMq7isK1iuvRhNrFhci2g8u6hMa4hsOzg+bQi+bQhvzdgP7hgejXpfjq
			vfbovPbw1f7ef//gf+fgwcS6m/rorv/skf/wtv/qhf/uiP/ziv/5jf/+k///m///o///q///sv//
			u/rptfzrtv//wf/zkczCpNDHq8i+o8O7o8rDq87ItcbAq8rEssO9q9PNu8nGusO/sM3Iu8XAs8/M
			wMbDuNHNw//0v+0JDDIAAD6USURBVHja7Z0JXNV11v9jlp6eZlqcplFawEq4U9AGNEK2DdhYwLjW
			1IRAKpqB1ZgtQGlhM2opqFlPmphLjXoxk3XUQS8iy73s250KpsWltOaZafb1ef7z/M853+X3/V0u
			ykVwmTnvCyYI5ovz+X7OOd/td9ZZDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMw
			DMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMw
			DMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMw
			DMMwDMMwDMMwDMMwzJlMkM878+9DkPwVXtYv+Nkg1sK/PiLk/hEKYE/4V8WI/LCgYUSQeuGbJYMg
			VsC/HDr6IvLDRgwbIcHfSjEoGXAy+FfDij1EO8SXESNCpBJICCyCfzGs4EOkQ8LCw8PCwxwOR7jD
			EQa/wIdh4aEh8AoOHmGYAWqAFfAvgAw/xj4kDAPviACiIiIjoyIj4XcOfIU5QAVhoIJgsgLtA6yA
			Mxw1+CH4OOox8FFRsUhMTFxMzA9igOjoqCgUAhkCiSBEOAH5AEvgDEbU+zj2MfpRFPoHHnj11Xgg
			JSUeX/HxcUBMbExUbBS5gYMSAmUD5QOsgTMTPfjDwx007h+IezX+1aSUpKTExMTk5ER4JSUmJSUl
			JAgdxMTERpMVUDYIERIQLsASOPMQ5g+jPxzHPkQfBn1S0rx5T6cCU9PS8ZWalgYfJD+dnJiYlACW
			gCKIRhE4QALhoZQKhAuwAs40xPCH0Q+DH6OfkkLBT1u0KDNLkJ2VNQf+k5mZCVpIS01GO0iIj3sV
			q4LICMoFIaEjlARYAWcURvjR+TH6qf+Xtujjjz/OXrp0aU5OzrJluc/kPgPkfJiTnS1kgCJAJ4iL
			FxoABaANgAS4GjyzsI1+GPxJNPQ//nhp9lIIfG4+sragcP7y+fOXF8wveOaZZTlLSQWLICOAEUBJ
			gLkgiqoBnB1gEzijwPiPGCbCH4fhx7GfhcGnyAOFhcu3bNnyBrDyjRUrli8vyM/Pzc3JIScgDSQk
			YD2AEsDGkMpBnhg6Q5DDPzwcw/9qyrynMfxLKfoU+82bt2wuKVlXtnVrR8eGDR0b1m99AyRQuDaf
			RLA0GzSQjrkgAW0AE4GQAJvAGYKY9YPGj8x/3rz/Q+tfuoyCvxmiX1JcUlZWVl7Z4XQWFRW5ior2
			Oju2lq/bsqVwraGBtDToDBISpAvISoAVcPojWj9y/wdeTUl6GsKfJQf/5o82by4tLS0rq61s6qx3
			NzdXeTxVnqoqVzNIoLJsXcmWQhJBAWgAcgGUA+gCcXGx0aIhCGYFnP7o4g+G/6tQ+sHoh6pPGP/m
			Eoh+TW1TU53b3exyeVpbW9ta4BePx9Xsrq8rLy8rKYHCoHB5AfDMnDlZmelTSQIxKAFQQIhKA8xp
			inB/yP4Yfhj+aWD+ufkFa7ds3lJSAsEvw+jXNze7PBD9lpaW9va2dtSAx4USaGoCDZStK4OqcMWK
			+fOf/RAkMBXrQSwFohyYB1QaYE5HdO+Hrd+r8+Zh6fdMQcGW5evWlZWXl9c21UL03SL8GHyNlkAd
			sGdPR8f6rW+/vfLN+Y8+OycrPS05MWk29ISREayA05ogNfxF9p+Xuuinc56dv3zFyjeg2O/s7KyH
			4MPgb/b4hl9JABJBc7Ob2Lt3w971L7/95vxnn52DHQHlAawEsBZkBZyGBKniL8QB2T8uJSn59Z9+
			+Oj8N1duXQ/F/t5mgQvwF35UQEsLSgB8AF/NzUVFG/duIAn813+DBBKT4l8FE8CGkEvB0w6904+G
			f0xc/ENPPfnTaY++ueDt9es37C2iwHsErZ6WVj/hlxpAG/C4UAYghIqiTRs3rF+JEvjV6+lgAqId
			CGMPOL3Qm3yHhYwID4uIvv/mWePfWzzttQULXl6/YWNRkYg+1PqtLfhq6Sv8hgSkCCpcRZs2bHh7
			wZs/f/aRB1///kOJIg2EhQWHqFlB5hRjRV+4f/T9N40Zv2TCmsd+9NzLz2P4K1yi3YO4HyvytkwA
			IpBOUEEu8PKCBT9/dNq7rz+RCLVgLE4JoAmwAk45RvSHjQgOCXPc95P3x9y5ZM3E1XPnPp+3UYRf
			Rv8YIfejAfQKUEGVp6qiomLTxueff27BY69Ne/fJh2bFx+G84MjQS4I5DZxagsxt3iOCQ8NGYvhv
			+eWtk1bPzcjI27iqCGLnqfLgXE/fsadYt/ixB/gMzg+0NTRUVW2rWJX3/HM/emza4veemjX73h/c
			98or91x0UfB5rIBThm3sjwiG8Dteue/9x5f8cuKkGZMzZuYtXLUJwl9VBRFsO7bbU2FIJtFbBm3t
			bUhDw86KnRvz3npu+poJi8ePf3jWw+9fee2VV3z3/EtYAacEn7EfEgqjP/KH71+35Je3jhsnwr9t
			G4S/AaLfdpzguwStZBR+NNDY3tjWiBLYuW1VXgZI4MXFd97ys+/ccccdV1996XfP/8YwVsDJxgg/
			RH8ERD/MEXHf/df9DMz/rskZGTMXLty2bVtVVUPf0ZfFPrX8bnhhm2j6gCmCRnw1VleDBHYuzJs7
			Y/rEl1763gsvXHz99Zdf9s1Lzz6fFXBSsUUfEj9EH8Ifff/7Y5b88rZxU2D4z8ThX9XQAPFvPE70
			adbPCS+3u9noFX0aRaEAkMCunTu3b5+ZMWPSuEmjR48eNWrUxZdfdu6l55/HCjhpyPAPC6LoB1P0
			HRFRMTc9/LMXbx03Y8pkGP0Lt+3cWdVQDdH3P/519DH49c56gZtWB10evxpQJrBv166d7+yYOWXy
			3Xff/lfgn9cMvxxM4DwuBE4OQWcZ1k+D34GbvWPibh5z50u3zZgxZebCHdsh/DD6qzFm/op+I/oi
			8p319XVKA2Kq2I8EpAL2gwR2797xxY4pU3579x//+I8//uN/v3XhZayAk4MR/uBg6PnDxCGv2LjZ
			s8bf+dIkEX7I0w272ij8UMFDI4e9HP5GNHxtYr1HRh8Xh+rqO8Wb9oFmf6mAFFANEti3b/cHu7/4
			4ovf/vbPwP/72z/+eeFl56ICeGFgiAk6yxr9IWLwR0RFx8TFJYwdv3ji6hkZM7dvf2fnrl3V1dWN
			ULe34Co/0tYi/ttqrfaR7WPMIfB1nXV1TfACOi0jsJWEIpM0tuBfiwrYt3v377744k9/+Muf/v4/
			//P//vZP6QGsgKHECr/y/oiI6JiYuPiUxCeeXLxm9Vyo/SD8+6r3Q7mGfVs7Br61Daf/CU8rrfPJ
			sV+nYl/X1NRU21Rb24TAh+QEVj1AKmglEbRhOwjqQgV88MHvfve73//lL3/5+99RARdcJipBVsCQ
			oeIP4RejHwd/DB7zSk59dxrEP2/hwp079+2vxvCD+6vot8rpXAo+jP16K/oq+DW1NYQQgaUBtXYM
			OqgiEcDfCbkFJIAeABL4PSrgL6CAf/zz8m+efQkrYAgJEhu9hgWPCAml892R6P0pCRD+9Aenvbb6
			rTws/cXop+Qvww+hd7mqXKrh03kf7J6iD9TUdAm0CKQE0Afceg8BagDnBKvboBusRg/44Pe/Rwmg
			B/zv8KvOPVvMCLEEhoIga/iHw/CPigTvR/NPTkvL/OkjP//RW3mrMP40/NsbVfgx+hW0s0N0+xR9
			dH3l+xhyDH13d3cPvEsNGDbgrBebg0R3UOVpbWtoa0AL2CUU8AGZwN/BAi6+7NKLWAFDhLJ/Gv7a
			/JPmQfgXZc35cP6Cl/M2bdvW0CCHfyN6NTh/lbG9i9r9TlHwNVlDv4aCD9EXL6mBWlMDJAOn1ACu
			LDS0VTdU7wIJ7NYe8D9/+99Rl3/zivODeU5waFDVH17tQqVffHxCMo7+j7NznilY8PbGjZsqsPPH
			4q+dog/DX8304Ev2+3Ui8hR8iH53lxF8HwmIesAmA2oOQAI4yQBZYBd6AFrA7//y9z//45rhV116
			9iW4Q4AtYLBRd/tg/EXuT0hITE2F8ONRn4IVKzdsxGWfNpn8Mfx00KPZvddd71RzfeT7stzrUsbv
			E34hAZUKpAqajA4RNFAlJWApADzgz3/76zXXX3YlJQGO/yCj0n9ISNhIin98QmIyhD8rO2fZsvy1
			y99Yv7eI4g9dGtX+rR4a/XvR+M3wK9OH0FPw/UTfsIGuGtUb1OqUgBJobq6oqgIBNGAdIEvBv/zp
			z3/866jrr77iomBWwKCj7vYKg/iT+ycmpqalQfhzc/PXrt2ybquzqAKqs0Z5vAO7PjH6nRR/Mn/y
			fmX6fQbexwZEa9ClZCDag/p6ygMNZAL7tAf84c9//evFV139XUoCnAUGEX23W5gD4w/2T8M/e6k8
			6rWlvGMvtGi47NcmtvLh8N9rhR8yvxz85PrHD74hAhJCt5KB0EAn5IEikgDNBygPAAsYff0dl97D
			ZcAgY8QfF33ik6D4A/en0V+4eXNxWaWz2eNp08e7oPSvoNpPeH+njH5NVz/Hfl9SIBHU1qAEsBys
			cFkK2I/d4J/+QEng2otCWQGDiG38R8XQvN+izCw851u4djPEv7S8rtnVSpP1GH8x4Yf2T+HXib87
			oLHfhwzEXBFIoNNZT2UHzQjs1x5w919vuOPqb18SOiKIu8FBQsz/Uf6PiKBbPnD44zlvMfyLi8ua
			6l0eWrKT8a9yFVHbL8Mvnf9Eg2/2iLWYBurde0EB1bgyoBTwpz/fPfr6x6+8J5T3Cg8aQfb4Q/MH
			8c+xwl/cVdPk9ohTPniqq0os9FPjT+GHsX/iQ9/HBkgBnU4nFAIN1W0ggP379pMC/vDH20f9+Oof
			YhLgLDA4yKNeGP9ojP/UtMw5OZD98Zg/xt9bWlsHBtAuDUAs+ND476TwD2Tsa/z8EbkAecCeelRA
			Q1t1dSMoYD/VAb/7w903vvCdK1/Bg4OQBVgBJ4o+6hfmiBTjPx2av/x8NfyLvcVdkAGkAbTJ9p/i
			T+Y/kMEv8fqRgPpNF90uUdfphO4Ddx1aCvjDb+8e/ePHr70nTJwZOtU/vzMfXQBGRseQ/4v4q+Hv
			Le6uaar3qARgbPaow6Z/YOH36lePaQbG77ukAuoxCbQ1ggIapQJ+99u773rhx9fd5wilS0R4XejE
			MAoA6P+h/V+UCd2fZf+gAAiFWwoAUoAsACj+AzV/r8YuAcMYwAJqyALq3c04AdGoFPDB77747V23
			vfD4TyJHhoZwIXjC6AQQEQn9P9Z/2csg/oXS/pEu0wE8dMsPCADj390tR24g8fdS/A/0HOjxkYDX
			9urWFuB2VbVYCvjggy9+O2XcC7e8f9/IMKEAtoATQRmAAwtA7P+yly5bu1bZP9DtFU2AFoAwgLom
			sH+Vximwx6j0rPwuwn+AXqgCpQH5Er/YFNBZ72yuaG0TZwZIAbt3TJl865KHb4p0hIXwnPAJojoA
			ByYAin9Ovo4/KIB6shqaBpBXe1AFCPU/lH/2PO7X630tngJO8RdvSgQUeyMx4LvoBWUSEAJABezb
			vWPmlEkvjrk5OsIRHkx3iZ3qn+IZjLzshRJASmLaoqycXHP8Q4xBALVN9c0ejzjkRxs+sQCoscaq
			inMvq/ct9bxG/AVkBCaQGlR+6PFCL0jLg24XHj1VHrD7nR0Zq18cPysu2gEKYA84EcQWIJ0A0rOW
			5ubL+o/i30MGgAJoFje/iPHv7CyvsYXNVwI9ekRbiV6HWEX/oJIAmQD8gsFXL/ok/K9r6zrxujFX
			mzg0gArY9872jNUTnhwbHxNFSYC3iA0YnASGCiBcdACYAGj+p9iIfw8acZ3cwC02fzmdnZU1XWKc
			0lilAPaYErAcXRd79vgfPHCQOKDyAL289KEhiy41JQx1IB5BQgns37dzW8ZzE957IjEuNtIRHsKz
			AScAOgA+3SsqGjuAzKxlav5Hxp9mZSEGTrllkxYAnZ17akutTK6GsLdXqhcx9XoPWDqQ9k/BPyQV
			oIe9HaUA2ieEa1GyDGis3rUt7xevPTg1MSEuNiIsfAQvDA4YqgCCqQKIBwPIyqYEYMafavE63Krn
			FNs+nc76jj2QAMx46VpON3M61rrYk18ixz9En1AS0KAzHNCfg28ohU6gs9NJdaDMAiCA51c++qvM
			5MR4KAPCw0dwHThQhADCqQJITF2UvUwmAIq/MHMwgNpO2rkNIsDVX2fHnqYyr9eKlhSB90CPauh8
			Kz1jkNNndfyFBKzo25DKqqmtxDqwGZOAPDrYsOnllc9+mJWWnBAHZQDXgQNG9IChYXjhH7SAWTQD
			IAqAHq9emMMMgNt+3LRz29nRWVneVSyiSC8VQt3Wy1pehlSPZ0sTQgCHDx0+LE3goKwJ4CNDGCQB
			b6koA9yoAJJAW0PVxq0rCp6Zsyg1OSUuGpMAW8DAsG57j4mHFtAygGId/54uLQB67XHuqSwvLT4g
			xjDEUEbLlgmM8EuFaA0IA4DPHj58+Dfy2+WIp7/psER7A5QBZbWQBEgBdHqwraFiw9YtBfk52emp
			SfExXAcOGHnjK/WA2AJAC7hWJQDd0VkOAPHvdO6BAqC0uPigGMBmtHTtfkAn+kM+w1kZPcZffjdJ
			4KAa+PLv+8T8S73FqIA9QgGeqtaqqqqijnUlhfn5OZQEsA4MZgsYEGoWEErAxORFWTlWBWC19N01
			NSgAjD/Yf/2eysoyGP8Uq08EGC8tgQOqkbMswhrl2v8PYvzpGw//RpqIlMQnh8Xf+IklAVIAzgi7
			5SnSImdHWUlhYX5udmZaopoMYAsIHPm4n7CIqLiERDEHgC2AzQBwGqAJt2lD+MH+Kf7FHx3S0Vci
			sGngoHZ5wyMOWbmexroKMylERt/nr6S/ExVVWlu5p87pdONN1EXuvc7KspLNhWvBAhbZLIAlEBg6
			A8TIDEAGIFYAemw1AIQf7X9Px1b40ev4f/rJpwD8x5QAtfeHDko/Vw5h/Sn98SE51sUf/eawNARf
			6LukApr2YA7a68aDKCCA0uLNa9fmLgULSHlAWcCp/nmecRgZICk1LdvIALbtebW1dFgH7B/HP8Wf
			wm+gh+xh6eY+A1o5ukr3xp+qrC8++lS/1J/CV4MCSmsq93SK86NgRc5yqEM2b0YLyExOiI/iRmBA
			qCYwIjomJSk1E3sAyABiCdgUQA0kYEj/e/bs2Vq5DuL/m8Mq/Ec+PXIE3rUE9Gg/3HtAWxogw7f+
			GP9AfvSpNJVPbc6CJlDcVd7U2SGOEEMuairrKiYLyM5KTY5/INLBZeBA0OsAuA6IArAMwC6Aps56
			jH9luYo/Rd/gU0MDIqi28WwOdlEX2uSho++LpYBib1k5yrCe+pHOpppSL1lAblY6VgEORwjPBweM
			mgbEhWCcBVIlQI+PALpqy+sg/pVbIf6bP/rNb6z4H6U3QwNGtM3hbKmgD3uwvpoM5cin4l1IABQA
			FoB1IPUi8KorRwEUb4ZWMDtzamJ8bJQjhM+LBowhgCRoAuUskK0HVBZQ3lRpxR8jJcJ/VKBUIIPm
			F60Bw/ENd1BaoaRiZBaSgFBAeXndHjEb1dlUW+OVFoBVQHycLgNZAgGAz/wdERpONWAyLQRaJYCp
			AGgEy8vpQX8Qf5H+MfzIZ/CyaYACp3Rw5NNPbaLoNeaVMGT4j/hC34wKgM4BqgBhAfWddXgWARwA
			LSA3OzM1ETtB7gMCRgoggpqARWohsFf8e7q9XaU1paVQd8v4HxHx/0yjnMDICD6RNMazz5i3OCJt
			hV7ybxLfIyygphxbwfo63I3uBQEoC0gTOYAFECiWAKgJyM1XGcBr2+tPi/u4QnTQPv5l8D/3EYFl
			BkePHDnqWyNIDRjRP2JE35ZVxPcaFuAFBTSJg6hgAPRvojJwUXLCA9GOMO4DAkUIwOGIjYuHJiAn
			198sgNjc4z3gLT5w8KPDh634i+ATWgOf6YxAITx65IipB5sKzC7yiMz8VvjN2kJYAE4GeEvFRSJ0
			CB3+VWgBVAamJkEfwDkgUMR2wFDZBWZJAdimgbUBHPAeOHjQ6v/E+P/cxFCBKQMrkkd9NHDEN+Uf
			VWWF/PbPRFJROQDnA8WtQnQWsUdbQA4uCMRGOEJZAAFCTQAIIBYngu1doP0Y14EenN8/dFglgKNH
			IMYQ8c8//7V6UyIwZEBC+Oyob5EoSjsz7uLPjgoB4N9sfaNQjCwCcP+wum4QBdBVXEo54L/Tk1Me
			iGQBBIpwADwRFid2g/ntAoUBAIekAI6oDIAh/zW+EC0C1IH/nCACetQ+6PUbhf+zo77faAmAtgbg
			JnUpy25vaVdpcUlhQf6cTBAAFQEsgICQDhAlBZCfr5cCe5cAaABaAEdNAUiEFj43vcCQgaUD1Skc
			VZZ/5Kj+7WemAKz4kwBoXdjQJqWD0rKSLWufzaEiIIKqwFP9Mz2TCDqLBCB3g6jNAD4rAeQAtIvn
			UK8UQApQ8f/cRwKkAhLB52JAq0GtGz3fiQRz/OsvFgbwCWUA2nPYo+cmamrKy8vWrVte8GE2FgGR
			YSEsgIAwUkB8cqouAnvVAD4pQFvA5zYLkNnAVwVmROldD3pV5xkYDmBUALoEOGDdJ4BHh8ubKvdU
			bn1jxfxn5qQn47aQEO4DA0JvCRdrQcfoAqgIPKQXgUXB/plNAlQL6vj/+tdG/H3rwqM64R9VilAC
			OGrqxDYNcEicEzDi39TU2eHsWL915YpnP4QiICbaETKCVwMCQpwKw1OhKfP6nAcQOeCAmQPsZcDn
			ogvQOjDCLyVgloRWV6D9324Dul44csSKvzAArz55hHdI4f1Bzg0d699e+eiHP01NwAMCIzgFBII6
			FggCiJ+XmpmzzKgB+igCLA8QAaRW0AdbS/CZD0bGtwLu8xmrazTWgkQTaBkArlCjAJzrX17582f/
			e2piXHREOPeBgaE2BEXjWkDm0mX5m/1sB9AC8FWAmg32o4Hek0OywNM1wBF7xM2y8IhP+Gk/wAG7
			AchdaqiADevffvNREEB8DAsgQOTl0LQcjKeCculQiM+OQJUDbArwkcBnwud7KcFYJvhM5vde4bav
			HvjbYqK3BZoVIBiAiL8TBLDg0V+lswAGACogOETsB6BjYYUfFfeRA+SBHmszuJzLVZncMnmSwWeW
			+R/1xYz2UXOxQE8OG3tBxDayAwfMBCD3KTulA2x4+835v8I2ICI8hGuAQAiSG0LCIqPlhhBcDvb6
			zQHKAw5a+zmtXUFWCd8r5duWhSx3P9LHiPezzVQMfzP+ZACWAKAKhDbgiYSYSOgD2QECQfaBOBOU
			kpz2MW0IOdBrU6jNAw6oPf2mBI6o7SGmCnrvFPHZ52EsBxmbhuw7gvW5AG8fBoBV4NsrSABxESyA
			AMGpQGwDRkZhH5i11N+xEBxw3d3ebutiDymB3hqw0ro57ysjbgW7r21jn9g3DIkt5urAmXmlJBmA
			U7Fh/RsoAOgDo1gAARJknAuYl5aJR4M/0leDqQ2B4gJ32oBhnfc+dPCQOsmhN/P5rOj3Wv7ttUHw
			U3NPUK8N5MZBI333hJwExgSgHaBj/RvLCz7MnAoCCA/nueDAEDkgzBERG5/0dGa2OBt+wLYeKJ/t
			VFPT1W079G+mgk+sDb1Hjvhb+rdv/7KGuvq0+Ix1pMB2b0CPPf7qvgrtAFtBADmZUxPJAYad6h/p
			GYW4IAiLgNi4pKfpcLh2AG238kGfeCewdcWPPvt92FcDvYo6n33ifSJPmKrTQ+qUoXH1jHlKQQtg
			QwcJICs1EacCWQCBoXJAZNQDKfMWqW3BxbriQrutpQd80kbMLn2T3wGjJLS2+eudPnpT/6d9xtrn
			cIA+YHzooHHniFX8GZZEFaAWQEfH1nXLxcZQFkDgiFtCwxxRsVQF5q7FmQBvsfqpi4saxWOA6WLg
			Hn3Rq5kKLCOwrP6TXmfFPjHOA8vjQeYJUdv5cuO6EZ87KOm2ArclAGfHGyWFBSiA2bEsgEChHDAs
			JBwE8Oq8VL0pTP/cZcMtDuPUiZvB7fd9Gve9GKf79DGgT3RGt18IYZ4RVWnffouIdeeU/QJKWQEY
			DrCuZEt+rhTACO4CAiPorGFBtCAY+4A4HapviPKK+7rlT1s8Eg7KgB7jqn/blY9mSWgFX8f64EH7
			5T/ylkDjBomD1q2RXnv0bVMS9E/C84FKAJVlWwrXLstKZwEMBFUEQBWYIu4I00UA7gVTd4NIAaAF
			6DufpQasklBODhy2RV9n9IMHzMu/rDvBtChsl4b2Tv19lAAogJJCOiJKiwEsgACRd4RERMWlJC/K
			wltCP9J3hOOimzQAfDhAfZP5dAi1SmRc/amufTCif+B4WLdI6Zshjxl/FECnzQHKyzYXFizLTkue
			HYurQaf6B3qmQfsCsQgQc4Hyljj585d2q54ITifyep8ZMhYK5M1R8lIg44pAn0tAzTsEbVeI2e8b
			9fO0AawBO80aYE95SQmkABBAQgwLYADQ6SAUAO4JkXOBXrkcoPKtfCR4bwF0y6d7iD1j1v2PB20X
			RllXhsp3cZVYj+/VsD7e35cA6mwCqCwr3YwCkCmAZwIDBcpAsAA6IJym5gLVRAAKQD0XuA6fD1fT
			+wkxqimwOgIjzduuglf1nf0TRvzFRaPGhcN+BCCngVT86zuatAASWAADgWYCwsMiY+LmiS0B6oS4
			cIB63QSomQB/8e+xdQS9ot/jtV8Xbrs33HY3uP3ZEv4FQPMSygI6y6UAoAbgDQEDgi4Ko6tin7bN
			Baou0OnjAL0EoJ4CZfN0PxeIe30s3nAB74EDdvMPQAClSgAJLIABIW6Ki4hWqwGbdRsgHEDeyQHx
			p4kAPymg2/AAHdEePwH1xcwM/r68twBoJbDTEMCeWhRAfm72ouSEH7AABoIhgHS6Jca6KtZMAXUy
			BfhzAONJcKK48x/PPhTg2/gd0wCUAOplCVCH18XhRNCiRHaAgSFrABRAprkrTHcBblUC9O0A3b3j
			6SeM5md65QXj4WN9K0BuBrPagM7KWimANC4CB4h4Ygg6QOqij80FYVsKEDWAPwfwaQd8rN/nq30+
			0N9kfflxMoBenBIO0FlZgwLI5yJw4JADOCKiX020zwX3WNOu9UYK6OpLALbY9enhfTQRfrzB3/eL
			A2F1hgDKpQCy0rkIHCA4FRxKW0JS7VtCxLQrPijG6RY5oKm214Oie/qM5/Gj7zfcx88AVg0Asiwv
			JQHgcjALYEDQQ6PwseF0UdgyfTYE9wXj4wLd4kFBuBhU19T7UdF+TL7fwe+nJHwzgNEFYAngFRdF
			4bXxkSyAwJG7AqNi5Uxg4UdiZ3iXV9SAzc3iUWFKAOKClr4VcOKvPgVA+5PoMZJaAE01pXRLzDIp
			AD4aFDCqCxT7gnONR0b14ANj1cMC3WI9WKwGdJ+S+FNbaghgr7gyWAogNZGPBg0EcVMcXRMkTgYU
			qkcGezEDuF0uTys9LtpNfSCUgTVd3d2DHfT+1RFd6lnSKAC3ey+IEjyptFRcFJbEDjAQaDsA7gun
			W2JsG0KwCWyG8IsHRrtRAU1+POAkC0CVAPTskHr4F9WUlBTm43Mj4qN5HiBw5CNDovCxkeq2YHlP
			FGYAT2sLPTS+VVhAk1DAqYm/aAJFCnDSg2yFBMrXFRYs/Tg1KS5mJDtAoIjzwfjMIHxurP18MGSA
			Zg/Fv50soL5eCqDmlAlAlQAYf/Ug6/rKN5YXzPk4NTGOZwIDR1wT5XBEx6XMAwHopwbiQ+O7autc
			rVIALfCzrhc5oKmmVy948gQgSwAnjH+PeJJ9c7Nz64r5czJTE+L5jpjAUU1gjLgozmwCuqEEcIn4
			gwI8HjMHdA1Z/K0pZf8CkA7QDMUJ2hIqYO+GlfM/zKTHhoSxAAJDPjVsZJR+YEBhsb4mqqbWLTMA
			OIAoAjqbrDJwaB3A23tCqVueUgLc+ChxKQBX0Ya33/wvFAA7QMDQNGCoA0sAdV+8viy2yyYAcgCj
			DzgpKaC3AFQJgAZAAmh2NRdtfPnNR1gAA0IfDqbHBubk5hvTQOAAzTYByCLAz3zwkDiA148AVBPo
			dnla8N8kHGDjywseeTA5BZ8hzAIIDCkAemZQuigBrEeG1DS5fQXQKZ/WcBKKwN45QJQANAtEGYAE
			AA5QgQJ4V1wVygIICJEBaB4YM4C6LLiYfvS+AsAioLNeOsDJKQL91YC6BGinCUoXCuD5BdNeZwEM
			AC2AuIREWwmAGcAmADkbjNPBYlPAkArAq3KArwCkAYAAWkgAGH/Xpo1v/WLa67gUwAIIEFsJkLU0
			N3+z3BNOP/peApBloJ99YYMrAK94+aw02QTgaW0XTQAYQNHGtxZM+z4KIIwFEBDq0dGROA+clmV7
			crAfBwALcPvfGz7YGYCupOqdAvR+UDdWp6oJqAAHeOyR7+NEYFgo3xEUEOLJwXhTLGQAvSO4uNvX
			AVqkAMgCaGPgUDqAV2SB3g4gtwM667EJaNfTAJtWvfXYtKkJr0azAAIEl4KDQ8RDw6gEWGt7bCAK
			oNUmALEkKG4JOJExfrwSoNvrxwHUoTCxENBipYBNeS8/9uCTKXFSAKyA/hKkb4unJwdbjwwSt0R2
			42JgS4shALKAzroTbQOPKwC/KcA4E+QW0wBCAK5NmzY+99iDT+E1gfzMmMBAAYSG46kw+0JAt1cK
			wO2ypwBRBZzwevDxFCDOEvb4zwBOdABMAbhPxePyVFRsy3vusfemJjwQKQXAEugv5l6ARfZHBvWI
			DWEuSgEt7doBcEGg6QSngo+fAnQOMEtAcS6cBNDs8rShKOFfVVWFAnjtvSfilQNw/PuLagKoBlRH
			AqwSABeD5HKw5QCYA5p6nw4ILP7HTQGUA3yqQNMA3DQR2NrS2trWULVz26rn1jz40OzYKEcoO0Ag
			kAB0E6BOhtMjo+gnjg7gsTmAVQQMvArojwD8VIFdXfJeALEZCGuAlva29rbq6l07QQDv0URgKDtA
			IOj9oDEpiVONeUDrSmZ3c6u9CHSdHAHoKtAsAZUB1LvFYjD+wxrbqxt37do+d827D8XFRjhC6MmR
			rIB+Yj00Dp8ZtlQ/O1xeFY8OIJYD7Q5QX3diqwH9EUCPbwaQz4ghA3C6Xa7WthYMfyOwfzcI4D0U
			QFg4O0AAyEdHO+Sjo60jAd3qwVy0KVg6gGy6aU246YT6gGMrwIp/j/HUCrMHpC5QblUDCezfv2/H
			3DXjQQAO4QAsgP4SJJ8bausCdRMgdoW7rJkgSwAnkgP6lwJ6enwzgCoB3aIEIAGQA4AA3pkxAQQQ
			LQVwqn+sZwx6HsgugGL1g4cuoK7Z3ga45IrgCfQBxz85KONvKsC6GsotSgA5QUUZYP8H20EAs0EA
			tBbEAug36oFBsf6fHIyNt7svAQw8B/RbAD2mAGqNEpD2g7XJDIAC2LF6wlM3QxMgBcAS6B/yiVFq
			MdhKASr1Ytp1eaQAMAfIBUFxZ+wJ5IB+O0AvAzAzQKNKAbt3TH/xqfgYnAhkBwgESgHykWHoAOLh
			8cXdXmvY1Tfb1gNxT4A+JDrUKcCKP+0GtUpAnQGEA3ywe+b0xQ/FgQBCOQUEgqgBwvXD4w0HUOMO
			BGCtBsgVYX1RwIAU0I/TxEYKkJ9S98LoDOBpa7dKAKgB19z5EO4G4JngwLCeGUf7gYwaQBYBNU2d
			zdbZIFEFqIsCBloG9lMARhcgbgWQR8LdTtEEGiXA7h0zJjyJe8IdoSNYAAEgHSBMCMC4GqBbzwTV
			4taLNpsFSAGcgAX0VwDKiboMA9AlgK4B9u/DDPCU0QSwAvqL5QDxyWnm00KsmaA6t3E0QOwLdNI9
			AdICAi4E+xt/q1bQm4Ex/mIhoEpNA4kMMHfNe2PjrSaA6SfWw+NpQ5BxKsSYCKin/bdaAOKiiHrz
			noBBrgAsB5BrkuJaGJUBRA1IE8EyA+yDJvDdRKwB2QECRCwGhTtwMci2KVxXgXhHlCoC2lvUTSGi
			CBCHhAO0gP47gNqVIgxA9YBUA+ouUDSBM6dPeyIBl4JCg0fwRHAgBJl7QtNxS6C8JVYWAVIAPjkA
			olDXWSfvCQi4DAgkBVgdgDIAmgZwqZUAsRCAGeCJFDkRzCkgIPSu8Dg8GpxjXRMsBzZdE2gWAbQR
			W1qASAKBTQcFkgKsBKA2g4sMoKYB5CzQrh3PQQaIj8EakJeCAkM/NzaGNoVaxwJUUKkNkAuCNgvo
			FPdFBX5OPJAU0KMTgJEBnO7mZg8UgY1qFmB3BmYAPBXEJUDACAGoDQFGFaiKAGoDVBWopgLw1kjZ
			CIgrw4ZEAD2qA5AVoMgAVAPihkDlAJQBplIJwNNAgWJNBMSkWLcDiFtCVRFQp1eExfmgVmkB6qaA
			wK4MCyAFiBVp60oIVQGILrDFJwPERclpIDaAQJA3RFEVmEy7Qu1zgXIy2BCAmgsSraBSQCAGEIAD
			dBsVoDYA22aA/ft2Z/yIjgVGOcJCR3AJECByU6DaEWBcE6qLALMPtKYCxM3BuhDstwQCFID9YlBp
			ALgS0NKoJgG2iwyAJQAvBQYMPTAMi4BYcTx8mTUTIFYE5WRwu5EDSADueqkAmg3o961xAQmg20wA
			pgFU0UqAEMCuhaunYQbAhQAuAQJG7QlyxMbMTky1joYU00wAhkNMBrfZcoC0AEMB/faAQBTQRwKg
			JlD1APveyXhs8dTE+NhIzgADQuWAyJi4RFoRtt0RpKpAj1UEWDnAqRXQ/yzQHwHYDKDJnALABKBK
			QCsDvPZusuwBOAMEjt4U5O+KED9FgOoDhAWY0wH9UUBgKaBLzwHbDKAKS0BVAuxeOJ2uBoniDDAw
			guiAuLgkKDE13XZFhFcUAbglwCwCTAuwVYLH7QYDNQCfBKCXglttGeDB7ydwDzBwqBEMNe+Jo/OB
			xdYBUSoCeuUAXwX0Z06wPwqwV4Dm+HdqA2hrsxYCcR0gIS46gneDDZAgPRlIK4KmBYgqAFeE3dZM
			gGUBbutpgkoBx5sU9F3nOZYAMAHY/F9WAGgAcidA477dO1avee+h2XIzEBvAQBBloAMvC05SZeBm
			9dAor++CoLIAQwGddfr60OO0gwEIoNt8PJzcCSQuiK8SFYCYBXpn5owJd46d9QMuAQeOXhDC9QB5
			T5BpAeKpMZ5eFmApgNIA7RGrOWYp6MOxx39NjbUJRCcAbAE8tBtQloDvzFx96+IxD9/P20EHTpC+
			L55uCsMjouKWALk3EA/lOpvNPkDcyyBOCJAAcGFA3SDadYx7xDXePjQgP+uF8OPTAU37VwbgkcsA
			Yhp4x+RxE5fc8v5PIkQJyOsAA0FdEoDTwXhNBFUBm40nB9bixZyWAKQFaAVIDYhtYjXHqAX94ztJ
			5AUJ1dQYWwDEIrCcA6ryUPzVZsCZkyfd9sufXffDkZwBBg4JQNwSEK8ujFZXxnvlqVx3s1kGCgug
			VsBSgHyuZO8TQwrf4a8FYCkAS38c/bXG8Fe7AAwD0DsBdmTMmHTrC98BAfB+8BMgSDw7GGcDE0Qj
			kG+zAHp8tMtuAa0emwKUBsSBkRod9G60gy4C/tNNVaW3S+w38naJmQYtAPgDjL5tB5jTrQRAq0DY
			A1qbQcEAxt0GArjyvpGXsAEMHGEB4dIC0rPm5Bp1oBercXkzp2EBJIDeChCnBlECXZIa/ZJ46d2r
			VKGUIpy/Blf/murM5C/PAztpEcCoAKAH3D5z3CQSwCt8OdgJoe6Kou3hU41L4+n5odgH4pUMVg6w
			koBUgNtmArhHwKQWXjX0uS71pj+AqHcLMYjog/fbe3+5BkDxxzkA60DQvnd2TJ5x220v/PjxK+8J
			482AJ4Q8IKIaAbExRCaBLuwDxQMa2nslAY9NAWpeANeHFE36hdQYv9bW1tiUgtGvq/PN/bgCIDtA
			NIA2bQD7d70zcwZlgMe/fQ/2AGwAAybItICkVLwy1EgCuBog7mdv70sBeqjSS+wWw/1CvggpWB+V
			W0ppwnU/Mfh7u79bjH85CdjebpaAP77j/SvCLuES8IRQjYAjijaGLMIkoJcEoAjopLs5W4+lAHe9
			mQrExIBFk3hp6INOepOfgOgb4de1n3x0uS3+ajPojsnjJt36ve9cd+09oVwCniDaAqJi4lMwCejJ
			AJAA9oFOexkoL4wQdQDOB2gXsCrCTjFJbJOBePeh0yf4Ru53yvi7MP6qA5A3g0EGmHQbJIBrXxnJ
			s4AnCq0K0xERujecHh2hk0BNjRCAjwVYHiBMAL263t4T1KER1Nf1SSe+1evoyzpCxV+Hv1mEv9W8
			FAJnAWdMfGHJz97/4chQLgFPmCB5YRjUgWJJQC0KgQJKsQ901tvLQNkMqjlBKQG39G5TA511vaxA
			5geQR31dvYq+06nNv54KP6cZfp/40zrQpJdwGjiSZwEHAW0BWAeqTkCWAV21lZ3gAHvNFSGVBYQH
			2CVgdwEqCGCUSxnQr51kDPhpI/xi8MtJP6eMvxV+M/7YA2zPWH3ri2MevvcVPhI6KKij4jQfaHUC
			WAaUQhsAAfItA5UCpAmIi6SVBNx2DYiSoF6+9caJOYa+z22NfYi+GX71/1aXQsxY8+L4h2+OjuCt
			QIOD2hlCTxGWSUCUAaU15SgA516Xyy4AVQgoCaANGLlA1YTHRc31q3enLfytZvjVJMDu7RnTF783
			9l6+GWzQCNKHRKgToIcI5heSAqQAnM2+FkAKsFxA3icvJaBkoIsCt6ryxeKu0eo53b5Q9EXrR+G3
			/r9yFjBv+oT3nphND4nhHmBwEBYQQuvC8UmiFxSFYFl5HQlgr7kmaKUBdAHVEOhc0GyGU0W7d6Sd
			1ieb8Y1ezTr8yv194l+9a+HcNdOewltBeCfAoBGkzgpjGRCfmGyVAaXlezr2Cgvw9FKAkACJwMcI
			FHYxUKj1Hxkj3sBlD7/xP6MEUL1r+1u/mPYuXgpBe8G4AhgcjBnhGDUhSGVASVklOQA9qaWlvbcE
			pA/YkoFCaMHdbA5vCHGzS+cL/KSLPiP/I6Pf2/5JAfiAiLznHnsQT4SKEpDXAQYJ3QmIhWEqBNeC
			AkAAHU6dBPwogGygXTuBTgegA48lAiP0Isjqj4wP5e88vsWfYQDVDTtXoQEkJ0gD4Apg0NBlQCSV
			AemZ2ctwe1BJSWXHBucGYQFVfgVAGiAjsKUD0w6s4a1GuJxCoHi3euz4G/0q/viMqMWvswEMPpQE
			gmUvmJKUivNBuDeg5I3jWoCRC1oMK2i1ROCxBb/VDx798jf6SQFtbQ0VYACrX3uX7gXjvYCDjE4C
			ckoYCsFl0AqUrNvascEpW0FP3wKwOYESgWEG0tvF8G5tsdGqv14N/t4CaGxrgPjjUwKnPfnQ7Fg0
			gBDuAQcV+RQZWQYkyhnB5VvWdUgFuF2uluMowJ8VYNDV0G61Qt9OL+urhQxaWv1FH+LfgvHftDBv
			9WuLwQD4ZsihQK4K0aJAnCwE8wuXr3tDesCxc8AxVNAihr3/6NpVIKXhJ/5VVdu2bcub+4sJT46l
			e+F4EmjQCdIKiKJlIZwRFAqoFAooaq5q7Z8AdGztoW3px5f5CX97W1trVUXFtlVgAGsWPzmbWgA2
			gMFHzQaERUTJGcEsbAW2rFu3tbKjQ84G9dMDfAPc7jeydgm0+w+/jP+mbQvz5k6fMH7sbEwAXAEM
			BUHyAlnZCkAzSFlgy5Z1ZVsr9+yhLeIDUEC/NNJn+NsbWyn+m1blZYABjJ8NLaAjPJgNYCjQOwRp
			YZCmA4QCSkrLyysrm/DmQE8/KsHBpE3Ff2HG3IkTxs+iZUA+DjQ0BGkFiDlhUkA+TQiVlJaV1ZY3
			4ZOEWk+iBND+yf9X5WECuHPszRB/ByaAYUFnsQMMPkYrEBMvpgPkpHAp0FVW21RHj205SRrA4e8S
			8c+Yu3rCkqduVpPAPAk4RFgKiAUF0JQgPlmYFodBAXR+D09qtZ0ECbS1tHpg+Mvxv3rNneNnqQ6A
			K4ChQrYCxoQQ1QFijxjtEhPPEpFXtg1p+Mn+XZuKxPiHAlAUACEhvBNsCNHNIClgdmJqulRAoVAA
			SACvjpEH9ody9FP2h/JPxv9FGP9YAIRx/IcW3QxGRMTGgQckLyIF4BYhaQJd5U31zmbrAU6DTwsm
			f7R/HP4LVfzvxW1AFH+uAIcSoQBaGaRK8On0zKyly/JlIUBpoLyp07kXT+0fWwG4kZP+E/jo91R5
			Klxi+C/MoPw/luIfHsoFwFAjdojRhBBWggk0J5idS80ASQC7ATwwgKsDfU4ON6q428Lf53Sv8SUU
			fXT/ok3bti3My8uYsfqlxdb45ymgIcdUgJgPSM3MUoUAmUBpWXnTHjCBIpUGGnuFX4mAhNBoBVev
			Bvcx+tXgryjatgntf2bGjOkvLR4D8Y+KcND45ymgISdIrQ0LBaQkJaemZ+GpwXxtAmXl5bhVpKhI
			HNy0YtxoxV2/xBsOf73rx78GqPFzudD8i7ZB+DH9z5j40p1PPXwvXgosxz8XAEOPUECwVEB8QjKl
			ATQBKQGcGUQJ7C2qwAtc23rHXtBWXV3d1lDd1oZf1Cr3CwoVmEd+VPjB+10VRWj+m1ZB/DMyJq+e
			+OKdY2bfG63izwngpBBkKgALAUgDaVlZOVAJQDFIGiAJbN3j3FtRVdXSihGWA71RRb+6sbq6oaGq
			YmdVA1JV5XIZG0RtEoDot2PbD+F3FVHth+4P9r/6thdvGXvz/Tj/o8c/x/8koBQQHuYYGUkKwDmh
			rGxsB/ILyQY20wJBZSVJoBWC3NrQVi0HPgV/X8OunZs2bQQ2bdpUUVS01+lUB4fr6UCAuPoJ/aMN
			R39rFUW/YtMqdP+ZGRD/SROXjBl7E5R/EP9gjv/JJEg8XVQpIG42msCizOzspblUC6wlCWwpKVlX
			vhXyQEUVqACGOTj+/sb91fv37dq1c+fObauefxtYT1RWVkLhUN5Urq4GwefSgQ1AWYhtf5Us/Gn0
			L4TRP3nyXZNuXTIG0n+EA7cAkf1z/E8aQXI+ACcFI6PEnFAqSABdACUA1QAmgy1bStZt3bB3E2gA
			2Fm1ax9Ef9+u3Tu3b1+Y99ZbC1asmL9ixYqVK9etWFeyrqSstLQMXzVlNTXlteV4HbkL8j5G31Wh
			Uz+Ef2bGlMnjJn1vyZibfkD2z/E/+UgPEO1gFO4SAgkkp0EiyFqagxpAFRQUrl2+fMXW9ejy24Cd
			O3ft2r179zs7wMLfynhuwc8Lni0oKJhfMH/58sLlIJfNJcW0sEhAAtkDrSRJB61fDP6FMxfOnDJ5
			yl3jbv3eLWNuui+Shj/tAOH4n1yUAmi3eEQUVALxKUICaANLoSIkFeQXFKx4+/nnV61albcqb+H2
			7dvf2bEDDHzujNWrp7/2yCM5c3KeAfILqHYAz6D6oVh0EuVboZOEqn9bkbR+qPxmYvgnj4P4/+y6
			n9xnDn+O/0lGKGBYSAitDWFDGJeC1WBqWtqiTCgHsnOAZUtzn330zR8999ZbeRl5MOrnzp08d/KM
			GeNWT5q0Zs20B38KasnKmgMtZO6yfJE5aD4JZbBl3db1zk2bitA8aOxT6TdlypS77ho3+oUljz/8
			k4iRYbL64/bvVBAkFwZwdTAsIiIqOibm1fiEhKTkZBQBhRbInvNfj7z22PQfrX5u9fTp09dMXDNp
			0sRJEyfeuubFxU++PhW+MC0dvxQ8IydXZg7yguXr3li/YePGVZD3KfozYfhPhvjffdddo/EWsJ/8
			EOIfHjqCh/+pQysg2JJAHGSChKREIQLwgrT0RekPPjht2gRkMbLkxe+99L2XliwZP/6ph5LhC5Ol
			Z2RBDwEVJKmgoGD5ipUvP58HoRfRF9aPo/+u0aNvwFsAX4HhT+Hn+J86gtRGwRGYBygRCA2gESTO
			SxakPvHE9598cvz48U8+NXb82LFjxtwCjBkza9bNIJYU/MrE5KdT09LTSQSYOXKfeXb+gueez8vL
			E7GHqp+8/+67br999Gi8Bvgn94zE5M/D/1SjTQD3CUE16IiKio4FDcShE2B0E5ISEhITEmc9NGvW
			rNmzZ8fde++9Nz8M3HTTvT+Ioy+ME3IRTpAuioJHHn3sR3MzMozg3w2D//bbb7xx9A03fOfxK799
			j6j9Kfwc/VNJkJoSkC4wEjUAxMYIHUB84+Lupd/ExOEno6N/cN/9P7zvvujI6Ej6wtjYB0gEKSiC
			ZKwK0h+cNmH6jMmTodsXxg/Rvxujf+PoUTdcf8fV1353pC38rIBTSpBQgJAAZQJoC6EgAKLRDQAI
			eyx+HCFwjEQcDvGFESgClTgSUQXfHz9h4qTJk0Xo7ybjv5HCf80NN1x1x5VX3HORCD+v/Z0eKBOQ
			GggNJxGMdESMjFA48EUhDwsLB0LkS3ylkAs5BoogYeyd37tt3F13Uehh5EPsMfzXjILhf9XVV373
			okuCg4ep1o/DfzpgkwBUA/AKw9jie7hD/g7BPwkZYQGWESryBolAlA83j7nl1ttuvP1GMezx/cZr
			bhx1zaiLL77qjquv+O4llwQr8+fony4E6UQgNDAiBGMLZgDxDoMXBj4YfBsYBuY9YphkxLAQFIwh
			AmgjbrruOzeMGn2j5JobrwFGDR91MQz/S6+A4X+eqvw5/qcRQTYRDNNDHF4QeAq9DDt9Eb3Bu/za
			YDICUT5EXnvd9TeMgqBT5Cn6o0YNh+F/2blXnH2RDD9H/7QD4y8lEDTM4jx8UyM+SARPDt+gILOA
			DCYR4Pryt6++6mIUwCh8+9YoeA0ffvHll33z0rMv+gaP/tMYbQK9VCAHfa/Y6a8fZokgdOQVV151
			8XCMO74Nh+gPv/CCy7957lcvOv+8YRz90xvsygwVmJzVR+zUl6vEEXzJRZdedvGFw4d/a7iM/vAL
			Lr/s3EvPPv+889j7T3+CpBOcpUIe5Gfk+35PkGEE533joq9+8+sXX/it4Rd+C14XXnjBBV/7z3PP
			/so3zuPRf6YgZ2eCjNfx4hZkZINvnH3uORdcKIHwn3PuV79yPo/+M4wg462f36B84Lzzzz73a1+/
			4EJ4XXDB18855z/OPv/LfOLz3wJZRn75K18995yvff3rX//a1yD8X/3Kl7/Eg//fBqmAs//jP845
			55z/PBfC/5Uv8eD/NwMUACYAnP0VDP+XTvW/hznpBH3pS1/6Mlg/wN7/70nQWV86iwf/vzc89BmG
			YRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiG
			YRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiG
			YRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiG
			YRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiGYRiG
			YRiGYRiGYRiGYRiGYRiGYZh/V/4/XDGKR7/3yfYAAAAASUVORK5CYII=
		</image>
	</surface>
	<surface name="face" size="270" prim="Triangle" parent="NULL">
		<coordinate>
			-0.744135 -1.322384 -0.197374
			-0.564445 -1.537164 -0.107674
			-0.935645 -1.173614 0.167046
			0.873075 -1.173614 0.167046
			0.501875 -1.537164 -0.107674
			0.681565 -1.322384 -0.197374
			-0.744135 -1.322384 -0.197374
			-0.935645 -1.173614 0.167046
			-1.054625 -1.043124 -0.155844
			0.992055 -1.043124 -0.155844
			0.873075 -1.173614 0.167046
			0.681565 -1.322384 -0.197374
			-0.564445 -1.537164 -0.107674
			-0.744135 -1.322384 -0.197374
			-0.605535 -1.235244 -0.576224
			0.542965 -1.235244 -0.576224
			0.681565 -1.322384 -0.197374
			0.501875 -1.537164 -0.107674
			-0.605535 -1.235244 -0.576224
			-0.744135 -1.322384 -0.197374
			-1.054625 -1.043124 -0.155844
			0.992055 -1.043124 -0.155844
			0.681565 -1.322384 -0.197374
			0.542965 -1.235244 -0.576224
			-1.265145 -0.859404 -0.078404
			-0.947595 -0.711584 -0.576734
			-1.054625 -1.043124 -0.155844
			0.992055 -1.043124 -0.155844
			0.885025 -0.711584 -0.576734
			1.202575 -0.859404 -0.078404
			-0.935645 -1.173614 0.167046
			-1.265145 -0.859404 -0.078404
			-1.054625 -1.043124 -0.155844
			0.992055 -1.043124 -0.155844
			1.202575 -0.859404 -0.078404
			0.873075 -1.173614 0.167046
			-0.605535 -1.235244 -0.576224
			-1.054625 -1.043124 -0.155844
			-0.947595 -0.711584 -0.576734
			0.885025 -0.711584 -0.576734
			0.992055 -1.043124 -0.155844
			0.542965 -1.235244 -0.576224
			-0.031285 -1.925124 2.161806
			-0.033175 -1.644934 2.715326
			-0.852715 -1.431764 2.575176
			0.790145 -1.431764 2.575176
			-0.029395 -1.644934 2.715326
			-0.031285 -1.925124 2.161806
			-1.348095 -1.075994 2.256246
			-0.890855 -1.457794 2.075246
			-0.852715 -1.431764 2.575176
			0.790145 -1.431764 2.575176
			0.828285 -1.457794 2.075246
			1.285525 -1.075994 2.256246
			-0.031285 -1.925124 2.161806
			-0.852715 -1.431764 2.575176
			-0.890855 -1.457794 2.075246
			0.828285 -1.457794 2.075246
			0.790145 -1.431764 2.575176
			-0.031285 -1.925124 2.161806
			-1.348095 -1.075994 2.256246
			-1.434665 -0.833524 1.679496
			-1.027675 -1.361114 1.677156
			0.965105 -1.361114 1.677156
			1.372095 -0.833524 1.679496
			1.285525 -1.075994 2.256246
			-0.890855 -1.457794 2.075246
			-1.348095 -1.075994 2.256246
			-1.027675 -1.361114 1.677156
			0.965105 -1.361114 1.677156
			1.285525 -1.075994 2.256246
			0.828285 -1.457794 2.075246
			-1.027675 -1.361114 1.677156
			-0.565255 -1.669734 1.629856
			-0.890855 -1.457794 2.075246
			0.828285 -1.457794 2.075246
			0.502685 -1.669734 1.629856
			0.965105 -1.361114 1.677156
			-0.031285 -1.925124 2.161806
			-0.890855 -1.457794 2.075246
			-0.565255 -1.669734 1.629856
			0.502685 -1.669734 1.629856
			0.828285 -1.457794 2.075246
			-0.031285 -1.925124 2.161806
			-0.565255 -1.669734 1.629856
			-0.031285 -2.000624 1.422406
			-0.031285 -1.925124 2.161806
			-0.031285 -1.925124 2.161806
			-0.031285 -2.000624 1.422406
			0.502685 -1.669734 1.629856
			-0.947595 -0.711584 -0.576734
			-1.265145 -0.859404 -0.078404
			-1.516955 0.108946 -0.086334
			1.454385 0.108946 -0.086334
			1.202575 -0.859404 -0.078404
			0.885025 -0.711584 -0.576734
			-1.265145 -0.859404 -0.078404
			-1.622345 -0.405254 0.455846
			-1.516955 0.108946 -0.086334
			1.454385 0.108946 -0.086334
			1.559775 -0.405254 0.455846
			1.202575 -0.859404 -0.078404
			-1.265145 -0.859404 -0.078404
			-1.251215 -0.966024 0.390666
			-1.622345 -0.405254 0.455846
			1.559775 -0.405254 0.455846
			1.188645 -0.966024 0.390666
			1.202575 -0.859404 -0.078404
			-1.251215 -0.966024 0.390666
			-1.265145 -0.859404 -0.078404
			-0.935645 -1.173614 0.167046
			0.873075 -1.173614 0.167046
			1.202575 -0.859404 -0.078404
			1.188645 -0.966024 0.390666
			-0.947595 -0.711584 -0.576734
			-0.031285 -0.809064 -0.924624
			-0.605535 -1.235244 -0.576224
			-0.031285 -0.809064 -0.924624
			0.885025 -0.711584 -0.576734
			0.542965 -1.235244 -0.576224
			-0.605535 -1.235244 -0.576224
			-0.031285 -0.809064 -0.924624
			-0.031285 -1.417704 -0.552664
			-0.031285 -0.809064 -0.924624
			0.542965 -1.235244 -0.576224
			-0.031285 -1.417704 -0.552664
			-0.031285 -1.417704 -0.552664
			-0.564445 -1.537164 -0.107674
			-0.605535 -1.235244 -0.576224
			0.542965 -1.235244 -0.576224
			0.501875 -1.537164 -0.107674
			-0.031285 -1.417704 -0.552664
			-0.031285 -1.786314 -0.209774
			-0.564445 -1.537164 -0.107674
			-0.031285 -1.417704 -0.552664
			-0.031285 -1.417704 -0.552664
			0.501875 -1.537164 -0.107674
			-0.031285 -1.786314 -0.209774
			-0.549355 -1.416074 0.426726
			-0.935645 -1.173614 0.167046
			-0.564445 -1.537164 -0.107674
			0.501875 -1.537164 -0.107674
			0.873075 -1.173614 0.167046
			0.486785 -1.416074 0.426726
			-0.549355 -1.416074 0.426726
			-0.564445 -1.537164 -0.107674
			-0.290615 -1.686304 0.256736
			0.228045 -1.686304 0.256736
			0.501875 -1.537164 -0.107674
			0.486785 -1.416074 0.426726
			-0.290615 -1.686304 0.256736
			-0.564445 -1.537164 -0.107674
			-0.031285 -1.786314 -0.209774
			-0.031285 -1.786314 -0.209774
			0.501875 -1.537164 -0.107674
			0.228045 -1.686304 0.256736
			-0.031285 -1.966334 0.227416
			-0.290615 -1.686304 0.256736
			-0.031285 -1.786314 -0.209774
			-0.031285 -1.786314 -0.209774
			0.228045 -1.686304 0.256736
			-0.031285 -1.966334 0.227416
			-1.251215 -0.966024 0.390666
			-1.646795 -0.494334 0.768546
			-1.622345 -0.405254 0.455846
			1.559775 -0.405254 0.455846
			1.584225 -0.494334 0.768546
			1.188645 -0.966024 0.390666
			-1.251215 -0.966024 0.390666
			-1.267285 -0.955314 0.753546
			-1.646795 -0.494334 0.768546
			1.584225 -0.494334 0.768546
			1.204715 -0.955314 0.753546
			1.188645 -0.966024 0.390666
			-1.646795 -0.494334 0.768546
			-1.267285 -0.955314 0.753546
			-1.633005 -0.564404 1.149186
			1.570435 -0.564404 1.149186
			1.204715 -0.955314 0.753546
			1.584225 -0.494334 0.768546
			-1.633005 -0.564404 1.149186
			-1.267285 -0.955314 0.753546
			-1.251215 -1.067824 1.021426
			1.188645 -1.067824 1.021426
			1.204715 -0.955314 0.753546
			1.570435 -0.564404 1.149186
			-1.633005 -0.564404 1.149186
			-1.251215 -1.067824 1.021426
			-1.434665 -0.833524 1.679496
			1.372095 -0.833524 1.679496
			1.188645 -1.067824 1.021426
			1.570435 -0.564404 1.149186
			-1.434665 -0.833524 1.679496
			-1.251215 -1.067824 1.021426
			-1.095835 -1.228554 1.235736
			1.033265 -1.228554 1.235736
			1.188645 -1.067824 1.021426
			1.372095 -0.833524 1.679496
			-1.095835 -1.228554 1.235736
			-1.027675 -1.361114 1.677156
			-1.434665 -0.833524 1.679496
			1.372095 -0.833524 1.679496
			0.965105 -1.361114 1.677156
			1.033265 -1.228554 1.235736
			-1.095835 -1.228554 1.235736
			-0.881525 -1.378574 1.278596
			-1.027675 -1.361114 1.677156
			0.965105 -1.361114 1.677156
			0.818955 -1.378574 1.278596
			1.033265 -1.228554 1.235736
			-0.881525 -1.378574 1.278596
			-0.565255 -1.669734 1.629856
			-1.027675 -1.361114 1.677156
			0.965105 -1.361114 1.677156
			0.502685 -1.669734 1.629856
			0.818955 -1.378574 1.278596
			-0.881525 -1.378574 1.278596
			-0.629715 -1.491084 1.225026
			-0.565255 -1.669734 1.629856
			0.502685 -1.669734 1.629856
			0.567145 -1.491084 1.225026
			0.818955 -1.378574 1.278596
			-0.565255 -1.669734 1.629856
			-0.629715 -1.491084 1.225026
			-0.538635 -1.485724 1.053576
			0.476065 -1.485724 1.053576
			0.567145 -1.491084 1.225026
			0.502685 -1.669734 1.629856
			-0.031285 -2.000624 1.422406
			-0.565255 -1.669734 1.629856
			-0.538635 -1.485724 1.053576
			0.476065 -1.485724 1.053576
			0.502685 -1.669734 1.629856
			-0.031285 -2.000624 1.422406
			-0.538635 -1.485724 1.053576
			-0.031285 -1.743454 0.818916
			-0.031285 -2.000624 1.422406
			-0.031285 -2.000624 1.422406
			-0.031285 -1.743454 0.818916
			0.476065 -1.485724 1.053576
			-0.538635 -1.485724 1.053576
			-0.522565 -1.448224 0.774976
			-0.031285 -1.743454 0.818916
			-0.031285 -1.743454 0.818916
			0.459995 -1.448224 0.774976
			0.476065 -1.485724 1.053576
			-0.522565 -1.448224 0.774976
			-0.549355 -1.416074 0.426726
			-0.031285 -1.743454 0.818916
			-0.031285 -1.743454 0.818916
			0.486785 -1.416074 0.426726
			0.459995 -1.448224 0.774976
			-0.031285 -1.743454 0.818916
			-0.549355 -1.416074 0.426726
			-0.031285 -1.726304 0.373146
			-0.031285 -1.726304 0.373146
			0.486785 -1.416074 0.426726
			-0.031285 -1.743454 0.818916
			-0.549355 -1.416074 0.426726
			-0.290615 -1.686304 0.256736
			-0.031285 -1.726304 0.373146
			-0.031285 -1.726304 0.373146
			0.228045 -1.686304 0.256736
			0.486785 -1.416074 0.426726
			-0.290615 -1.686304 0.256736
			-0.031285 -1.966334 0.227416
			-0.031285 -1.726304 0.373146
			-0.031285 -1.726304 0.373146
			-0.031285 -1.966334 0.227416
			0.228045 -1.686304 0.256736
		</coordinate>
		<normal>
			-0.678030 -0.695456 -0.237892
			-0.568163 -0.796655 -0.206153
			-0.667196 -0.743889 -0.037629
			0.667196 -0.743889 -0.037629
			0.568163 -0.796655 -0.206153
			0.678030 -0.695456 -0.237892
			-0.678030 -0.695456 -0.237892
			-0.667196 -0.743889 -0.037629
			-0.690664 -0.643025 -0.330821
			0.690664 -0.643025 -0.330821
			0.667196 -0.743889 -0.037629
			0.678030 -0.695456 -0.237892
			-0.568163 -0.796655 -0.206153
			-0.678030 -0.695456 -0.237892
			-0.482406 -0.602649 -0.635639
			0.482406 -0.602649 -0.635639
			0.678030 -0.695456 -0.237892
			0.568163 -0.796655 -0.206153
			-0.482406 -0.602649 -0.635639
			-0.678030 -0.695456 -0.237892
			-0.690664 -0.643025 -0.330821
			0.690664 -0.643025 -0.330821
			0.678030 -0.695456 -0.237892
			0.482406 -0.602649 -0.635639
			-0.784204 -0.529405 -0.323557
			-0.650197 -0.366802 -0.665334
			-0.690664 -0.643025 -0.330821
			0.690664 -0.643025 -0.330821
			0.650197 -0.366802 -0.665334
			0.784204 -0.529405 -0.323557
			-0.667196 -0.743889 -0.037629
			-0.784204 -0.529405 -0.323557
			-0.690664 -0.643025 -0.330821
			0.690664 -0.643025 -0.330821
			0.784204 -0.529405 -0.323557
			0.667196 -0.743889 -0.037629
			-0.482406 -0.602649 -0.635639
			-0.690664 -0.643025 -0.330821
			-0.650197 -0.366802 -0.665334
			0.650197 -0.366802 -0.665334
			0.690664 -0.643025 -0.330821
			0.482406 -0.602649 -0.635639
			0.000000 -0.982025 0.188604
			-0.295450 -0.852748 0.430647
			-0.476150 -0.855129 0.204932
			0.476150 -0.855129 0.204932
			0.295450 -0.852748 0.430647
			0.000000 -0.982025 0.188604
			-0.686026 -0.727531 -0.006256
			-0.556291 -0.829402 0.050783
			-0.476150 -0.855129 0.204932
			0.476150 -0.855129 0.204932
			0.556291 -0.829402 0.050783
			0.686026 -0.727531 -0.006256
			0.000000 -0.982025 0.188604
			-0.476150 -0.855129 0.204932
			-0.556291 -0.829402 0.050783
			0.556291 -0.829402 0.050783
			0.476150 -0.855129 0.204932
			0.000000 -0.982025 0.188604
			-0.686026 -0.727531 -0.006256
			-0.780297 -0.623890 -0.043153
			-0.653218 -0.752220 -0.086276
			0.653218 -0.752220 -0.086276
			0.780297 -0.623890 -0.043153
			0.686026 -0.727531 -0.006256
			-0.556291 -0.829402 0.050783
			-0.686026 -0.727531 -0.006256
			-0.653218 -0.752220 -0.086276
			0.653218 -0.752220 -0.086276
			0.686026 -0.727531 -0.006256
			0.556291 -0.829402 0.050783
			-0.653218 -0.752220 -0.086276
			-0.522904 -0.842586 -0.128727
			-0.556291 -0.829402 0.050783
			0.556291 -0.829402 0.050783
			0.522904 -0.842586 -0.128727
			0.653218 -0.752220 -0.086276
			0.000000 -0.982025 0.188604
			-0.556291 -0.829402 0.050783
			-0.522904 -0.842586 -0.128727
			0.522904 -0.842586 -0.128727
			0.556291 -0.829402 0.050783
			0.000000 -0.982025 0.188604
			-0.522904 -0.842586 -0.128727
			0.000000 -0.977935 -0.208838
			0.000000 -0.982025 0.188604
			0.000000 -0.982025 0.188604
			0.000000 -0.977935 -0.208838
			0.522904 -0.842586 -0.128727
			-0.650197 -0.366802 -0.665334
			-0.784204 -0.529405 -0.323557
			-0.845729 -0.223884 -0.484359
			0.845729 -0.223884 -0.484359
			0.784204 -0.529405 -0.323557
			0.650197 -0.366802 -0.665334
			-0.784204 -0.529405 -0.323557
			-0.865230 -0.440291 -0.239692
			-0.845729 -0.223884 -0.484359
			0.845729 -0.223884 -0.484359
			0.865230 -0.440291 -0.239692
			0.784204 -0.529405 -0.323557
			-0.784204 -0.529405 -0.323557
			-0.771538 -0.624287 -0.122288
			-0.865230 -0.440291 -0.239692
			0.865230 -0.440291 -0.239692
			0.771538 -0.624287 -0.122288
			0.784204 -0.529405 -0.323557
			-0.771538 -0.624287 -0.122288
			-0.784204 -0.529405 -0.323557
			-0.667196 -0.743889 -0.037629
			0.667196 -0.743889 -0.037629
			0.784204 -0.529405 -0.323557
			0.771538 -0.624287 -0.122288
			-0.650197 -0.366802 -0.665334
			0.000000 -0.398236 -0.917264
			-0.482406 -0.602649 -0.635639
			0.000000 -0.398236 -0.917264
			0.650197 -0.366802 -0.665334
			0.482406 -0.602649 -0.635639
			-0.482406 -0.602649 -0.635639
			0.000000 -0.398236 -0.917264
			0.000000 -0.696219 -0.717795
			0.000000 -0.398236 -0.917264
			0.482406 -0.602649 -0.635639
			0.000000 -0.696219 -0.717795
			0.000000 -0.696219 -0.717795
			-0.568163 -0.796655 -0.206153
			-0.482406 -0.602649 -0.635639
			0.482406 -0.602649 -0.635639
			0.568163 -0.796655 -0.206153
			0.000000 -0.696219 -0.717795
			0.000000 -0.911496 -0.411237
			-0.568163 -0.796655 -0.206153
			0.000000 -0.696219 -0.717795
			0.000000 -0.696219 -0.717795
			0.568163 -0.796655 -0.206153
			0.000000 -0.911496 -0.411237
			-0.549821 -0.814936 0.183111
			-0.667196 -0.743889 -0.037629
			-0.568163 -0.796655 -0.206153
			0.568163 -0.796655 -0.206153
			0.667196 -0.743889 -0.037629
			0.549821 -0.814936 0.183111
			-0.549821 -0.814936 0.183111
			-0.568163 -0.796655 -0.206153
			-0.575427 -0.770684 0.273629
			0.575427 -0.770684 0.273629
			0.568163 -0.796655 -0.206153
			0.549821 -0.814936 0.183111
			-0.575427 -0.770684 0.273629
			-0.568163 -0.796655 -0.206153
			0.000000 -0.911496 -0.411237
			0.000000 -0.911496 -0.411237
			0.568163 -0.796655 -0.206153
			0.575427 -0.770684 0.273629
			0.000000 -0.908292 0.418287
			-0.575427 -0.770684 0.273629
			0.000000 -0.911496 -0.411237
			0.000000 -0.911496 -0.411237
			0.575427 -0.770684 0.273629
			0.000000 -0.908292 0.418287
			-0.771538 -0.624287 -0.122288
			-0.793512 -0.599170 -0.106204
			-0.865230 -0.440291 -0.239692
			0.865230 -0.440291 -0.239692
			0.793512 -0.599170 -0.106204
			0.771538 -0.624287 -0.122288
			-0.771538 -0.624287 -0.122288
			-0.784997 -0.611713 -0.097568
			-0.793512 -0.599170 -0.106204
			0.793512 -0.599170 -0.106204
			0.784997 -0.611713 -0.097568
			0.771538 -0.624287 -0.122288
			-0.793512 -0.599170 -0.106204
			-0.784997 -0.611713 -0.097568
			-0.793573 -0.600971 -0.094974
			0.793573 -0.600971 -0.094974
			0.784997 -0.611713 -0.097568
			0.793512 -0.599170 -0.106204
			-0.793573 -0.600971 -0.094974
			-0.784997 -0.611713 -0.097568
			-0.785668 -0.616199 -0.054628
			0.785668 -0.616199 -0.054628
			0.784997 -0.611713 -0.097568
			0.793573 -0.600971 -0.094974
			-0.793573 -0.600971 -0.094974
			-0.785668 -0.616199 -0.054628
			-0.780297 -0.623890 -0.043153
			0.780297 -0.623890 -0.043153
			0.785668 -0.616199 -0.054628
			0.793573 -0.600971 -0.094974
			-0.780297 -0.623890 -0.043153
			-0.785668 -0.616199 -0.054628
			-0.700491 -0.710715 -0.064638
			0.700491 -0.710715 -0.064638
			0.785668 -0.616199 -0.054628
			0.780297 -0.623890 -0.043153
			-0.700491 -0.710715 -0.064638
			-0.653218 -0.752220 -0.086276
			-0.780297 -0.623890 -0.043153
			0.780297 -0.623890 -0.043153
			0.653218 -0.752220 -0.086276
			0.700491 -0.710715 -0.064638
			-0.700491 -0.710715 -0.064638
			-0.516587 -0.829432 -0.212439
			-0.653218 -0.752220 -0.086276
			0.653218 -0.752220 -0.086276
			0.516587 -0.829432 -0.212439
			0.700491 -0.710715 -0.064638
			-0.516587 -0.829432 -0.212439
			-0.522904 -0.842586 -0.128727
			-0.653218 -0.752220 -0.086276
			0.653218 -0.752220 -0.086276
			0.522904 -0.842586 -0.128727
			0.516587 -0.829432 -0.212439
			-0.516587 -0.829432 -0.212439
			-0.465682 -0.834620 -0.294137
			-0.522904 -0.842586 -0.128727
			0.522904 -0.842586 -0.128727
			0.465682 -0.834620 -0.294137
			0.516587 -0.829432 -0.212439
			-0.522904 -0.842586 -0.128727
			-0.465682 -0.834620 -0.294137
			-0.530656 -0.807184 -0.258492
			0.530656 -0.807184 -0.258492
			0.465682 -0.834620 -0.294137
			0.522904 -0.842586 -0.128727
			0.000000 -0.977935 -0.208838
			-0.522904 -0.842586 -0.128727
			-0.530656 -0.807184 -0.258492
			0.530656 -0.807184 -0.258492
			0.522904 -0.842586 -0.128727
			0.000000 -0.977935 -0.208838
			-0.530656 -0.807184 -0.258492
			0.000000 -0.986908 -0.161168
			0.000000 -0.977935 -0.208838
			0.000000 -0.977935 -0.208838
			0.000000 -0.986908 -0.161168
			0.530656 -0.807184 -0.258492
			-0.530656 -0.807184 -0.258492
			-0.506851 -0.857112 -0.091922
			0.000000 -0.986908 -0.161168
			0.000000 -0.986908 -0.161168
			0.506851 -0.857112 -0.091922
			0.530656 -0.807184 -0.258492
			-0.506851 -0.857112 -0.091922
			-0.549821 -0.814936 0.183111
			0.000000 -0.986908 -0.161168
			0.000000 -0.986908 -0.161168
			0.549821 -0.814936 0.183111
			0.506851 -0.857112 -0.091922
			0.000000 -0.986908 -0.161168
			-0.549821 -0.814936 0.183111
			0.000000 -0.839900 0.542711
			0.000000 -0.839900 0.542711
			0.549821 -0.814936 0.183111
			0.000000 -0.986908 -0.161168
			-0.549821 -0.814936 0.183111
			-0.575427 -0.770684 0.273629
			0.000000 -0.839900 0.542711
			0.000000 -0.839900 0.542711
			0.575427 -0.770684 0.273629
			0.549821 -0.814936 0.183111
			-0.575427 -0.770684 0.273629
			0.000000 -0.908292 0.418287
			0.000000 -0.839900 0.542711
			0.000000 -0.839900 0.542711
			0.000000 -0.908292 0.418287
			0.575427 -0.770684 0.273629
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.720627 0.800203
			0.665013 0.775560
			0.779899 0.700086
			0.220101 0.700087
			0.334987 0.775560
			0.279373 0.800203
			0.720627 0.800203
			0.779899 0.700086
			0.816724 0.788794
			0.183277 0.788794
			0.220101 0.700087
			0.279373 0.800203
			0.665013 0.775560
			0.720627 0.800203
			0.677730 0.904284
			0.322270 0.904284
			0.279373 0.800203
			0.334987 0.775560
			0.677730 0.904284
			0.720627 0.800203
			0.816724 0.788794
			0.183277 0.788794
			0.279373 0.800203
			0.322270 0.904284
			0.881879 0.767519
			0.783598 0.904424
			0.816724 0.788794
			0.183277 0.788794
			0.216402 0.904425
			0.118121 0.767519
			0.779899 0.700086
			0.881879 0.767519
			0.816724 0.788794
			0.183277 0.788794
			0.118121 0.767519
			0.220101 0.700087
			0.677730 0.904284
			0.816724 0.788794
			0.783598 0.904424
			0.216402 0.904425
			0.183277 0.788794
			0.322270 0.904284
			0.500000 0.152068
			0.500585 0.000000
			0.754232 0.038503
			0.245768 0.038503
			0.499415 0.000000
			0.500000 0.152068
			0.907552 0.126123
			0.766037 0.175849
			0.754232 0.038503
			0.245768 0.038503
			0.233963 0.175849
			0.092448 0.126123
			0.500000 0.152068
			0.754232 0.038503
			0.766037 0.175849
			0.233963 0.175849
			0.245768 0.038503
			0.500000 0.152068
			0.907552 0.126123
			0.934346 0.284572
			0.808382 0.285215
			0.271726 0.285215
			0.065654 0.284573
			0.092448 0.126123
			0.766037 0.175849
			0.907552 0.126123
			0.808382 0.285215
			0.271726 0.285215
			0.092448 0.126123
			0.233963 0.175849
			0.808382 0.285215
			0.665264 0.298210
			0.766037 0.175849
			0.233963 0.175849
			0.334736 0.298210
			0.271726 0.285215
			0.500000 0.152068
			0.766037 0.175849
			0.665264 0.298210
			0.334736 0.298210
			0.233963 0.175849
			0.500000 0.152068
			0.665264 0.298210
			0.500000 0.355203
			0.500000 0.152068
			0.500000 0.152068
			0.500000 0.355203
			0.334736 0.298210
			0.783598 0.904424
			0.881879 0.767519
			0.959815 0.769697
			0.040186 0.769697
			0.118121 0.767519
			0.216402 0.904425
			0.881879 0.767519
			0.992433 0.620745
			0.959815 0.769697
			0.040186 0.769697
			0.007567 0.620745
			0.118121 0.767519
			0.881879 0.767519
			0.877568 0.638652
			0.992433 0.620745
			0.007567 0.620745
			0.122432 0.638652
			0.118121 0.767519
			0.877568 0.638652
			0.881879 0.767519
			0.779899 0.700086
			0.220101 0.700087
			0.118121 0.767519
			0.122432 0.638652
			0.783598 0.904424
			0.500000 1.000000
			0.677730 0.904284
			0.500000 1.000000
			0.216402 0.904425
			0.322270 0.904284
			0.677730 0.904284
			0.500000 1.000000
			0.500000 0.897812
			0.500000 1.000000
			0.322270 0.904284
			0.500000 0.897812
			0.500000 0.897812
			0.665013 0.775560
			0.677730 0.904284
			0.322270 0.904284
			0.334987 0.775560
			0.500000 0.897812
			0.500000 0.803610
			0.665013 0.775560
			0.500000 0.897812
			0.500000 0.897812
			0.334987 0.775560
			0.500000 0.803610
			0.660343 0.628745
			0.779899 0.700086
			0.665013 0.775560
			0.334987 0.775560
			0.220101 0.700087
			0.339657 0.628745
			0.660343 0.628745
			0.665013 0.775560
			0.580263 0.675446
			0.419737 0.675446
			0.334987 0.775560
			0.339657 0.628745
			0.580263 0.675446
			0.665013 0.775560
			0.500000 0.803610
			0.500000 0.803610
			0.334987 0.775560
			0.419737 0.675446
			0.500000 0.683501
			0.580263 0.675446
			0.500000 0.803610
			0.500000 0.803610
			0.419737 0.675446
			0.500000 0.683501
			0.877568 0.638652
			1.000000 0.534837
			0.992433 0.620745
			0.007567 0.620745
			0.000000 0.534837
			0.122432 0.638652
			0.877568 0.638652
			0.882542 0.538958
			1.000000 0.534837
			0.000000 0.534837
			0.117458 0.538958
			0.122432 0.638652
			1.000000 0.534837
			0.882542 0.538958
			0.995732 0.430264
			0.004268 0.430264
			0.117458 0.538958
			0.000000 0.534837
			0.995732 0.430264
			0.882542 0.538958
			0.877568 0.465363
			0.122432 0.465364
			0.117458 0.538958
			0.004268 0.430264
			0.995732 0.430264
			0.877568 0.465363
			0.934346 0.284572
			0.065654 0.284573
			0.122432 0.465364
			0.004268 0.430264
			0.934346 0.284572
			0.877568 0.465363
			0.829478 0.406486
			0.170522 0.406486
			0.122432 0.465364
			0.065654 0.284573
			0.829478 0.406486
			0.808382 0.285215
			0.934346 0.284572
			0.065654 0.284573
			0.271726 0.285215
			0.170522 0.406486
			0.829478 0.406486
			0.763149 0.394711
			0.808382 0.285215
			0.271726 0.285215
			0.236851 0.394712
			0.170522 0.406486
			0.763149 0.394711
			0.665264 0.298210
			0.808382 0.285215
			0.271726 0.285215
			0.334736 0.298210
			0.236851 0.394712
			0.763149 0.394711
			0.685214 0.409429
			0.665264 0.298210
			0.334736 0.298210
			0.314786 0.409429
			0.236851 0.394712
			0.665264 0.298210
			0.685214 0.409429
			0.657025 0.456531
			0.342975 0.456531
			0.314786 0.409429
			0.334736 0.298210
			0.500000 0.355203
			0.665264 0.298210
			0.657025 0.456531
			0.342975 0.456531
			0.334736 0.298210
			0.500000 0.355203
			0.657025 0.456531
			0.500000 0.520999
			0.500000 0.355203
			0.500000 0.355203
			0.500000 0.520999
			0.342975 0.456531
			0.657025 0.456531
			0.652051 0.533071
			0.500000 0.520999
			0.500000 0.520999
			0.347949 0.533071
			0.342975 0.456531
			0.652051 0.533071
			0.660343 0.628745
			0.500000 0.520999
			0.500000 0.520999
			0.339657 0.628745
			0.347949 0.533071
			0.500000 0.520999
			0.660343 0.628745
			0.500000 0.643465
			0.500000 0.643465
			0.339657 0.628745
			0.500000 0.520999
			0.660343 0.628745
			0.580263 0.675446
			0.500000 0.643465
			0.500000 0.643465
			0.419737 0.675446
			0.339657 0.628745
			0.580263 0.675446
			0.500000 0.683501
			0.500000 0.643465
			0.500000 0.643465
			0.500000 0.683501
			0.419737 0.675446
		</texture>
		<image name="face..png.001">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAMAAADDpiTIAAAAAXNSR0IArs4c6QAAAv1QTFRF/+jO
			/ubN/eHE/+C//N7A/tu5/dm0/9iv/Naw/NKq99i4+dCm+Ne49tCq99Cn9NOz+M6o+M6m9NW49s2l
			9Mme8sWa8MKU7sCS7L6R6biH5bB94ax52aZ01aFv0J9uxphrvZFm1KFv06BvuY1ks4pjsIdgzJ1x
			z6F00aBvu5JqrYhlqYVip4JdoX1bso5qm3tb37GDrYtrpoZopINiw5t12q6EtZFutJJyuZVy68Oc
			4ruVyqN8vZl1wp56xaKBxqF8yqWCzaiF5sCa3LaR0q2J0qyFr49w1rCM2rON3riT7sij5L6Y68ai
			9M6pzqqI1rOQvJp5sI9wnH1glXhbjnFVk3VZh2pQgWVLim1ShWlOeV5Fe2BGfmNJdFpBclg/kHJW
			4sOl68ur6Mep4sWq3MKq2L+o3cCm7dC08M+w5cit1cCsy7qryLepzrik07uk69G5072qvrClu66o
			u62iwK6gyrWj5M256s2yrqilpaGjq6Sisaagu6qdxLKi3ci03Mm648qyoZ6hl5iemZebo5yZrKGb
			yrKe08Gz08S628Wx4Maws6qkpqCejJGbiY6Yi4ySk5SaopqUyb65zMG8y7yy0r+xnJmbjpCWhImU
			e4SSgYaRhoiOlJGTnpiWsaKWxLq0u7Szura6vbi7xLy6wraxxrisd4COfIGLsqWb2b6lu7Gqsa6y
			q6uzq665tLO6rKmss6yrxLWqtbGztaideX6Jc3uKwa2cqqaopKSsnKGtmqKzpau4pKizoqaylp2r
			mZ2qn6CmxLCfbXmLb3iGiomMrqCVm5yilZmkipOkjJiskJyyh5GjgoWMaXaJanSEkY6RqJ6YhIyb
			fImdfIqig5GpipeslqCzdIOZeYaaZHGEdICScX6Rbn+Ya3uTkpahmpWUZHSKZniRhI6hlZCNiIeJ
			cXaBX3CHXGyCX3CIYW6CqZ6Ve32DZ3B9XWl7VWV6oJeTm5OOhIOFcXV9Ymx7ko2Mc3mFd3p/a3F8
			Xmh1VWJ1WmV1WWZ5YWp3foCEZHeQaD5wawAAAAlwSFlzAAAewQAAHsEBw2lUUwAAAAd0SU1FB9kL
			GgcvHyvKQrAAACAASURBVHja7L0JvCVVdS98+3af2nvfOlW3qm/jEKd8iS8+JZI4RGlUAg0ydPdF
			gzFmMO/RdDdTQwMCNiggKi3SiA35ICA0xryoDDFxABwyCvg0eWEyed+niAaNiKIkDoiavOjv7Xmv
			PVbVme5tOHXuvT3fPlXrv//rv9Zee62Z+nF09dhr8Iv+a/ER+i41//Ne/Xi7Zh5P5h/G+m0h8ngD
			wczjaPVP5nqcQWBmavwnNgZmHg/Wn7D9gWSYAuAJt/ofb0wwMzX+ExsDM3uv8Zfe+o8HDMzspSt/
			uVh/r8fAzN648peX9fduSTiz1639ZXzJVOIUAE9E4++tPDCz3Ni9jiyivcH8eyMGZpbN6gYv/xnu
			NeYXGNiLQDCzXJa+ZWL3Afb2umuvgcDMslj9ySfY2wuvzJKEPRfuUwC04Xb9J3PZXgmBfjYnEhaN
			Du4JC4DGhM5cRl+9vfjS77/WRSXLLG00s4TWbzJ/1nvcXJnDbAwKT2gA9J7w13KhgZmp/ZcQA70n
			JgCybGr8ZQOBmaWwP0VA9jhz8nstBCYOAJwhiYBsCoFlAIEJAwBjZAFgioCl1oMTBgBiBICnFLB8
			IDAzYfsjBBAwtf/Sbx5MFADC+Nz83P5TCDibiI9vAEj6lypwygBPNABQw1PrWx5gav6lR8DEAMAN
			TyEgPcCUAYIbBo9rAHDu1wiYMoC/XUQfCr2oUsaPPwAI5qcfKJsyQBQDDAHUSWKC6OvxBAAV/aMs
			MxJwCgAfAIoBJoeAyQAAYWV/TQBTAIS8gAIARpOCwMxE1r+2PzT/FABhBjAUgAh5XABAhv7Q/lMC
			CBNAT9ofISIwQAja6wHANoAc608JIOEChA8gSCFgvBiYAACQDv2nDNBaBCCpAhQGyN4JACIVgEsA
			UwZopAAkOUBcaGwQGBMAEBHoxQgH1//U/ikAKA6QTkChgOw9ACDK/jyimRJAVwbIxJMDLgCNCwMz
			Y1v/kgACCqA3ZYA2DGBkgOGA0UNgZlzrX9kfoyD/T3cCEoEgpwCkOcC9lj8AgALAOBACTgmgAQBa
			BJh0wF4EAESA/T0P0JsSQAsACBEgU8LEQcAyB4ByAJhDAGHf/NO94OYtYYUAJQPRuBAwM3r7Kwfg
			B4G9KQG0BEAmRCBAAITAcgYAIcSSAHD7f0oA7QHA9s85CMiYncDMOPhf299mAGP+KQCaAkFeQAWS
			QWRvAYDhf4UAmwCkD5jav9EHZNj4ADK+QGBm5A7ASgLYNWCQAaYQaIwDHApAyx8Aiv8NASgP0AOr
			f8oATQzQE3FAZgcCZG8AgO0AMIZJIOkDpgzQTgToQMDZDRgxAmbGoQCF/YnLAJr/pwzQzACZPEiB
			A9sByxQABCoAowGcDPAUAC3jQHdTeExOYGbUBKDtzzc0QRG4a/4pBBpUoBABXlHAsgYAUW9WegBk
			BwE9gIEpABIioGcFgkEGGBUEZkasAG0VqMzvMMDU/q18AMJyRyBofw2BfBkBwMsDI6cIYKoBuokA
			bMLAKAmQ5QEAQuwgMMUAUwpopQFUIBjKBIkr5x/LCABmH8BOBHMQ9KYIaAcBWwWGawIgApYFAPRb
			MhwAtoJ8DTBFQKMItA8IBK2/jBiAAAZgb1hwgH0WdKoCu2qADHgAFFz9+TJhAAIYwN8M7jkx4FQE
			thWBIgwIUoAwPv9xOQHAKgdCOJsywPCpwIgEzDUOlh4A8H2xQlZs7wUFGGBq/1YuAMc1QG5eywoA
			qpCZcRcyLaGmDDAYA8RUYG40wDJgAMv+RCCAkUCGcMj4UwC01wByM8B1AZb98+UEAMsF2HmAaRg4
			QBioRQCKhADLQQM4BCCdADaZwCkDDJQIFAwQOB9mWX8ZhIEOAYBcYBYLA6b2T3kAsxskusX4aYAc
			qsClBoAjTxAXAdZu4JQBBpIAqUwgYIDlBQB7NyCaCJhCoIUPQPHd4HxUUeAIAKBTEjYFWMdCfAKY
			AiChAa1MMEOAywFw/S85A+SO/aUK9I4GTgHQOQjIYCYwpAGXAwCILwEkAlJhwNT47SUAjsYAwv5L
			DAClR504QDqB2HbgFABtggBRFOqkAXLtA6T9lxYAOfE8gEgFicLg+HbgFAIt0gAmCoybf2kBkFtZ
			CScZbHcImjJAWw/Qy6xWUdhlAGF9bf8lBYDKSgdUYEMYMIVAEwPoKNASAUABLBcA5DYDQA2AcWQ7
			cGr+NhJAUoC7FZSPEgHDAiAPFasJEeCcDJoCoKMLCJwMyx39v/QAqPXi1xyAgApMJAKmEGgKA2U5
			iL8TZC//5QIA+8IiE4AiGmCKgC55QJy0/hIDACqA3I0DzaTgKQF09wCZ7BPGAICiCpCaf3kAwAoG
			BALA+fBpFDBIIjBzEoF6E9ixf75MGMDOBNgdIqZ7Aa2jwJ4dBAACINYe0CjW/+g0gJMOUFVhalLw
			lAEG2gng9UDYywGMyP2PKAwMAcDUBaJpENDF/DAPqIIAzQAhBbCMAABlAJa9gmPbgVMItGIAkQbC
			dgw4Sv4fOQA8FwASAQEGmEIguRWUiZ0A7NqfLCMA5EEKQHI7CFnbgVMGaJUHtjUg51IgAUa4CzAK
			ANj2z73tINgmbGr/DvsAWZbJRqF6K9BXAPUyAECYAUAueKoBOknAYDkQjuQBlwUA8jysAvTpoCAD
			TAEQBQAIAvRWYCQIXHoAyDcS1gAyCsAh/p9ioEkCqjygVQ9sF4ItHwCEECB3g3CGpgwwkAfIkNMr
			Ph+LBxg1A7g1QRieD/YlwBQDkRhA14Q71UAjDgHGxQBIaQDQKS60/qf2j8YA+kyAmwYaUS3oKAGg
			S5ScDWEEwoDe1P7tPEAvdizQSwLUy5MBbARwD2DvCPemGGjaB3RPBaExeoDRACAPhAH6hDhKOYAp
			AKxtgJ5bDhTfCKiXFQAiqUCrScgUAO1jADUxKHQiYFkCIMgA4UTA1P4tFECQAcbiAUYOADsMJMhP
			BEwh0BwDKAkA00B2FiCUBMiXEADhmhBwNMAkAqYAiOcAeoFiABTeB1gODJD7DJB7DID06MApA7QV
			AJABSDARXC8DF2BsH0aAmhqRubnAqfVd63sEAI4E4NYSIJ8kANyjCV4YAHLBUxHQZRfQ14AoUA88
			MgkwKgD4ZYFIlATxDWGcORMDp9a3H4JpoACKQZwu4Y0SIM+XHQPI4XHWbsAUAGHz91wJIGtB2qcB
			lxQAkd0Ae2jA1Ack/X94ZGT7LNDyAECiVdg0Emy5/i0JgNrGAPkk8wCO7ROpQGx6hkdVQDa1v1cL
			IEsBcBcJsFQACLsA0DPaSgZOERAxv7URgJUIDOeBlhoAUfvnwUZB5njQVAU4Nw7M7/WGCQQBpI7b
			v15SAEREoC4Ls1XAExgCMfK3dwJDnQGaPcByAEButwpCJg5ADcmg7Inu/GFBKFbt4XDbPHC+bFxA
			bk2QFIWBOhXQyxI6MHtCASCLMYAeGo5EbWU7BpgoAPKEC7AJQIsARQG9Jy4FZHH7OwSAcCQP2EAA
			AyFgZtQeIA9NEXcqA5+QHBAyfigPIM8EYlkRjFrlAZcRAIg7RVhVBjoIeIIBIHM2f6IEwB6U3gpE
			rSXAwGUCY3UBxgeAwqDGWDBLPMC9GgFB528FgI4HwMQ6Gby8AFA3J4KUD1Djg/xYMLPXhkbG48j0
			cM3rJjCGAtwssNGApMNOQD44AmYGJYC60QVYQ4R5OhjuCjnHxLVb8G2e7f1A0DTH7rEvN3/7bgKQ
			KSWxfWo8AGrjAaAxlhoAeQwBGeSAQDSgzexzwN4KAQvPogkoNH0v62e2/XHG7a8mRcUqglMAIBMD
			QGMeANgfjpALJYWhLAqbei+VidDra6cvf9IXD6Lv2F9SAMED2X9iAKjDDEBcBtBzpOU5UadrnIOC
			vuMKvOW012EgY/fEPyT589XfV9n/vrv+JQSIeySoNQF0RsAQAKiTGtBOBeg9IZkRYPfec3tGZFAS
			ZFEZvfdgIBOQhgtf6h/5BHwHICjAA0B6KzCfOABc+0d6hjtOQGwK4FjHCIsC+mGnn+09WmBO3Ipe
			/pa5e/pHRQLY2F82BcDejIBwtscmgHxpXUCQAUw2AEwQYT7Qdol99pn1+Re5UmJSYLmbXn7pS35T
			im8uEzc3l2V9O/1rOQC6/O0Gselz4Q4AyJIyQGCAnNoSUvYHbaMEFbIn0pfX/Gr+oj/hQOjFPEG2
			N/C/4DFl/j6ew6v1S2EAIADrVYKJVwpkCCBvsH++JAAIJwKgDGSwFjlBOFKcrYbV1Oyr549ffTy8
			5o+fpxjAc7YayPYe8TfX0wKA3uTc3Dy9+J2dQG+OXRTjDAa+BODrxd0HJPVyYoC6nQg0U0QJN79D
			AXxJ8KeyY8cFF1xwPrt2XUyvXRfv2nXiBRfs2MGeFHMNluGzvUMASAqg5EYZjd0jvcVd8rqA39wJ
			HAb0IQhlBESAFwOyq4oCwLXC2AFQp0RgHqAA4wKwultqfr4k6HO5+OKLLrryyiuu2PaB93/g/R/l
			18knn7ztlNNO2kJxQJ+TIIK9Kf6bk0u/Pze/WtzjSSedtm3btpM/evJHP3Ay/clpV5605eJdJ+7Y
			tIPBALOXTgII+7sdgmMMEFiHYwaAzEbGNEBoljARskbcH7/R/vz8CTt27Npy0pXbrvjoR2+66SMf
			+ciHP/yJT3ziHHq9i107d775zeeecd7Jp23dcuLxggeyvWb1C/lPrT9PjX/+xaddcfLpp19yydlv
			etObznnXOe960zlvOvuSM95w+nknM4xv3nziphNOOKGYL0AIgL0pUZQBquCebz55BghxAElCwNhf
			XNT6m07ctfW0bR89/Q1nn/2JT3/605/73Of++Z//7tJL/+HSd7/73Vfv3n3t7t333LPngQvvveHc
			807evuWCHfPzYU24LNmfWb+/mln/4otO+8BNb3jTOW9929suu4rd2uffffW7333pZZe97Q/f+i6K
			8TNOP++sU7Zu3bL52E2bTigKPI9kBOAQQEUqmX6vHAQsBQASGiA0P0x8GOsX85tO3HzSKSefccmb
			3/TWz77tny/9h89//l/+8R//8Ytf/MIXvvSl+++//fbb77jj1jsee+yx63/64Gf2XH7vzbedtXXL
			jh3z/Wz5Q0As/owu/h0X7Lpo2wfecPY5b73s0ndf/R56Z7fefvtX6Mf999//pfe855qr333VVZdd
			d929O2+4+dzbzjpl+3HHHbtpkWLATwNWRGqABgYgk3EBFgzSm0GmbTAWoyQxLuYXN524Zft5p795
			51vfThfF1V/84he/9IUvfPn+L3/lK1/72s9+9tVvffWhhx/+5sP/+uijjz7yyCPf+MZ3rn/w6w/c
			e/OZp2zdtYO5gmUtA9k7Y6kMvvivOPmms9/12csu/fx7vnT77V/96lcf+ua3vkU/6EV/cdddt996
			6wevv/7Oa3ffs+e6y799w7kfv+2U7cccwzFA/H0AqgEq4Xrt7cB8WAQMBYCgBghJQay8QHHCps1b
			TjnvzTv/8LKrrr6GLYuv3P81anlm+5/9jD6abz30TXr9K79+8q//yVDwg8d++v0ffpfywClbLjhh
			dbasIcACW8b955+07aZLPkGtf/V77r/9LnlX3/zmv/EPdj300EP33Xff3Xffccdjt9zy02sf/OGe
			7377ved+/JQbj9m4uFgQZyOg4vbnFFB5AMiXEQCC9sfa/tT8x2495Ywb7r1s99XXf5Ay4l130cXw
			s6/+jH38jP6UPqn7Hn744UfF9Z+P/ie/Hn3kxz/6zoM//O7Oc8/aShVhf9klhHWpB0tlUfPvupIu
			/re+jVr/S/ffxZa+tP7/odD+pr4oz7GLweAbj93ynTsf/OH3Ln/vue/YfszGTYuVKwGJSr9UDAIN
			Rhi/BmhwAXnADZCCmv+Yraec+eYL91x95wep7e/76n0PcTqkhMic4+33337r7dT53/HYHd+g1w9+
			8IMf0+sRAYJHfvyDn37m6/fefNZJJ86vzpZNjQAoZJtj1E/Nf8Gu005+w5s+e9nnr6Fyht7bfQ/d
			9xC1Mv14hNpavvjF7f8ofT3y8CN3//gbjz320zt/+MC3z72NQ6C0dgKrnFQSAFUFEBCMxcbMAIaC
			HAAYFeirwaJYXNx07I3C/NffetfdDz3M1sBD93FneP8HqSi6/pprrrnz2muuvfbaBz/zIL2+//0H
			v//Tn/7oRxQH//mfP6HXoz/+0Z1fv/Dmk7fsmF8m86dNEcscy2bzqI+b/w8l9d/11bvvuvuuO+64
			/bFbKdPfcr2+brnl1lsfu+PuuykUHmH2f/hR+uWRu+947Kef+d63z/349nXHrqcQKKwjYZL8K8sJ
			DE0BI+0SZkRAbhmfmf/YzdT8Nwvz3/cQ50K6KO64/ZYPXnPNtbuvumrPZQ+8/YG3X0evyy+/nH5+
			97vf/d73vvfDH1IU/IhC4Cf/Qa+fPPLYnXt2nn7aBcf3M6eSaOnsn/Xm+sL6lPu3nHbyGcz8jPrp
			ixIatfqdd177md0/pGHt1/c8wF/0uuee3ddee+edFBW3PkYZj0JBEMHdj13PIPAODoFcPlDmASQD
			1BVUgfnSAgD+93rPCgIgV9bfdOwxN1Lpd+8DwPzfvO/uO26hKviePW+/7sILeebnhptvvvmMc8+4
			+Vx23XzzDe9977e//d3vff2H3/8OhcB//Me///t//Ovd39l93SXbdh2/uq92hfpLXO4j9rBYvm/X
			Sad9lJr/qquZg2PMdsv1117L0hnXXX7ht+/dufOGG9gN0uuGN+/cee+9F174AMXCPZ/5DAXCT2+h
			MLj7EeolqB6484ff+5/nvuNGBoFKbQVXuhywAipg6QHgEkBlckHM+pz6F4/l5r/53gd2v+fW29Xq
			f4TK3zs/c88DNBDeSc1+5hnnnXfeyWedwq7t/OOss8667baPn3vze799+fc4BH5CEfDv/+fhW++8
			7M0fPemC1QYCS8UCPOhT6d7zLz5t2+mX7NTmv/XW66/dveeByy/kgf4ZZ553Hr2hU8QN0nujd3sG
			BfkNDAmXX/fAnq/vfpDSAXMKlARuefDrl7/34xQCx1BHUEkVqJc+NX81OhEwnAuIqED5WVRFJcy/
			/babdz6w+5pbb//qw1z/0sVPqW73A9+994ab2bM5+ZRt20/bunXrli1bNm/ZvJl+btlyHP319lPO
			esdtH6cYoBD40Y8f/cm///u//ds3b3/PZefcdOWuUyEEJo0B9b9S8mc7mW+84OLTPnD6Je9621XX
			fJBS3F1333rLnbv3sCTPuecy01NE87vbvGXXZvZJ73Pr1tO2b+dIOPNMBgQKg6/vvvP6W6gIvuMO
			ujS+d/kNEgILOVeBufIBdVwFTlwD2GnIykJAWUrzH7f9HefuvG4PezRU+j38Ter56fP5zB5m/TPp
			wzltO3s2uzbvOvFEtjuiXiduOpE+LA6C2z5+w7e/95nv/+CRR/+NAoAi4NK3fmTbRRecupr63ngN
			2bi9Py/uWz1Hl/8bd1257aazz7mMmv/2u+5jru3Oex64kN/dWacwZG9hKX96Q5vodQL7ciK7NlMk
			HLflxq0cCLdRFFx4+Z57rmUgYK6RBgQUAtuP23js4kJp4kDmAxoBkC8BA5QsXQEQQH+H+v71jP0/
			fsOFe3Zz509l/30M39fec93lN9z88fPYwthCnwN7ODtOoNc8e82zT/arE9iDostl+/azzr3h219/
			8DvfeORfKQC+9ZUv/MtnP/z+i95ywfEKAhMmAeV2KP+vnj/1gvOvfP8l53zu0mu+dPtd36L2v/XO
			3dfde/OZ1PZbt2xllEZvj0L6BPsSSKB3eCylvOOOu5EB/dybd17+wJ7d115z5/VUGX/9gXtvOPO8
			7ccds2lhsa5EJojbvwpGYksAAGsvmr4vKxRg9t/Ilv+ZO6+755pb7+ChL1X91PoPXL5TWJ/vhW3a
			schMz7dF5zHbIJ/P6E/5fjH9gx30GW3Zuv2sM2+4/OsP3voNqiG+9bUvf/Ef/ubDH7vinW88lUFA
			lhJOCAXwLAPV/6tP3UHt/5FP//Pnv3D/175633133XH97gdY2nLrVmr4Ezcdyxc93+87Yb6YZx/0
			k77or04o6O8vbjqB/h0Kg2MYCN5x5s07773ugXt2s+uqPX944ZvPoBDYTCFQBRlgaAQMC4A66AOo
			+atC2p+Kv2vZ8r+PBsRUGGnrH7eFGZ8+GLUjntGPDFSM9GXRAEXBDsoD2886473X3XPnLTS8/tpX
			vvBP//tv/upjf3LRW06lfmDOlJBOAAOghDVjBHD8BRf90cc++bl/+eKXv8YyWh+8c8+FN1Dz85vj
			hqekVgjT44LfKOFIZ7/mUFg8gb44Gxx7zOYbb6QYOPeGnRde98Ble6667Kq3ffatZ7/h5NO2HLtp
			US78qkohoHMgMDIAaOtzBJQV439K/7fR0P/aW+64izpG6vjv2XMd1UW3UetvPoY+n0X+ZGShCKwU
			g6el5vscA5QGTjuLaomrWH71yxQA/99f/NWf/8k73/LGUwMckE0i/hMFH8e/8fwr3vfhT/3dP33h
			y1/5yv0fvGb3dTvPpObn0JYrvsDz+qU/CgYE9if0bxWUCxgMGAaoZrrxlLPOO+PmN+9864Vvf9vb
			/vlzn/7kR27adtLmTYuLIQTESvMmDwBWsaD/e7n+uf3v/OBdd93NF/9190rrs+ezSG+/AIVidsGo
			hQLhDSgNnHbWGW+68LJ3f/4f/4kC4P//y7/84z+gXuDU1X2lAccNAvvcAk/9n8oJ4G/+7p/+8Qtf
			/MLVV7195xln0dUvrC/szC2OBc41AuQP7BEUDAkcBixjsmnTeuEMzjrzjEvedM6nP/u3f/upT37o
			pvdfuYUiYCF3NUAdK86aOABYyQK0P9X/x21n9qfBH9V9139mz+X/89zb3rH9xmNOpHTGih8KUyGi
			2ohwHMQxsOnEXaedfPrZ53z2c3/393//v/7ir//yz//k/+UUMNfLAhAYAwbsLg99GgPuOP+iP/rT
			v/rbv/+7f/iHS9/21nedcfLWLXzxc+Nb17z9s3nCq//oD/RR8IRZoTCwnvLAMVsZEbzhkg9/8pOf
			+usPfehj779y17GUA0pBALEN4e51YUMCANg/1z6gIjz5d9z2825+156rb2H73tfuYZkNav1jqfUX
			i3mnRMgUDCoWgF8VBhgNMAjc9JFPfPJTn/qLv/jLP6M+gFLA6tX93vj7z2U995C/2Ph/C2WAv/rr
			T/3N3376E2efvo2tfs7sbS5ufvYqJAhk4pSBgGJg89at207+6E1/+uEPfejPPvY/rhAIqBaqAAQC
			JzUnDADqAEitclZVRe/gmK1nnfGuy3a/54Pc/Dec+44bjzvm2PVss3ueEIwDEJBnhzAkAx8CF+w6
			6QPvv+lP6UP5sz//H5wBTu33+73xjyUD3C+PdzEAvPH8i/7kfX/6oQ9/+CM3fXTbSScy889b95RG
			ADc/+2AvopiAY2D9pmNpCHzatg+8/30fe9/73n/FlRefyHQAu8oqvjPfkQJGxgBMBQoOKEu+97N1
			++ksL/6ea67dcx3f5mbhLC930RUCQRbQRCBFAVQGzBGcwCrtrvijP3rfH/8xtT9TgUwE9Mc7mM5r
			7SKO9axeTQHwziv+iNrn/R+48uLNOzbNzxPcyv5EnwASNYAlN794aRqgPLB5y0lXXklv94orLrqY
			RpWLlUgJ1I0ImDgAlAgoK6YAj9182nmXvOvtl75792WX7+RVDutVpYuuEiQ4hQIFBAsLPCbYwSBw
			0R/Qi9r/LdwF9OOzSbORRv6wtwvfAnzjBW+56A+uuOLKiy6+YMeOec/xp+0PzoAV8oN7gkrxAMPA
			iZsv3nLxlfQ/4ABgHEAfcZk8s8835iYMAGl/6v8pAWzatHnLttPPfuvb3v72C5n5j9vIVr9fJQgg
			EIeBxEGfY6CPxbb7Bee/5aJ3vvMtggAcAIwWAoH2bpqQqAugFHD+Oy+++PxdO3Y4zp/g4G2p3yZ6
			KBwsAZV+AEBgkWULxYGSEzfRXy0usH2BZH2WwMCENUApNWDFtgAYAWx7w9nnnPOmN597nkhnF4Fi
			Ye0KmiAgUCCQMM9PlLxxx/lvfAtd/tz+q/uZ23xpVBAI9nXvaYfUP4FSALv4QR+s+N9CNQnb37zs
			0hkiIaCjApEkkjsJzDUwH1A3IWDiAJCpYOEANh1Lxcvpb3jDGWeetf04pvxKp0JIFr5iRw40YkAd
			KWIrb8cb6cepPBnct9rOjK4nfbSzs5Ekx7N3Qs1/PBN/ZN6yPXHBQDBgfkycAwDgKqUzoE9TygGW
			JVpk9i+CDFDXvgyYDABqkwnkABCR7IlbTtq27eRTtm8V5q/kBmGkXtzlgQYwyFNlx1Pji/XPDxI3
			c0A2uPVDk52YJqGS5AR24HN+HtC/1ncA28Sc+44ufqsSWCCgKrgvWGQPlX8wEVhW8W6xnSlghKlg
			joCq5KTFApitx205lpm/qszB8UKxnHZ9WJ0bIfrx6BAxiAGeQpNnbVcfv3r1/GrdT6ANArIBlj5Y
			+05Tz3l5nSDUXwGNC+8Iw1sk4OwPDtg+J6aihjASqIQrYJ9UAEbs73uBiW8GMRZgm0Aij0GvTcD8
			lSoUszGgtUAYBAICwrWaAEsAgF6ilwDuZ54LSLakzrqZH871cpq6iHci8r3s2IPAQAGZTf4EkVaL
			P3e+0gfFRL+gAQoFlgRwjRvbF5j4djDhQqAoOQKYfF0oSmP+yniBIugKOAgQwIPKkomMGeYrDKtM
			ukBAH89x+4cQMBgEsuj6dxAg7I/Fzp7M6Yn7KDAEtUMJ6rg8itrfVNbzL4xYy5LRAJXXJdsIMMbN
			0xwwUQAw/UfByiiAxQEUsFWhKsUrUDDIIeB5AmxpQodDC5001TQwLyDAdDjuZ1kcAV0gkCXt37Nb
			umSGjWBKVwi7wuQ69G0hkrZ9gAhUbQ1FAJEZQNUmwJigXABQyCcMAI24ypQDMAHLd6zsSlENAiK/
			BO7FTgAAIABJREFUGBAYMSAfD3x2Nhdg7QzE7mqfpQeyFALagyD8N2A/O7D8oSYp5I6OND0nAPGj
			nfNQ577BLLAkAnLYIkooLH5IzLX/QowCJggAuQmoOxoRq0w0135A/i0V7gIaAK2RMSHWsyNE7puy
			x8tjLbOv2sfBtmNuN/YGDDSufXdzErT0mlebOeY9ksJnMnWLLZa/AwL54NiiIooBjAPgACgXggiY
			OAAcg9svbf5AQGiyA1IEGKEsnh3fL1EPWmyyy7Crb28Zxdrx93oDfEamusGGbvOa+elbrLBI5GEB
			bCNw00Gfe4zK+lWlJBSjgMqz7YJ8aQh0RcBIy8JjtvdQEL2wHSEKh4qIZNeCSJHNPuatrjNhCnBb
			83cGQCj8h/bHSvkXaktXYIFIT2ClvdKrHTTXyKH5DQOIQ4JB+0cQMH4GCPaJy5MIyJUIaH0JSSWe
			soIAYcLbajsUdwPtEwTxmV69sP3l26HvxmzmGHVTQCpLWD6wJnK3RYRMtIFWcbkFAGX/cnwMkOpR
			avUJjOGAq9nSjnWbrQ92SRQKRFwANt6sFdrzGvK3zxD44zx6XpUiXPtCnRCsNvIkBNTb5jqwaEv9
			MBGU29Z32gXnHgEAEsjriQHAkQDwI6AD+dmB6PnhhPkLuFvKn7UMtcE2AaCARgbI2lB/m/UvyajA
			0Pjy5xYOPBgUxH4IOSH2IwS/YdaW1y94wXkpDugwP2KmA923OBsI7W8bX3xax0fzRhDIh2g/X+EH
			CqumKMMeAsKGjHqC2F+Lrn+V+2UfBqCEQDKAdle/Kq2FAs/SWMdqPGHotovNffsvyFU6MQB4EtBK
			ZZkTw7Y89NgiZvrCqpQAywqoQeUHAgho80ovey/7D1t668UvIGCM7qoBe/U7+Hdcp7E/8VjV6Rge
			BsD4GKBFk1prKwOiOqQJkggo7M1x8KPRWIWpJnAPFoChNI2aMOT1wTSfXlT/MwXAoWhKuQz5h/xB
			4Sx6/3k4P/G8qusCfACUC10pYCQAsLnLRbt9AxEE5LbHhE+tYGVGNrsWKiUA3EBmpYTa+oEsSf29
			QEtvbf/CVHMqaMqKPohd8ZWL31Lr+VSc5CiAoP2jDLDgkvPIAJBoUFc5IG5n/5wEQaAfXqkXPc8t
			MxAU8gkbOMwTWIPnzCKAIwq7Q8Hf/rPjP0cAigoeCdaqkG+00tYXhmenfMs8YfzcFgbOE2x2AZ4T
			GCcAAhIAhrRRFNvNRFwUFKokhj838aoYBkpRK2dWnMq7F04f4q5iMLj8nXnOLgEUIvyzBapa/9r6
			okSGGZ7/mEvzl+o8dRlb/yGp1IUBynosDJC3UABucgvKANf+UQSI46X6lVP75wIBZQFJQGpB64SZ
			PZWjl2VdrW9BIJ4BEP83sDpf+SV9v2UpYJoX9CcF3yHlGChzCQFxW/Ln0SR6SAVoCMQBoJIBY2eA
			aAwYSnDmYftHMJATuWQAA5TU/HkpauUMBxCREgQIwFnmQSCdE3DNn2VZyPxOBAi5n+/ZFwWzPH2T
			BXuv7O3ydy1+s2TF8uL8VK4S+kR/BmjA96DtogD2smTgqADgfrc84gEi21k5HH/aFgJq5VRiSeUl
			IwHeO62CLKCKMAIcYBggg1U9TeQf2v/zHIA80gfcP7M3e4eMr9jbLcX75CDg1mftnSqvgD9PKsJ4
			FBAFgOUDJgEAkkJAHghpkhGh/hulpIGKOwD+lYOCLi6jr7BJDIcR4NXxNUq/yGUFgOwF1Aj3TSUH
			aMVKNzgS2O/x1j5VLq2fuMJ+YJAowNkTGhEA8gQAiK0BA5ntBvsH4wHN/6VcWmw3vGCHDvj6Mn6A
			mP3BOAl4o7rTBJAlCaCwXYAwP6WpSn7ldVtVpQyf51WD9aMsEHIBpCUDjNYFKADk0aYU4YxOHk5p
			xFVPrksgpHAirAaS1ZqxBykfMvMDtg4AlddZoNfE8ASAs8zZAIbLn7l/VrFZsjNbVSkuZfhm46cr
			KiwJaGeCFiIyMA+R9ggAUEvgBWZFhNc/aWX/0E5CbvifyaeSFUPRL5VBAOAA5pChEwghwE3tR83f
			yxoIAMvkP9bmZ+zPzM6K9uAlDkzlra8ECwTiQMAA5osXB4wLAG1GRSTsD01tp8QVAUgKYKqKnzyl
			GBBPtZIauwTpgAJDHRDtNJJl7cL/MADs9Q8FIMeka32NgrK1/ctYfhg8qyAAEtnA0QAgNy4grxsm
			BURrXVIQ8JSEypvkBedQtv7VVQkSKCwdYGcErUHVlumTBBD3AXYICOzPLsFKYfNLHhgHA9RLBYBQ
			f9q4Cwju/vmlA77zk4qfx8+cAcwl1BbICNnlAal2Q9YJT98B9LJGB2ALQKL4P2J/U0eR+wd4wSi4
			GABSYQBEgPgIiICRACB3AdDaAzR6gbgmzFXezGUAiQAeeEsfQJpiwQgdtA4BLQVgEFBI/i89+q+k
			8e16mrzO8wAM2kUC8e1Aanx2DSYCZgYggOaZsdHt75Dxg/ddiqy5+NFhAI6AsjQ+AHtbApGucxmM
			87ooQKcKCKQAuPvXRhdxQLSgKkgDTaGAtYkcY4CFSCpoFAyQJzxAfFhc2gU0ZYhzufp5Eo2/KneF
			FdAJyK1h4ARQ1iQFIQc0KUCbAOaJbuwl9L80PXuTdVUly6iTJBDdH/YYIHcBAH1AdANvIADAItPU
			uLgUA+Rx40e3ikopBIX989zh2KrUmzDaB/hOAKUIIGurAJ1dIEgApSAA7gaqNnX0KRZoY38C9Thk
			AM4CngocHgB5KwA0M0B08XulQ0ACsORv6XuAkh+W5JFABSAAAkGJAJQiAGfDuE0IqOpAtQIoSqH/
			87JqBgB8flVLABB3HyXoAzQAPBU4DgB0iQEjuWBfAUL7myLiSq1/T2SLSMBEgpYIVASQUAKaAXpZ
			mv/tsc5yG0hv/JfKBdj9exsAUA2kAxO7AdL6gZqACQEgygAuxXts4JZB57azUwogjIDCqEDlBCAC
			whTgZn0aQkBkUYC7Byg6djH7qxR8oqhePL2O1vdraXwRoFRAoCpkpBogFQPEEoFOYZDDBg687fuU
			M5Plq/QRAClAisDC7jiKk6FgBpo+RQnA9QA6CwQJgNq/bECAeHpV51RQrCYokApyA8G8HkkYmGCA
			1h7Arvuz0z9RIch0YGUxAH3MlcUBoELMCQVVPhA3MUADAchWlb4HIFIBCCgKALCvZZL+QQ7I3yMk
			HTMBdjLYyQTk4wCA34rMrwYP1IR6NEa8gwIuAxjFCxmArzGNARYIlMIY8yobbBWHoSQF9AYgAJgF
			YJmoiocAuTR/uZCM/kBTTe0HhM4ZxP5+ZfjCwiA+oDMDwDxmamh8QOyFdzk8ZQDtbxiAx9jiUggo
			OAcUZkuI4IAMjDJAKwII1YKbxs58Y4oLALr0F8LL31n7FTd7KYuFdcKjoSwoXBXmA6B7GDDTNQ/U
			kgFCkV7unnSKVb/AmFchIDccUFcmECisgwJeJgAlEoKtCABZ3SCI7QK0Aig1AMpo9kevGvsEES8W
			LdNFYdbOWQIArgzM6/ECIGr/wFG3SHojfAzGJIOIYQBl/4rNTFDpQFUbJk7mW+ngxI6ATwARCCD/
			NLglAWQGqC71Kyz+K9VOF+xfqHCiTJ4UiDOApwL9opARA6BDDAC3BxrPwAROxoI7rUAmUD7gyqiA
			whSI8lNauOWGgE0AAfMjY//MlQBAA1RCmtYx9w9WDatrKWEVkzhVLuvgW9aFNvgAjwJGzgB5Swbw
			DwXGQO0fgwH7gYYBuAvQ70lRgNgP0A/VKg9O7QlbIYDnA5C1/u00gOpTITcCRGyi4r88TP6VNL+q
			YeQ4Up3lxCmoBgqInQ6KU4BWgSMFQNID5IHYL2T7pJOD9ic55AAtASAAWHFYqWJBXhlmJ4NiyWBY
			KxyQAEj9O8StjyADzJuNAMVD0QyAWTPa/CpUmSeqwwRvH5I3vixxFDsgOkAYMDOoB6giHsAEBaEe
			Ia7hAwfIoLPj4yh1P3KNACUDS1aELYry1Tkx64AANqZsEgMh+uefsCEYN5Y6D6Q1YHrrrwLmx/YE
			KdlijDSRAFhnybMBC8GqoCEBkDdLAFgOEDkE2HBjeSA5rG4VJEvAs9ZbQtSt6myQFQZkuLkqJCwB
			kPnE9k6ASASZqQ6m6ieCgEregbA+t3tffhoQsD4y5QAM4FCAqwJHAoA8zztowFj9f0t+czShnplt
			AGB4VicD2aGRIpwLzMLFgY4f8BgA2B/Z619uBRgGkKFJntr7F4Efb2uWsaamfbG7rHHAvmujDCCx
			usC8Th4PaSECZlrbP4/NqCTh1h8t7G+nBBLVD8oFgPem4gB5TkS1j7JzgWkKiJQBQA/Avwmy6wFN
			AGc0YLSJnmB/1tQwY03N5+SL4kBAK2uHAPlo2nWJ6OQDZoYmAOIl9lovfAsGgdjBBUHtA0CcwKsM
			Bbgj6FALNxC1v0sB4ERwpVxAFW2hJR4Tf1903c9l/d6ceqnZuJnmgFZK2YoCfB9QB5vGjQgAdZQB
			/PIeBwJ6jFGq2iVcJ2pDsHTtL1VAAaLrNnFg+kIKNzoNhJwwUHqAMqUBhQAU0Qk1NbU6/Vg1t0r8
			pMfmnEkUSApo5yZbnxA02eBxMUAervcNGL9htzN8HMqDe4gAlApQEba/HYAHsL8pJfHSAKIvjIBc
			XiQ0oLY/Yb6ejbeeY9Zfxb9QILC+ZHMSBK0QEC8NHk4EjEIDJMo7zRnoIAQCp+K9BmOxvpcGAZXl
			AgrbBQyEACQhgDLkuAAw47FKMIC2P1P72ZxY/Mz+7JIwoL9Hw9A5jgB1340OM7AhGKWASHO39gDI
			4zvBVSgP5PG/bXwd2UcK3wJVBG7BRAgAhTojYo6Jpk4ItbG/xA3ysgDGB3APkMcAIJ9QQYD5pfXh
			RRHAiEAhoMWOQNOWcMgHjAgAiZ0g1wOEjRckgVg9WdAFWPdi+QB4QKzVCaFmBKgYADmjXkFroHga
			QKt/av++XP7ymgUAWEkxsJI1KcxAPrCFbm4JgLoNAmaGDALyeDOwZgD4pkcuCURVgD56xw4Qgx6i
			BA9JAcL+KJM/wAmwYn6JcgCyMiUW/5U87c/sv6ov2X9Wvei1in0IHhAIaHQCYR/QdEY0lqboCoC6
			HQPkJL387fyBY3pktdUPxgEhCtAaQKTah2MABGQgUwCIUwACLoCaNRc1wXkVt790ABlzAHrtC9Nb
			l4RA1i4S6KQCde/oCTNAg/1z3/5ynoaZuGythqgMNJVhsneYqgoq2h4RTCAAgTDAxIFCAmgNmFdx
			AhDJ3z63v1r+4WsABMDnkaAAVRUwKgZoGwO0tj/ga2TaOsioiDQwgEKAaCeinADxjgegQewvi4kc
			EUDkNAheEMwgkAcoQBEAcwB9qvK5+W3rr1AfGgIKAXsdAEhoZ7/NMXhtfhOqzalRDZmVG4sjQGeD
			ZV0gUXNlWu8HZdFEoPAAGUZuFEhkc/CCdX7wfYCq/uD2pwCYs1f/Cv7SHyskClZSBAxCAQ0AaOMD
			WgIgVgySB3pYtASAmPPQV+dzwPiuOa2KU7lgzQB5VWoG8APBThSAQDEAlvZHWgXKMFA3MK7K3KOA
			HGaA2URb4f5nPQIwL8kBg1JAGgBDFYQkCsITPUya7C/+IXuaTCHxaxX7WLWSfqxayUNjiQCfA2oP
			Arx7GPcCOgwomkuD2yhAFQYiKxGgfEApeteEzc8fDcbzPa4AZ63lr18WBLgTaE0Bebv9oIWG00pD
			JIJS65+0IQAWIdEQSVl+1Upq+5Wz9MUxkGXW00j5ALHjpgJBZ0OoxXZQZCuY/TuRCUS+B+DFvAXv
			/2UTgCkA4hqQegDF/yvshe/8hCOAU8AAIqBuDARHlQgaif1z5QCY+VV6jFreXCtXOqo4MQVJ9JDR
			e8LY2RLkHN7W+tjSgOJXSGlApAhA9X+XJ1fzWAN1HgP0esYBOPZfsUL9KCCwalU2JgoYyV5A015w
			dBM/QgDMOEwfrXRjoxVpBAQAILNuuZrR4I6SQc0cgLxPaX7bA6gsBf+feA7KbZ5ZmwM/nOO4BPTY
			33xoBHAdqAEwShEwDAPU7TRgPpACYA+ntyokixgfruz1gShqZoBK9JFWXfzNqm3hA5CV/rWLQVCG
			wkFAqYZ4loHuqRVDAP0HHOLu4tefhgEEBWgf0JEB8qVkgIYd/DgDUO3fk+S4Qj8gzYcruQ4IICDC
			ALmWgUSPnJbJhRY+AIVZQMSBTkko4ZvB8jwHP6+U1373REFyIgYABGDsLSFgzL+C/k15w6MNA8YD
			gGBNRzcPMNdzn41eIfQH2wk0hAHi2JDKBhGrVQQj8TQHiOO/ARwgUQ4mnABSk+CJ2QqoYDBul0xL
			DejdI4QAIAPOe/SO7VmS7TWAb/cJMUDg6G9LACgCsJ6MXhKzEAFlGgFq57WUkaCzJdSUD7YdgM0B
			aisg5AFKXbHs9/8iSgNyArC4X9GduVlzx0IFtqoKSAJgofZ3hYfWAOFagHww+xMWAnD3CBb+CvNQ
			THIMOwCoAwCo5KmrUk1q0uZHzVuCyFL/vhZUIhBpF6ARoBkgdGyW3iMngJWzEOXC1hYEDAJW9Uxh
			SAMI0ttBnZxAKwDENWCgFCjaCBMmAbNMEwBYCvbzUDKAAaCKIUCKcdFZXM+PsCgg3SbA0n/ILws3
			YSDRLkAxgDq35DrIimvAbM4hOengZkP2lypwwDBwCQHg1oG0zAKzCFk+COdpiEdiy4AypQLVwTs+
			YlcOlnRyQbhLBGiFAQhhnQvWc6BlDAAafFgRgCQAzwMYU7sIkIGg3g5odAJ5MgwYPQCajwR0sL+U
			APLZBKwPKMAkyFMIqEQyUKtAmwJSqQCUhVy/xgBGwAWoYgWgAWJZslIDYNZGedgDKBGgEwGNTiAF
			AA8B+SgYIF4P2iUGJCALqBfHiiAC7GxAaU5EBlVgJX2AlIHK/NJ2wK5Z5Biox/1SAWR2JljNMy35
			8KfSN3+lFYC6R/sm7ZjXRsBKe0NwYBW4EDojNkoRODADEJMF0hIwds0qYcwQUCQYoC7V6VupAoQK
			JKaMI3FKGAV0oJ0M0h6AYJsB3PVfQQIQEsB4ADvGWRF0epwBULC2vokCUgBYGMYF1K3ygJH6vXgp
			mJKAMQ/gO4HCMG4IALyTkJgxQzwXIFMBYQggU//pLH8RBSJkypTUZrCwPyAAv+872wqGMnfWurOQ
			/VdAF9DJCYRU4MJoAZCQAOFjq80KoLdqNkkAJhbsy0igJHWSASoxY0bqQJgNbtAACCaCkF0WgJF1
			Ksh4gKpxswt4ACfECd61YgDnHOiAKrBDLmgQADS3MEuWgnEJuDIIgBnnmbBt8jmeDSijmYBaxmK5
			0gCQAZDUAAi32AXwg8DMJQCZBsjlNKvInao4JyVzfASsWpll1tDdFmmA4cOAdsfDR2l/4QEiBDDj
			yCXmBPomHVTFKECoQEEBakuQG02qwFAyKGBzGwoYbgZz62PFAGUe7fkqYwDlAaL2n2EfMxYDABVI
			2kYB+ZCJgJYM0GIrsKUDkASwKgCAGfhEzC6pcAJFfBSmSk+Wzn6Qsl4W8wIotvTFD9gKArUPKORZ
			7pQLiHoA+17h3c6upAzAfUALEdDIAK3jwBYASKeBWm4FOxIwEAI4D2SFqZWaEyqgiiFAMEAlEaCd
			gFi52gm0sj0MCpGVB7aLAeRWYNT+INM1uyJhf33LLPO1EhZBtLV/NA4cXxQQPODd3v4Yy2cTeyS+
			E8hYZ5YySgGlZoCKCAIWPgApHSA29h0OQI2fOhOM4IEVnglOHnyCHiBMADMBBAgfgNr6AJLXcQSM
			OQwMNy9rYEVXAloPJvBAIAX0M+AD8ogP4GFARUAiQJIAMiIgiIBQKlCUhCKdBkYyC6w1YGIgqBUD
			NBEAVAErTVVYWgbmI6SADj2CEgzQJAMhAEIeYCYMgVmdDJhnTqBK2F/9NyU4bCTK+JAQAa4XQNYx
			wND6NxsB2KSBdHvX1PRHk+oMM0DoZrkPyLJ2FOABIK9rvxZgZABIbQW2igJCBDC7ohEAs1YoqJJv
			MRVYVU5VECKKANIUgMxugVsOFPMAzAfEwsBGDzBjE8CMnQnAhERHqVkewIqLnTmyowVAMg3UJhFE
			3BhwZav1L1UAPzoH4oA6wQEMACAbyDAgFrKyMkCAVnrBXDCyS8LBsdVCDbNLSEC2EbQymuqK8Z0X
			CHZyAQOKgGYAuP0hIzFgO/sTLws44z+PGS8hPMdlYBoAIBFgUkGMxDmRm84/7hEghEFGGHoGbLIA
			xIsB8kgyULq5OUNzs032BypwZcaPxuZNHNAkAkL9okbmAoI9XhMIsP4+J0cnBJhJUoCUgWxLKK9S
			PoD/TxXIBctcEKcAiAAEOwKbehHkHQ1FyDoSBDPBDQyQ6VKANvY3CFDHgzx13SgCBj4cMAQA2hUE
			EscD9HogBJiJvDwf0M8KnQ6OioAcMIChAEHkUAQguOGf2e4BKAAtAVXfAhMFiP8uHgT2eaqrtf1n
			IACQCQPa2b/dEdGRRQEp+5MG89PlKDaC1XNpAIBSgbxkHldpFZjLuQtAAhBZ0MsDAV0ebAX6+tM5
			GGrVAoA0IIGjPsISkJiCt7b2nwmqwFZbAWERYJ8SH6UGCBYER+NA4hEA9wAJARAJBPsZSwVFXUAt
			l6SKAjkERBRAdBwQ2PThob7Ehv5jwRZYbwUilQUABYGRTKCod+BBoBUDzLYgAAkAa0u4kwsY7GzA
			wACIzPhIkQUhyI4BZ9pQADsywZ9LEWeAWjej1HkAZn/2gWQuEAcQINe/OkWuWoLI30NIt4YhDgNQ
			b1M3SICVlgeYbXO7MgxAVqHVYGHAiMPAls2h3O6AXjsoZCUBZpo1AEgFmWRwrCtrBVvPwP0gzgBI
			lYU4Zf+SBZA5DWr8gsoCIagAVB4gL9uUAlglAAkEzIhUUK+HsNV4u4sIGI8GaOUBGuoX+B9zAhAe
			oNEBQBewYtWsiAOV9K7DuwFqOxAwAA8BpA/IkLKr7gECjY+09Jd/R8SPUAPqvcB4KjiY65xtVgBa
			Ba7UB+LSkaAkvHp4CugMgIj9U9uXuh0cJYCVgACaAQAqw+Y5jFIi0GIAaX+CsDrbJc/7q8BPG1od
			AtUIUKpAlwMRJxUYFYG+BLACgZlmAPTsqiAy8I7g5BkgYn84PgqJfcBmQvR8AEsENJYE8ChAt58S
			GoDZkIAwQFR5ZBnCIACQf2o5hQxpDSDsbySATATViWNvKgi0M0EtALASdIoZXSZgGAC0OBSUjFlg
			O0jmAVa28wAeBbDtoLKpJsRsBonGc0QzAMIu1Sutj4ASNIjIkMwhewSgowASzQL05kQe2EkENt+v
			aBKA2ogA0kEGDgmAFi2ik/Y3DMA8gGSAmcaXVRnI9kl1HiBPRQE50ACcAAhShSFImxx5xueML1GA
			gQdAgTyQNL8nAuB256pZ+yRwq/udXQG7hXVKB48LALUHgLj9wwOiAAMgBYDW69+kAhkASpIsCBAM
			YESAYgBk2V+uccv4GbA70o1B9HYwUsbHDSJASgDc8yVAO8DL3QB7+OrwycCRugDSDgG+SBASoKUE
			tEWABACJbwjnrgvAeksYgWygrg0C1gZUgFRLAKEKFANgguwoQIgRkldRCaCSnY057wAAMkxIYzKw
			SyogfUB8pokA6qZhgU6fECP8HPtzbuwoAUwiQGwHknhluGzMovUGt5qlAsEnht4AOgOZMEBaA5gj
			QZ4IqGLn3kAeuOXdmmQwCAM6J4NiqYB6cADUddO50DgbuPaXEqDlkggAgMXfaQDw3cBcM4BwAcoL
			KBcgCd4Y2qQCIAyQkwcgpjuASAWWsd4nPVsCrOhwv1YioEscqBFQRptGDwqA2LjQQIegGDcACWAY
			oAsCNAPERIDsy1JaHeg5AtgHRqYwCPgChQuj+tW613+OjAMABEBCFQGm6NmWAB0ZYKXPAB1kYJgD
			hhSBTUGAOzEk5BvUTmBrD2CnAuVmQBXdELbiMJAJVHGAeRnuxypCFHygSkBVPIB0+EjEZhBUAblf
			E0R0GsgcfO1of1gU1Mb+bUPBUQIgeCYobX+9IKUEaKmKZ2wG6MPzYf6UZsEAkG9kHKh8gDS/Y1ss
			ZwNnzp+Av4MFkGAuSJxR0KcVfQkwgP1n3P3A5rKgCAWU3RqFDcYA9sTwVvanTxMEge3XBOyjGgsE
			nTbkFgNwF0AsN4Dh+hf9wFHkpSUAAvMNBAWI1KN/8tU/E9gB7SYObLXLEuye1UUBdBaB/uRfa+yj
			LwnBWAigAWe6ZIJWrJRloQWJdAnIIwyAXQawLe/8Enn2l1EAUs1hsOUCfPObo+9QAcy0v91gVVi3
			XFDtcMBQXcKiAPDn/TTaHw0GAMUAztmQvHE3WNlfQsC2awIOPgfYGlC4AJLHCAB7Z8I6AUAnAtrt
			s/oIcJ1AXQ/JAHH754FJX8QdJ24DQEqALgQgMkFCGpVhBtDVyr4GwDoZSBDu/jLNwdg3A6dDc+EE
			5Duyzr1YG17dfUAXBiCxYRqj6hTqlwVGBv05095CfwrzgDNdKUB0jCtJsF9gHogCnSiAgMXexurW
			L8RmkLG/QgDffSztFYoNAAYgAM4AvUEZIISAUQAgHgZ2unQ98IoBfIDaIwHCO/AG4XtCOhNkEgGt
			7A82D2wXABFQEjga0z345DBANw1gzoh3ZQDH1zfrv3YAqFOZ4PYXfbAgD9hxWch5GoXTmclOVVt7
			gQhEAVwCkHYeXx8HN79BzNFwKAJKP0cbOfk20+FuRa8wHDpz0VoFGClYjg8A3SkAddSAM3YPRd4l
			Iif+KEOlAOBGANgMFCpQiwBoa5sa1ClAhF2YaAZAkALCpU+DAwCWhLTXACQ+VnEsDDCE/TvsBYdy
			waaRsj/MslIEoDeeBQNAApBJHWlwAAYgDol0+XYgSFAgDgiahuiTT8mjj80AQO01QBIB9UgAMBIP
			QJ9q1lECwPY5sl1cRbwpNpVdj5Pbk0iF/VVZiKwRJkhDgKjVj5TxsRMwEATOhiNiiwAfAjwOxfzD
			AAAgAElEQVQKXDnbOQawd4NQOwponKk1egAMbP/OUWBgN8hjAP9gvpcFkhAglomtr7bxlfUJ0ICA
			AVACAMLx4N6ADBDdDepg/7zOxwyAgYMApKLADi4AJINXBl2A1aDbelfY0YC6LgBDNtBGlxDAlgLg
			RCGg4zOAaxtilwMNIgFm3CigsdRuJAgY3AV01oC9lZ00oNVBTZQENR5CNyPIkXmZLUEMDQ1/Lr/K
			L8r/E+0FvO0AEix/45lgNv6u2z6Asx3oFIVFD1oE4wArP1KPLQoYQAKYKLCr/XkPRdBLP+wAXPtj
			azeQG1GxADFSEDu+X/6e3gkWaSCVU7RIIFj7rPJArSvBgoXhpOFkQPxI7rgZIJrnaxkFzg60Klas
			XKWj4xQD2KdCgP2lCDDZXUAKGP4A6geQJgXxb20NYOZ62JlxxBjAOv3aGQC+C2hv/3wcGqAejQYw
			nWE629/SAMFD6KV5S8jTgPJTZYSJ+bUWgOZP3N9GhgGIHQkSEih8xW1Pv0bqwq0wMFoROEoETCwP
			0D0KtLon9VIAcGkJ63MBNgawLg8wewQg+WP+IvARAgQaV4YEAiVxvOgBnn5cMQoXEKAAVxwM4QRa
			uIB6RAzQLQq0AeDNVY31IJI8jQ0DELC0CbC+VgcqU6yyBnADUcPGTgRaPZ0dBgBdcGcGuFfDAHlM
			BPpHMscKgHoUUUD3PJDTSd20z3Jv2rG/IwEJMDjUBNhQAlz+RgPognLNAOA/cM7ugKMPnAG0/bsH
			AZYLCDNAuinDyAGQjygK0AwwM0gY2HPGicND0t4WtGN9BwP656ZcDDt+wqx/bH8viwNyQry8GBpK
			AzhdYsJzAyKTevRh8Xr0AKiXggFgEOA+lXBoHNgI9jGALQTYCsFsHSAQEppvZkmAYP0T/QdW4eMA
			CAANgyPNAu1tgmEjwW4aYCkYQE3Wbpqpl/AAgP1R4E9k0QdgfOw6BmV7Ox2oEjLw9BPogDDYvfb0
			2IiU/ePt2cYQBdThouDJ7QWpRGCqgy4J5ACCMHBYgf6umzFCQP7h2PI3NgL2H4IBwmMjWmnAZF3I
			aAEwcBw4AAPAJso9p04q9EwC20Ce+cMI0BuGFlNIBjA+QNgfhQrhQAsEk/EehAHEAXHUdK95qkPn
			yAEwChHQlQH09Bg1Vzs5TMWpP27/snKFYO8YuAUAG2V9FDO/YYAhXMCqntUkJm3/0KiG0QNgBAhA
			oCCoxTag6wGcURpJBYi6QQDDDUOwd6zcALA/ChOA9f9blY8rBih/Wun2iepq//ECYPAwQACg06kg
			MEoFegDnGJJNAN3M7xQMBJNEnghAibskGeiBMJAGUKeg8qDiifZlysmAYcCADDBMTWjXahBnoJ57
			DC1UBtTd/FoMEJcKSEoGerXPg6aC7bpw1MIF5NFpPaNngBFQAOpSEminAVk5EIKjVNwNETIMASg3
			gGAkaDLHUDim3IDRABYDDFD9BOLARvuPIAzoCgBrXNgYKoL8gZpiJ8jeISXhA0poEARoyrc3DEKB
			QzMH6C4osyu6bQj7G1/B2WFu8nn4sqB2AHADwQEqglruBrnzY1esEjXhvgcI1SYEzd/CBxi57/wO
			Dq7+FAUEToZ1K34x1U8dGIAEO4eOEgC1lwjoxgC2CmwoA7SaBMIYwElDOEgcRAE4fG/tGthbgerb
			N9S+qpl4s/6Q0JaaF2a9AiLQac4xKQaoR8EAq9L9IYITxM0DaWaAdkZ3aMEIAGd7wFEAek8wFQnK
			dtiNk8ISXRFhr8BmBohsCOajBoBPAQOowFSHmIj9eadocFbGb03i2D9uctf+TioQLHbs/J5XEBKB
			QB4bitZe+LCj0PbWZ5IBIjNbu1BAZwAMqgJZgBSPkAPGB73isQ6Mc+K3JmqhAEk6CoBrHewRuevf
			aEAU3hOQDLCq9bywWNSbgRtOJgIi45o6cMBM0ughGTioD7C6xNkDtEMAkJNjOQHY1UAkokPaLH9b
			z8EEAHaqyHl4aKcBI+vfCkdBf4AOELBPwcAwoDERRMYIgDoOgM4+ABG7S1x0bLwmANEbRJ0K81yi
			mwRIKEDiGdBAA6QBzPIHkPCqARwI5CAdlctEABwYNhseGh8Pe1gNfBbf/E7kAgdDQHsA+HFAVwbI
			gkPj/UvZX3mAvvc4QnFIixggyAlWoZidDg6Jx7AANAUB7tDQtmMDQW/0Xs+cgmmwf2xi3+gBUPph
			QDMCrEQtz5FEKcDifrP+6XKYCxaDuO8h6ed9gRjRAU6dkIWBYGmwtyEhWoToHiEBCKRin1kIgCYX
			kGKAEbkAeMJ4AAYwak2owLhADphfOgDDAGVTHUjb8M/SAKCPlJ8dDGmHiAJQP9etYuMIsB2Bm/ii
			t6xdQKoBPwRBuFZ+SADkDgK6xYG5H6tjrgJXxQHgm18AIONtYklTEQAO1/3Y6z8UKzjrP7wX6NQE
			IK8aAN7mKhbvpCGwQh8I9RIfTS7A784dGiaY56NhAAOBvPaOiKeo3x0xzVrFZomJuiHzCwKYi0ki
			4hwIT8YATvhv/aFbK2yBAvsEgIJ3qnuEyMGx8laSUsCXProlWjQPFBnWNGIGyJX5NQLaRwG53UMy
			BztlfhdVMFnRcv7S/hIARbIQDLiABP+TRDbQ+4fuXkC4IiT3PTWngDmBgEYW8CNfsfmZ4Vb1oK4H
			IFZTv6EBUNutRgNNIhKe3z0/T8w0JQWBWcv86jcN+wv7r+pzj1iIKT1h/y9nhJHEDl7gl64ICJWQ
			4wCVOG0CiNcoTMyOliTQEgIa/PQJBcKeFAPE5vYO7QJKbf88mAjI0/b3uqeIJMlK0EQPDNXwnD83
			P73menOYM0CpT4F7JATMjx137oi+oP0jCUIsB4/5XgSeDgo2iur3eooDLAg0219LgLwtA0Tndo8C
			ACEXUDW2igz0MSHaO65cpZ3j7Ar4Yfl+ZX5m/6yP2cReueUZYACkzwIqDOCAeE/Y3yYNPxtkpZNS
			jSL0jfapEAxCYDYBADUpWzBA3pAIiFcEjUsD1C0SAXmwdQaUR71ZiABgeuP7LfNzAJi5sSRMQdjN
			4QS9fVwEeC8cOkciP3DC/hIBfeMFmtSg4b/ZWSgByvD3DsxpGYsItH1AKAoIbQd5u9ReEz0xTWHW
			WN28PPOvmlvVkx4AdAgzbgB2hcNelT+JRPFREoBcYG8Oei5AsYBXlyVm5GLtBTQCGiCgHoHc/AyL
			3mBR0JASoCETGGeAPLz+w/wv7U9FwFzPWRazrvA35pf2pwQwrzSg+N9L7zAI1hTgaoCw/VvUjuGQ
			EkTqfJhHAaqBvOhVgYusL2IBebMxCPiZz5QHiK3/IfJATangaCYocDwsODvO0cdAHannAq9VrvWF
			A+AaoKxMU8BQRzBs94MJbeO4dgcNxSOVgn58YCWDDQOXVr8SfquZ0AGrZkNqcDZofpX4KkjD8m+h
			AkcPAHczIE8qAOdNyTSp9I2zq2a9C659Zn9q/Ll+n9mfEUBRgudb5rb/Vy4bHvCOrX+g5LzVLrWk
			fUTMOhzknRHXQqzU3YPpZyHudQ4KgVlH+YYT38G9rxgDJKOAeuSbQXUyCsw9+ztdfPhT6Wc9+VBW
			JczPVv+qPl3/wv6KANRwuByGIXKUh7Y/xm5NP/aywakTAoE8EPbLwrDrAYT/101rDQLmYiQw62W+
			+L1nWUoCkJAanAgAgnmAPLX+/UZO1FB96QTkQ+EfzPZQ+FHinOvx5W/sX5aQ/kszJFptA6jeb8Q5
			1N2wF+zkfZT1sXNASJGA1ysOEoBNdwVFwJziAI33FQ4PAOcv13+PxzyyJ6YTCngVkeN1AbldFdSU
			CUzHpUSvin5vVfyS5mfW58t/XthfR4F5xWc28/+8UPGf6OaKYCPQAHNHAz7j81U/QbePhJUWlvOD
			QN9wOUEK9C3mhKfuVmnBVQ4EfPPzvLfIe4bGEcDdtXzSLiBwOMhmgIa8VKWeyZzmxbD1+4z7KQTo
			8mfW5/6flFWkKZyAAPuw+r8Dm3Y8I+ZuEGN/cxgT4ATY2yhzf5Qsm2E6DxFgnN4KIwds63P79zEc
			jmNRgFsGEmkTNW4XENQAdu+60FWxR0ItShHQ8xHAbU+/9lcx4/eo9ecwW/8FX//Q/pWcDQASQHym
			g+7vLJv8hsV9mgVC699uKmcwBUVAKcQJRECpbpeHg67usfNeyvrU/HLjC3iUEAOYSpt82HKAgRmA
			eAhI258/k4KZiskA9kjmpOHlD30m/ETk1+f21+u/LOnD0C4gBzPClQuQDAAnQkgtAFN7OH4wyDax
			3SuCQDAhf4CQjP5rd5h0yX3ePMt9KAQEop9Vyvws4s3meNvigo1HI+FJfYFgcKitgOFqAnOPAcLn
			VCQF0BujS3o+68tnMrdKrvue0P2S+pnvZ/YX5mf2LzkG5DKTQ/u4BpBhG5Z9YOGoj1AMH20aYh0M
			UD1iiMERNrKC4w3Z82O4BLCHF0QQsGoWYkB7fmp+uvipz8Ny4zPWmc2bzBavB5hkVbBbohaY61Ir
			BBDKAHiuL5Y7wwAL+JjuW9WfE9yfrcZG/ZUVNT54A5ABsCIALBr/+9OfnPM9NuPb8yTcTmEWBHRv
			cYLcafIFESkA+rZKj/K46pnPLN0j4h6d9BLW5/GOWv4EjEezRYC7JTxRBshbM0BopnVdGw5g0qgv
			guQek3w85J9joKC/uxoL9i+0/VUmQgiASmjAwhaAcOpTZnsCeNjPqfyzqr8dZ4/BqBliWszLMWII
			zpIWmalKBChAreSluF8KgD4gAXAJ3ZdJ6xfM/B4B5AHpnzwaOB4AhDsE5A0awEollVwIMtPyHAn9
			mBM+n31w87Pf5JH/PJkvCrj8JQAEA/CZXSAExGYUtDsiFHsdIFTOALgAZP0tq4s4bBzqTBAxg2RL
			vlNVBnuYUy9AvZ6Iffqu+bnuk9YnmBtfb3pUPgX4JSH55BggFAV6DGDOKYdKkykCioKTABPHmNu7
			L1Y+l34ZkH58+UPzcwDQNca3XFQKgMjlbyZ9w1+qIbFWLgc2hcL2mVAzTUDPjrJ9iv4rcooQpACS
			+xTAx9kWMiHghL89xf2a+bn1ebFFFSYAy/U6FTcD2789ANpoABeNbjq5ZOExF4I0GuQPhbuCPr+y
			uXkR+eOCIoCavyqtuXcliK9KYH+i1r6wUkatlskZcEYJILcPDNYZP7DoYSgJfnAnC8pJgjYFlCZI
			DSGACgGWA1XKV250StkHeCQ2C8WxfqP9xw8AOxMA3lLiPZSlDgXYI5EsoD6U9GOLvyip+rcohHkQ
			enFGhAJArng+F54G0ewLQllIC4Zahuum8WawIBwbh8MDxbFKCCoEFAzZpc8AGgEc8XM8HJgTuU6Z
			88FKRkZHoQRPhoNadOkE6vECIA8cDvVKf1041kkEzDM3QB+KtL5k/4L+IVv+pUcfhgBKxwFw5UeN
			nrGlz38iSQC6AbsLlBkFhsR3Ic4sSVtXBoaLglBAIIC9udyHQFUVQghIr0dN3+sz62dC+PE4sgoP
			Qajd+os8VpA8MAEMCgDr0I+jAUjiTRgEcGkkXvTJzHNOwMr8eSm3IK1/yQig0iGAFQEIkyvj81+7
			0+JtDiBYf+idJN/6mfne9neDKkAodwZMlrEM0EAp3MC8UAL81ceZtD4X/cQnjgADQNbNnWdejhsA
			wf78eSgTCERgCACAAzgPZNzyQvkT5fwrZvxyoTQQkKmgUgjAwnYAZtWjDNKAkQbYbgbFM77izLEI
			691xgcjSFEiBIFOhBgbjJHUyoMxLbv0qxAEcASwinMMs4ZfR+5WyryQx6ycPYuQpBhhjl7Dw+g8G
			pXUEAYUNAQylHwv9qrqS5l8A/6xk658/aZZOAikg4fcxM70yv8ACwhYFwGZwcv2Kd0JMzId0FIEB
			qfBvJ6Dg+ACHAvI8KAQkBwgMCMjLkI+UefqyGCCiugKJwHG3iYvvBURVoP4FtXAB3IBY/dT5C/XH
			Qz9pfPYDwA1b/6URgATLK+PrM+Mf6kduNoSdGbDG/uILo5uC1ynooWLgxZ0J9C2ZSTUIKWhigUJD
			oAzHgwABPOVTyJ3k5oskerJY1agTZYAgB+TEdgF5sNdIpRBACZ9BgMxzLHDtzyO/0i1IFwRAnyvf
			J+f8Xwj7IwEAsfTZV2ol/omREALYHhauyj34+qX/4cLi4sIiD9PkfpIxvfwGDF2ZpAEBBWSGzEMX
			oHUAqYJ2ZGSvYE+08887EUCsBGsICdAWAI0N42E5AEdA5b2N3Mi5khd5FOJxcOEnnT80P1MAJVCA
			UgAUIgLQDMDtza2PjP0znwOwmQAo6XtxYT29FgsixYTcULIWvfqO/JcKAop7bA7g8CyFEgiQQF7w
			DJZ4kbJos/jL5FHMEaSBuvcKjrgApzpB3nwZbjgEEAC+8MQPWP1AAwoFKAJAaH+k7S+MBClALWFt
			fjk5VM2CpN9pcePGdRvXLzIEKEIR9kXK+hABmaIClGkKsENBAYGCuaqAmKtyLn74BneRV3mryy2B
			j1XhlgM3i+0MgGhBkO5aZ6qj7FSe4wXkYoDmj9ufC0Bh/gKuf07/EgIeAqStoAyQ65+FAEW5ft26
			DevWcQpQlzY+RgBU4Ftz94IyrJ0AYADNAkIGVL6V6W2XsL4xfVXqDEyT/YcggHYzg5rtT1xFGuAA
			O6gvy6LQDMDMXzn2r5QGENUAag9QQECtQEX2QUPp2BDbw+CF3Yr1GzcccuSRx6xdXyg2EUllqSTV
			6ve/d6YoQHoBYrLCUggUfGuopZ0HJgAgAcg4GSCEgJBXsg4rywoplwOADqgkApjHZOZ3V/+C6lLC
			BQAlAEEZUv8LCChbuQbSShDBnBCxPMDixg2vOvzQVx1wzHouA5GiFMkpIeOr78z1BeAAPla2MBAQ
			krXKq2pI86cIIJ8UAzgAIImDAWBDsFQ1cmEdwOP6UkT3pdj08+k/NwEge6YE5oDk+keB9Q8QkNm7
			AlACFovrjjzqwAOPetW6jYsFBj6A/2PwPXvB740R1AHGCwAlkFf5MBAgrRXAMEFAEwDyGABIEAJW
			iVLSCwjbV9r8jvpX/7cASsWJVTxbE//juPGNcIc+AGGQAS7Wbzj8wFe/+sBDD9i4vgBJBSyWODB/
			T3xxkGA4QAkBEwwwBPDMsJUXjEV9NezrUXkxQEMvHrHe6vEBIO84PFTCUm2QV/amvgMBbl/7KCoI
			/qT9c1YEIB6sLgGVtkJZEgL8rygIyEhAMgANAY48+NWHvfTVBx9yzHrAANji/p79ATAgMwNWLIC5
			QIV7A3mVpoDa+VkFBKBX/5542Hk+TgAE7R8KTC2BqHUJM2AYA479JQ9o8lfhv7a/KgM1G4AJTw3C
			NkMCMnRnAFhY96pXHPbCF7z0wFetAwwgoz9ofs4A6gUwgBQHACEAggGKAJHotVMCLE3Awp2cK9va
			lLu6mjG6/v1jSUPkASMAKBIAaBwdqP6I7dtVJQ+GxFKvu12qFpjwLQAp/rUHQNiK/uN6TVg/k6kg
			LIs6mQc46qUvPProF7z6qA0bi0KmglQ+Ea5+92UpAZAWdipFJQnIMwMCBKXEAIN4rnY7+W2WgQAw
			uP6R16NOCq6RAqANA+QkkZ6EHMDEsGT7umwUHGDPQMp/+oN0rLzI1uL/BvsLEhBbOSIxbCTgxiMP
			POzo177mRS896kitAu2gwja/+LAhoKMBJQTkDpPRgjTUYV+sjSHxJKTwDQKgihIACjzv0gs4JwGA
			vLlNWMnXQCHEsBL9XZY/WzWMSJX9gf8PRoBpNShz+MJQNAZ41Ste+Nrf/u2jX3DgqzbKVFAGGKBn
			2Z99yE9HDnp+AFtSgBWL6+2hysIA9wTyi7N9nEcEAHJQIKrwBq8GGggA8TyA1yW45EtAbI/wVH5c
			EYbkoTC/zv8Xxv6S/x3798Ihm2QKlb0TIUC1sO7Q/Y/+zd/5nf/+wle8ah1kgMjityHQszkAgYDQ
			IQHuBipV0q7UAF/1damFsG1+0wIhT5nfMABZAgZobBULImIFAb4IOPSrJuvzJcO21kri6T9lKY//
			Q2rd0oOykoOdN1i/7qiXHv07r3/db7/o1YeuWy9qtszqDxi/Z35h0YBJCil0CRIAaaGC3UclHLUg
			AmHz0vX8InUkuw34EzGDswry4YKAQRmgaWxUru5fVHGzzVB5hyIijmFAZoYqWVNfqtRP4VYAYM/+
			brzmgwAr+1MPsH7DwYe95nW/93u/dfT+R21YXygKyIwDEPa3Pi0M6P/AbDtjqAQLUC9IHwDbCJDZ
			QWbl0k0NqJxBKv+DfRD41SD1iKeGOeYPlwOErgJgoMiVJ7BoUIGgMmwoCir4CcCCn62S8g8Xtv4P
			mN/T6j03d6MPX1WLaw446AWvff3v/u7rfuUwGgYsitptSQEJ8+tfhdJCsFTM2iQsTZlApROEMjKo
			dNcDQXpC/lUkNA3BbVClsgAgzqxHPjYuAoB2I0MKw4OcBjQNGk0siFAvCPFY2NYfV5By86+w8/84
			JP8jARs0lXIAVbW4/oADX/DfX//7v/+61/zGwQdsXODVKdiyP2R/eBkE9Jykk10lANdAwVPZFWAA
			kPKRQBBPhuQigHbn4QnTo0AcaLuAevSTQ2MU0G5kCEiMsBXNkiNVHtgprSpTRSFkQ6nzqjD/ByN1
			3/qWdbSNtKlEORarO1pYTxngN3/vv/3+61572EEUAIuloAD1rayPMAScgMDVAvb2gICAULaVEoTm
			jgUDiOC/Cj5cpBvi2b3KFWdMDgCJvQDzVrFnfy2HWMGMXgCV0UWgcqqytJ9Y/zD8C6u/kFZ34nZR
			iE/fxIIAwO/+t99//WsPO5ACYGFR9C5A8BtFLz8aUHkhWTBIsHVsQJGgdAVVVXoMUMrAvwoH/5Fh
			dfauy5gAUNfxw6okhgBi3CAutSkLjvCS91OR6K/MeqDcwKPGQpG/Kv911H8Wc/+9SMimTSUIoKD2
			pwA4mDMABcBBR3IAcCfAv1+D+V030MtCLKCqxcwSEKI25w3vqhIyAHsgpcockkj6NzSvpiROGrDu
			qgG7A4CkWsVqd2XMLz5NLi8HJ+lyDQFR8s9sX5oQki8fmP2JuH8nXsv8T4kASQCLAgCH/ebrqQt4
			DQPAGuoDZA+rrNH6vhCwSQZBEhBf1MFfkrNbLHTcXopSwbIsFUMEra/dP/aaFJY2A9Td5sYOwwBx
			CYBh9wawCIwmFuV9uToTo/osiuYfmvyxIn+d/YkRgB2vhxCgKICdPWAEsLB+w1G/8drX/z6LApgI
			ZBTAT/C1Y4CIFpSbD7BYyEkLFTo3xjY42I+FsH6ll7+Cvpf+AQ3LrQ5lQ0mAljWBLcvUDVuBBaDO
			8RcgKjAdfytw87kmCvkICjf5G879O/aPA4DFgFQCcgCsO/Slr/md3/293zr6pUcdwBhgoeS9HFiP
			33aXrTfdaBOBtBCoFhI1g3zNszhHW1+1PSli3I+DkaDcb5woAGCZep4wvwEBtoMCKQhzUjovbflC
			Gd9a/o3yP+s1A2C+LKpFAYDD9z/6t173ut9+0f6HCgZYKGQc0BsAAbYSkHJQRS8gK1RoSVjwRKdq
			MQtwX/jJP/VE/Yl13KEOOjd6KAZIaUBjOgIEMeZyEDBiCWBgHkChKMNb/lH6d9g/LAd7sgfrIpeA
			C+vXHvHqF/7mb/3Wa1/4isPXrV+zMAAFeG6g524RwdND2HIEhKhOF6VFeoXtSbEZUWAgAPqTEbuQ
			oLv5UwDIGxggulltrA9/oskLhMbqUYBqPwcFVqFWWv4Do7g/k3YSMcACv9avPeTAF7zmN1979GGs
			IkQCQFBArzcQAiwpAIWAKRjS9i8cYWBkkiOmENENalXTYyvfzpIAldOQbQwMULdOBCHdvdvk7mBf
			LeyJHOPxMQHHPr3Vj2Or39qtSdiKa8BCeYCFjUce9NIXHX30C/c/6JC1DADCB8x3A0A8GkABEigw
			BIHGATB+oeNn7IipgA8oCXGzgANQwKBHw/IIA+iWylj07+OlNsStmCEe5s0vMYE7/0iKPxTz/06q
			Pm4pBoACL4r1v7CwdsOhrz7shS/8jVcceuTa9ew3WCSIC/qf9QaHQM+vGkXeQXKHAG3bwwyKbX4c
			kgC8O9kwBDAMA4TTAAj23dBdlwj0hnD9Y9fxYXVkX2npLOb+7eRPk9m4TVQWiH5QFXjg/ocd9uqD
			XrVBMQCrC5nPst5QCOiFy4V0VFT4SVLj/mD+BOl1j+2gCniAyukoNVIAFHmDCgzGAIIERIkdAcW2
			shgvBAK47s25f6LMnwj+W4bsRgTOV4ViACoCjnoFKws/ZB1lAIYAngrAXRkgIQVjLGD5QGzWPiaa
			/cHsCoAAKyHsScCRM0De6XiwPcJV9Vc11geOwPqwskambh+FivTjuf9W9mejWBaV/akPOOLggw46
			6lUHUA24fkEBoGidCYpKQSs1DI8QgVcBDhNh9xlAiyMLD9AFCAngtWUdHQAIrN5qRwGgB6cuk0IY
			lkx5WgBr9DvGl61fUDa8+dWugAkCGAI2rjvy8EMPPfzIDWs3ruEagMlAEQZ0pIAAAuAWNPIDAiLN
			jwtz8x7jm173RkQ7aUC3mHzELqBKi4BIFAAYALRbUssANugybABCRgTPaOHRmN+kAUQQsF5kAjYc
			ecgRR26gHmAN9wFcBMyLVFA2LAKCG0RWXsR4e/tlHo810MqVAD4B1N3rwdIuoOzuA7T9CWjLYNqq
			KEGEQvYHaz9W9RXa+esIgFISwBpGARsOYPZfu2b9ekkBBRlEBAQSAj13h8iTg4GXMT4yYwuwGlSF
			7SBASADiHzQaHQCKvLFNWMT+3OXLhZ+ZRr7YwoCZ6IR1yy9ZnR0789XzQr/OAKgWjAhYu3bDOmp/
			SQA8ECTzA/kAv2i45x4ntirGPMtjDBqX2j1MZXtz7Mwrk1kA7+jZ6DKBVASkGSChAkTDNVArKbLj
			+hQNgplipDq+gqbP2ehWv8MA2gXQdU8hsHY9s/968ZssE8CGfg7sA6ykkBMOZHCLSHUfRtEAAB42
			SURBVPebhdlSJF2gaGZidbl2tlQImFHnnDEdIQCKsokBovYnpnuz6r6mu/bJZ6CXPjINWoD0Q82J
			v272l5lg5QKYCFizfu3GtdL+9CuFRiFG2w3wv3g1KIEzav4RErgK5EOQzaqw3ddWJ4IsD0ACvUbq
			8buAeDIYORQgiF8fzgKyQMX6sl2LOrgnTvElq34GAECmE4FEZoK57Kempx/C/jIOrEQucBCYZaGc
			kLNNDE+UaxiooQTqoZjpBFh3tlQuwE4CkNBB41ECgNSDpYIQ7OGPkO6wB2Y5YEX6kvCA/QMnfnqN
			pbrNUaCoB6rUVgDHALf+GgWIBVEWRLQIGBIBbnsJ5KhBM+QQY5A6Bw2txB9beQA7C2QdCqtHDYDm
			bHAe4ACLADLZx0n2XeK/o2ND051f+Qk/6w9L/Ac0viUBJAOoSFCaX6x/tSE4310GZhE30PMai2AY
			6mAz70iHieoQs3xCsruhuxEoNtLzaugocIB28alMgPYBoOeyaq2mey5nqum6zhCokT9ux49eqOR7
			cACwerDKpAINDNS1WIqaADxAKiDAAb3Q4ZTMgQD8qaJMbMYX6N6WVgiQExJMAk2eASIyQDffx3JZ
			g2arCOv6aXPLKNDxxTrsM4T5dSKYMUC9uACv9eDn9E/KoupSGtoKAn5ECPKjSJsedrRExjUgM6sQ
			ICD3ssCD2n8wBogHAiYTqNIAdudNPczDTPnTdw0zPz33gO6wAFDlIPVC9GLQ4GOe1PmQgcSGfzgl
			0FYCpV728ENrXKlFACPxAMMBgARPsMEgwHRexZka6QGGe4Hm25786wXO+wzHACwIKJMAWFwQ4z2y
			wXRgDAGhksEMm0QJspuawxFIsrst3Acq9ZHAoXrEDgWAdCBgOIA3crPa+Us5CMdwqL9pdefpZdlI
			Vr8pCcV6KyCFgFL2ihgYAUEI2HuEYv6AeDqaC92JZ1gFAioGxC4BVPkkAVDb/iZeE6REgGJ6afbM
			NHRXGFBhAtLxH9R+o7E+zAJgdSYgAYBysSIyG5gNITnTJCAnD1hqyJ9MI+wvEuuuBwg1BZgkAFKH
			hL1MkKIA3cDZtG6T1G+8RPh8/vAQyFRNeBMAFutCHBIcggKiJABCAS0FEYaaGIMoGalQmThBQOk1
			5B3C/gNMD09mA0EuUGs70VJP9VvX3sA08cys/F+va7lnOxcgj4U1AID7gHmCZWlgNtT/6R1QBBWj
			vC25QYHMlPnjqvwckDxTRUZDAINMD08mg+wNYRkFAieAMzWFASQK3AhwJNIPHhRSUWDVpAEWeBdz
			IwOHVB6RSgE90wiBkYdY5s2suZeGAbwscBWaNDR5AERFoIEyWPtQBfBGv9pFINCgqUu1b4PxQWbW
			nAtMhgFspBFPBw/jA+IIABygRpIhKw2ENTMCAsB+b8A6OGhqfADIk71iwgyghi9p+4OJLtYkHssB
			jCbwd2OAzJwMT7uAmu0IzrfzAVmz+ox0mEN6wl3mzaqzPYDrACLD4ge1fxcN0LZhoCMCZNt+MNkD
			ZyA01PN4gsX+2aDWdw6Ki0MBRVUuNmqAUncKaHgH2SA0IBGAwGw7pHuZZhhbc27cQdWmK1BkMNHk
			AMA0YTIZ6O0HQwbAmTXmEzR9c856Z8Myb3cGWChKOe65sfoga4FEnwNgThh2ss0Ck2p9Ceh3BYLR
			wPgBYBKOMRlo7weZ8WvQA6hpDmqf2EkBDc//gZWH24nAxYWKz7JqkQpqGaBkPbt5kdXGWI+hCucC
			5Xizxs6QE2EASAI1REBiP8jsBnn2N3IQ5ID9Zg8jQUCmGaAFALgKLFqowKwlCdhlo9oHgEl0+gcd
			AyBwmgRpBijCAnAJAGBTQDgQJIbStJ0dCGjXgAMEMDQAAt1B2jAACwTn9fmArInbO8UjPbehkBlR
			pQSgzI3KNFDAASQIYOwAMNFgigLcXKAavxqCAM68Du3D2t9nXcgAZbMLMAwQfDde/8huCameO9zM
			KAHs5oVVJYCzCVCOkAA6A6AGxefR4kC3KCTTpzxsCMDfsbu9DI8ApzeE6A7h1QMEwkDDACH7h9uH
			dtmU6nlTjZQehBuD0ANgJwmYV0sMAHUALa0DHQawBjyiwOegDJAlOcDkgZrDAJkHqKQI7GfxPqED
			bVNkjgsACDDbIdhUSgV2gYKz5icLANiDIOwDkLMljEwqWLduD5l/IAaIWwB4APpiT7bASRFgJECB
			LQ2QNYSZHSnAm2wmQeDtBLo5gDxRBzBBAIAjqOl0INwO8Bu8B6zfWQJmgS/BUn0jAspyYbEJAFic
			Ee0HooBscAy4mQDLB+icMCiSccsA2C5AmccVIKknBADAAeHKEFAXBnf7vWmcKCQBuiAgC+ZbQMOo
			DPCu2A6M+wBl/4ozQB+PiwB67irATiSgGMBNAotCwNTI8UkBoPYBQNKVYTLgs0u+kW/+Ti4ga/cJ
			EJBKBi+qslDtAbJ2DNC1r2BwkoXaE+ASAKnCcMcBcOOTfMldAGgdYTFAHtsP4DcWPu/n/FYXBmhj
			fysBl6QAaf+iLlTf8H7mL/MsRjtt33FwkokyfwaCQFMIYgsAkppIPDkGqD0EBNPBvKrZFH1kERAM
			xABhW8RUuvIBeJH3Co+u/4WikrOp3VZEjrC0+5IO6AHMBEoz2A5OucZuJWgiAhjQ/iMDgJ0NcPsE
			NE35HIABsvBaj1CAowJqaXMLAOwqFyrlArD7riLuv3U2wJ8zYubayb1hfUYC67YA9mHQUa//EQAg
			GghoHahSnOLY12gYIItDIAv+TFMAjAQWLePzi95SKXoVWceUe1mAaSwktlUAIQYQcTKyCkGcXeAy
			nQMe2P4dAVAmEJAHGMBwQKbK/vBIGCCLsT30sz1YVyoRwAfGUARUgPgdAOSiS5vIyLMrs9LCwTeY
			DRAE2tPonSjQrwSv8mQEMCEAlAkKiJwQwroCukECdOn9FmEA9wHD6hJZGUwKMTMGGr4WR8bpq17I
			BQJEWZu+3N4UAx4YCQ6006lgcyzQzCKGhcBjUADdAVAmGSBPdItCVuVHigGy9gkAWHbbS35HODNG
			JgSlEhCnxaj11zAErOEz+3SvGyRxYG0NDdo9IIkAeFKG2E1BSrUJVC01AOoQAPJ0caB99CcFgZ5u
			0JW1dgDBunvpupHtViQCOAcUJYMAyAtz+9dr1vC9LqfpnSKBaK1S1iUN6B8Z19uBSHXPQG4heKIS
			fKIAKDwZkDgkgJzyUHFIqJkBmhFgR2MO9SPRjgQqTkAQQggSDgGqBMpFsP45BJT9EWh5BREwWMFK
			eMyUHQeaCBDbp4HHSQDDRgECAaE9IfD4QD4Yp2RgLzT+o30zjkyFGZ5+cwZHSQRUHASiQkCbv1br
			X90AIIEs6w11ZDQ42lj1zjBHATBy5myUYjRIJAQgA3WHGwsAbD+AiF0hjk0HENxAAC0AEJrlrGrt
			5fOUVkM+AuZ5r3aW9GUI0ASQr5FTe+GoTgCBzMoHDEgAgYm2OgwwZQBuEUCTApwwAMqYD8gjZ0TA
			oQd3RyjdAr5DHwZTYg/MDyCgJBhPs1AhwGmAQaBeqA395+FZbRoBCa+ftcsC9YIMABUALAMEDmAs
			9h+eAeIqAMHmwbo0BEWG/1inApvLsQMMgDSPMmsZ3w0CedC4c54362UhYb3A1v6aGug/4szpkzgG
			jUOyERGAuxHobwKouRDxUtAhzD8iF5AnKkNUnyNTHIZT2aBeq2r8IAWYegog4LGnBcwMWT5Hmj89
			ufqj5ic6GOwNAIAslge2DompLLC3Cez3Axuh/UfFAE2HBJBzTCjSCbZFN8jMzQBpJShrKhBoRGtp
			eK9lH2FaQJY4y4SGo18sBGAIgG4eQDugXtgDZO4mkJMDZhKwXl4AKN1j49FDAk5GMEOpfaFmHxDL
			AYrWG1h113UggB0IYDlInID+OiR3BjU7LoA3MB/A/A4B9IJZICkBvMk6igDKMRHA4AxQOm0DIh2E
			vYygLoQN9IPtZc1toUI78aryG4lOi/5LCkPsAgA81zj56w+MQt3DmlODJg0c0AAwBYCCCrChDGg4
			+49KAyRlgFo/xOwLxsfAtgBAcA+QP0zVVcWjAKIVop7qiNVRWzG7NriXYU1sxUEAtLZ/NAmQ6dJZ
			eRQMex1B+dusxmH/kQCgatMzxIwQAIcFUUQDJhAQ3wfM1GkK+bLCEOkJTP9yDA/beE2O3CBQDHbQ
			VWKx6oPmGKAXIACTAnIHrQamA4/Y/kMDoMV5cXhWDFs1gniAdJAtAkFYphsrWPZ3IKBmGSF/bBX0
			/s7qlwPOkA+ARvN7EUAvEgKAaRJOIXg+4tOA43IBlvkDCUF4VMS0hUF+YXgcAVm8IlONbkfItX8A
			BXKzBQVjVoMDs/pzXiVinxjuaP/glpXdH8LvBpGPnQBGUBHUummI0QGwMUDjRNAsFQT0HABgoACI
			7wjMF7ja4Zxm2/Dit9luQVlimQjKuh0PCBwHMVI0VAlugJlrjVItVwBU8FiCCKjDjaOgIMfAC3iV
			or1Qf+Cs8WimSvMTWwVC+HmxgX7SyGUAIABIXq5hbeVL7QG6AyC1CwA3AZE7FiJPtgQcif2HZYDK
			ezPpcXJu6xhfCfZCMiBZlmsQoOaxIGhzY82Qc0duxsea0JvnC+v3YVNFFgrtAbIO9k8EAPY2gD4K
			5iYBG/YB6mXkAtRvKQ2QRzBgzj4iowVRMBCIF+b7J3bkPg+YU46cPZ2grZ31bw1lqBfWr127bh2b
			K1cC+2etDwnDOqBQIYDdDcadC5CTCRDA0CKw8t9MOh1gnReK5ATiTiDCABms+uSv0kxozSPRvSUR
			HePn9cKatWys3AEHbFi7ds0ijwHCb6shbRksA/PXv9cOUB0FGTMBDB8FVN6bSQ8Tgd2DrC6CrWRA
			hHC1j+WzqIu6LBdK3fqRTUAsc5LY6LGOYFPaX8OMf+QRhx9++BGHbFi3cQ3rII0czxQ6kRCNAINJ
			IAyLQPQMPR8A0YvUywEAtd+hStk+D0ZZUAjEGoXqB+1TfpZEAOJHgBfX02vtxrXy2riGT4ZZyEVm
			NXox23PjH3DI4a886KBfP+jgQw85gPJ/QTB0AFkv/LY6lIHBA2H6ICBy+wFqBohwQL08AOCPq0qf
			GLXjQaS6hbULBbIwBozOZtu85eICNf66DRuOPPIQeh155AEbNvABkQIGuQKCer4MwjUvC1u79oAD
			jjj04Je94uX77//yVxz0ykM2rF2/UHLKCmcpo0cDk1vAunJRl4EQGJs6ABgj/48GAP6sCu0E8igC
			gBoMpARi40Ky+Nkcs9fPWkJT9bbhgEOOOPSVBx900EEHH3wo5XIKg3Vr99m4Rs8JhfXAbIbkAXzh
			//rL99/vBS94wX77v/xl1P77rFkgYhMgJk6zXtIDRAUA0kdB5YxAKV+RCwASEQH18gGAN68sPFg2
			PFgQYVAo4u4KxR932AX0FAKoB3gKt+fLXvzil9PrFZTPX3n44YcccgCDAb32oS/2wa4NVOwdcsSv
			sYX/kuc970UvetG+++73khe/7NcOecraNdRvxNd/CgHJCBBsAYBeICikAUmsEnQ5AaCKUEDsvJCD
			ADsv5AcCbTgAIICuqIpp+Kcc8quHvvI5L375c1+y3377HfaS/QUKKBkcwdwCdQ9H8q9HHHH4K+nC
			fzFd+M/75Rc9/1ee//x9n7ffy3/pZb/21Kc8aZ+FOuelbJmdz22RB0jyv9UQVq1/5HUEAyAgY7L/
			aABQVwEA5CQyU8jOCcBN4kQ0kH7o9uEg+j3LhX0oBfzqrz79Zc951v7P/cXn0YvS+kteSlHwigN/
			/aCXHXQwdQz0OuhlL/v1X3/xy1/ykv323fdFz6fW/5Xn77vvc59Ll/+vPvWpT9pnzRqWU8jSDiCx
			aRnlf7sdrDcVShdW+DRARmv/EQEgDzqBsCOwOIAgZ2xAcFhsFmeA0G4LSwbUa/Z58lOf+mtPe84z
			nvOsZz33ufs9m2OAoeAF++33kpe89CX7v2T//eknNf1+z3vevvv+8vP59cv/5dnPfdaLn/P0X/25
			pz71yU/eZ00etH/W1gHE439wDlhmgGBy2rc/0bYnI7X/iAAQUQHBFoJeRKgiAtM42q8OaYSAi4B8
			YZ8nPeWpP/e0pz396b/wzF9iGHjufvs9+wUUBfu+cN99X/jLzNHTD3b9srz+y77P/sWfZ9Z/2q9R
			81P7P4krQNf8WRsJkCQAfQ5M5f+cvQkXAfbpy9Haf1QA8JxAZLy06wYwTA67RQK9VDQQRYBsByQo
			gCOAYuC/PvOXJAqezSxOyZ5ebMU/n1meXr/4iz//88961i895+lPfxpb/U99ChUAXAHioP2zRgEQ
			3wEw5wB1AsAxPzhmM277jwwAXmRCwrGgtzkIx4xaoyO0DugF5weGq8N7fR0LLqzZ5ykUARQCHANP
			f/pznvNfKQqeSxWBIvznM+M/m9r+WfR65v9D/87Tfk5Y/8nM/8sNgKzj+o/2gtA9whXenc3JkArw
			rD9i+48MAHUQAJFwEPktJKzx4YETw/ZRfz81BAb09Q0CnkwhQDEgUMBw8Ixn/MIzn/Wsn//FZ7NV
			z23P1v0zf+EZ1PZPk9an3L8PXf16+dszbLMmBZhOATn7f9D6LgM4gcB47D86AMQQkHAD4W3iDLsD
			xC0tAE4CeM0h2PqXLEARVVIE7PMUBoGn/hz1BQoEz3jGM55JQfAsseyfKRY+Nz4XftT43Ppq+evv
			mkxOdjgFAut/HPfv7gQE7F/XyxYAlZuditvf3p81ShCeIY7sDwdM4STd1Rl8lhNeWENZ4ElPeYok
			gqc9TfqDZ8jr6Wrlc+tT4mfMv5Dncnxo35lhmiVaU7UQAHr/z5N/iAQ1gA+BehkDgFUE2W8wj+uA
			UFLAmjgfLxf3ZCG0P1uvOv9KIVAtMBrY58lPtjDAuYB9AOM/RRF/zrqEFVglIjzMNewDJzLAbvmH
			tQ2NPA1g6ipyJQbqZQ2AACSS6QB7h5jAkVkeC5iTtT3PIFAH9s1X2RKItQWkPMAwIHyBdTH/wIzP
			RZ8aHi4Xf4j/GyOARDMoeArYq14PaUBi8qkCDPXeBoCkF3BK9oQSwCgwStoKCq1D5BADWbAJj5oW
			yDDwJCEIGAyeqkzPFr4w/kIpjd/HTgV3hxxgUzc4O/uHouvfSgerH+u9DwA1iewKBGkAnB7CKHRu
			xByv6oVnDCsXAFhAQEBjgDkDfj2ZXk9irM+MX5uln/VxYEPSEx3xXale6Ax4Bg8AQPXfZH7zMSYL
			jRkAdVoGwII95xgxUsMGkyfIsigCMiAFdIdQ1gdiH3XxrmBlXVaEz4jhtNPPbN/fj8r/Dh4A2QXg
			uMPy1wtobAYaNwDqRDogAAH78ABu7C7byxIcACwxL5uEFmVdi36QrOMZLx+kQkEU/PRtePWDAUDS
			AwQbgqNMTAZCwYNLUftby3+M9hk7AOocJLYTUgDmBhFoMp5qK9bzjxLJVFDPxUAfSyIgojMM4WMh
			VFfgvs0s8CBXQxVIFjwE4J/+0SdAvfAfJWrUxrv4JwSAOo9rAAABJzdoAsLGDtNO7UCUBeh3msfO
			1VcrH3oVgKBkJXAWAYA3FwVnYBp4Uvz7EBi3dSYEgHgsENgjNBBowQLueVKTEdZOvA9twjVeH8c8
			ST/k+7PoFlTzTCBQ/BFyAE0YqB8HAKjTOjDUkcsqG1UsgNpAwNoVBEw+F+gjbGd6+hA4TRtAMQmQ
			OT0rbfvj5Wf/iQCgjrUPSSUFQOl4ptIC7ZuMWsvZ4KFnBQi2YAD+IpFwTvr/gPvHGRwL3Ur+T9L8
			EwJAnc4GuM0Z3Oyw8gMNvsD3A+4L/j1jcPjzYOwfaEoei//t5c/BG0j/tDP/ROw/IQDUMKpNakEU
			iQjajRzxUsOhV9/x8f2eV3ri7TQEpF+Wsj8yjUtxIP5rpQDrxxMA4mNmg5lB7wAB86AKA6iVG2jk
			gT6I9fuRzcbmqVSxAADrJtAm/Wf3n1kW5p8sAMLnhsNJAavXI7brRhOuwNYBvcROsu0PUjs+/lHA
			sAtwulZj+/Sfm/5bJvafGABqa3+TkA4Y4FtEICDAcQj0/Ok+WcobxNL97lHELNWaIJABNNOA5RwQ
			R/2jZWP/yQGgNlFAAwICGwRqi0CSahZXhBHhHqwmaEjzZtGxpA0bQAiWfiNQ/NOQ+10K+08QACAn
			3BYCoE8zsrICHAQ4LAiiyZqo5buMII3UgAOnopu/xvT/srL/JAEAU4JNCHD79pgOb8ARoFDPYTh7
			LtZLJFXbkVjzWbQ9DSQAq/cv9P4tg7/J2n+iAKjb2z/U20X0gVcIEIFWODAMJ2yyeMPpVvNne5FW
			4RYBIK/zhxv+LS/7TxYANelg/8AWgTpJqJ5yFvYDrYM4p7K3w19ruf4l+/snf5aL+ScNgJYpwWjR
			EHL6zQYH0PScSZ8tfHs79998CNhe//rk7/Ik/yUBQE062t/PEGI4ihR74yiDbeYaFnXW6m+ECMDZ
			/2F9r0zpB2xJ2mbxL4X9Jw6AujMF2HJAJQV4k7ksdIzATwk1GbmTt0jmf2H4Z+b/tfL/9RJdEwdA
			PYD9HQjopICKCAEHmK58vRQEWoMjdgIoi+V//NL/NhRQ108cANT5MBCwmk1mwZ7DPbvHTLOx28X/
			Wdj+4XNfMPpbTnm/ZQEABYHuF7JIwIweQEAI9JzjXJHW/lkv9SdB/RCyvpv/iUT/aNnaf2kAMAQC
			9AAn3VDA7TXplnQ0LPDoka94X+rQCdDBY/+6fnwAYK77xsDAELAaCmRuONhtVzfcjzIU+gX/YYD/
			7YN/y9z+S8QAggTIoG7A6jtvZ4Uaq7mzWHOh6KmPLDqu8P+2d227sYMwMC+L4ZH//9lqt1xsYwiQ
			c7omIVup6kXqqjMYYw+eysWvkdavfywBvLsaA7AtvY0KPPlWVy3fY92g3nOBock/cX8dkP0rgP+b
			BJinAL5PnGzpIXYHyhSgXhEq6dFzKCgu/2Tpj60MfVKL/1cJMEsBmgdg/xmQ7cfIcJmKvK+rOmAk
			+OnxL/mWroH/lwlwkQI2jtvNeQDI14Zbgo+BakABvmHF/5HOn98EuESBXA+IXpSkKFzoPRrXe8yr
			77D4kqe+TOHv/SbABQogwWjQ3bF6kOm51TeC/as288tIyf8iy18JAWYogPKAWBHi/jM9x7vTZK8x
			8Y1pP4Z0H34T4DoDuPFA0uLSIFBZ56LhBz/p1Qd+k+R/NPvfBPinMYBcIOMORB3Txo1U4n21kA9+
			D++pD3z3Vyv80E6ACzEgbQRGNCWu2g/V+rumZfQSvW6tQTP/B0W/mvDXQ4CLMSDrxH4pAPIEiTOP
			R3nLB/LZxthfnfm3EP6KCDBBARoDwiaQ7GeYKXWTASYrxqU1b/OHBTTzhXf+1Aq/1iDANANyUTAo
			xfjQcSPIQ2SLb2rshxQn1uQ0Uxr51Qe+Ovx1EcBP7gLEkfjDgHQsbOoEG/CjAjOgq35c9T965V8b
			/NoIMJ0IWNQeTkDFDrGtUkAWdwDCPXaa4gdg1U+a+Khp4sPaBPBT+HMvSpOkQmGoABQU4KVBw672
			wxtrAL7+qerHrlj6U06AKQ5wY3LIMQBdJSSNopqwM8AcCksWFRmAoE/C/3n5z/tNgP/FgKQWtoUF
			We4SklYRbhMbGvtDfsewZy8Lrhz2vSb8OgkwToHScgAlgyEMAHEk45NCAvxgz1/d0543Af48CJBU
			0KYR3QYbVbNZYSn0nyKffC6Z11ObAl75c6h9Z1M3BkhrIIvFiEetYXYA3Mqzhr0jNk/54norAHi/
			CfA3HAB8bcg1seR3CeE88tOwj/FvBQC/wnPofnsTFMjNgQYH8iBnyEtc2u6j0NPysI+3f1gVff0E
			GKEANiGzApa/Vp04Q0BqHouVBeSCfx7xJ2z9lRqwX+c5FniPw0UhIC1C4tRkU88Anew/Yt7K+ndC
			t7c97tMv9RxrvM3xTIAoBuNtfRDyg5zcWZo+iDk/SfvXh38ZAnRzQJgq5vLizy61jtg3YRdzG6fT
			uqLg487QXw7+lQhQkkDkBdAWoUuLP6jIM97kq9xPclHlIa56MsFwffhXIwCBvEKL0pSYgEyCevwa
			/ShvCkKtF9Y/9t2AAKexAeiZkOEvv1hQKDZ95WMeNgEoCaAcNtzzYuWenkZv+sN+E0AVCYBPnRde
			p4w4U3rd4R92NwIkDjBXWgnY1q/AE8C/KQEQBUA6xHNrIicW+Z4A/m0JECgAdC9wZSOv9p2F27ub
			AMJGUKR05CgH5W/AE6C/OQHeHPAfOAMdOPK4tFN8/wnQ358A+KEVXNbNASfW97x7wD/mWHqFT8eF
			iivBzVf7kyPAfjYBvpiPbgI8GPz2vvLQYdG3XtWf9LHrHKHhlPEDPyfaK26i45IAAAAASUVORK5C
			YII=
		</image>
	</surface>
	<surface name="tyonmage" size="480" prim="Triangle" parent="NULL">
		<coordinate>
			1.759005 1.151696 3.954265
			1.831255 1.046286 3.867396
			2.429595 1.250686 4.063996
			2.429595 1.250686 4.063996
			2.318385 1.391596 4.184605
			1.759005 1.151696 3.954265
			-2.492165 1.250686 4.063996
			-1.893825 1.046286 3.867396
			-1.821575 1.151696 3.954265
			-1.821575 1.151696 3.954265
			-2.380955 1.391596 4.184605
			-2.492165 1.250686 4.063996
			1.831255 1.046286 3.867396
			1.887085 1.037986 3.719386
			2.494095 1.242176 3.859636
			2.494095 1.242176 3.859636
			2.429595 1.250686 4.063996
			1.831255 1.046286 3.867396
			-2.556665 1.242176 3.859636
			-1.949655 1.037986 3.719386
			-1.893825 1.046286 3.867396
			-1.893825 1.046286 3.867396
			-2.492165 1.250686 4.063996
			-2.556665 1.242176 3.859636
			1.887085 1.037986 3.719386
			1.908465 1.131666 3.596936
			2.475815 1.369526 3.688075
			2.475815 1.369526 3.688075
			2.494095 1.242176 3.859636
			1.887085 1.037986 3.719386
			-2.538385 1.369526 3.688075
			-1.971035 1.131666 3.596936
			-1.949655 1.037986 3.719386
			-1.949655 1.037986 3.719386
			-2.556665 1.242176 3.859636
			-2.538385 1.369526 3.688075
			1.908465 1.131666 3.596936
			1.905445 1.272446 3.582345
			2.384425 1.561256 3.647725
			2.384425 1.561256 3.647725
			2.475815 1.369526 3.688075
			1.908465 1.131666 3.596936
			-2.446995 1.561256 3.647725
			-1.968015 1.272446 3.582345
			-1.971035 1.131666 3.596936
			-1.971035 1.131666 3.596936
			-2.538385 1.369526 3.688075
			-2.446995 1.561256 3.647725
			1.905445 1.272446 3.582345
			1.851995 1.377856 3.658646
			2.271685 1.706626 3.765346
			2.271685 1.706626 3.765346
			2.384425 1.561256 3.647725
			1.905445 1.272446 3.582345
			-2.334255 1.706626 3.765346
			-1.914565 1.377856 3.658646
			-1.968015 1.272446 3.582345
			-1.968015 1.272446 3.582345
			-2.446995 1.561256 3.647725
			-2.334255 1.706626 3.765346
			1.851995 1.377856 3.658646
			1.778255 1.386156 3.806656
			2.204705 1.717316 3.974215
			2.204705 1.717316 3.974215
			2.271685 1.706626 3.765346
			1.851995 1.377856 3.658646
			-2.267275 1.717316 3.974215
			-1.840825 1.386156 3.806656
			-1.914565 1.377856 3.658646
			-1.914565 1.377856 3.658646
			-2.334255 1.706626 3.765346
			-2.267275 1.717316 3.974215
			1.778255 1.386156 3.806656
			1.769315 1.292476 3.929106
			2.224505 1.585496 4.148766
			2.224505 1.585496 4.148766
			2.204705 1.717316 3.974215
			1.778255 1.386156 3.806656
			-2.287075 1.585496 4.148766
			-1.831885 1.292476 3.929106
			-1.840825 1.386156 3.806656
			-1.840825 1.386156 3.806656
			-2.267275 1.717316 3.974215
			-2.287075 1.585496 4.148766
			1.769315 1.292476 3.929106
			1.759005 1.151696 3.954265
			2.318385 1.391596 4.184605
			2.318385 1.391596 4.184605
			2.224505 1.585496 4.148766
			1.769315 1.292476 3.929106
			-2.380955 1.391596 4.184605
			-1.821575 1.151696 3.954265
			-1.831885 1.292476 3.929106
			-1.831885 1.292476 3.929106
			-2.287075 1.585496 4.148766
			-2.380955 1.391596 4.184605
			2.224505 1.585496 4.148766
			2.318385 1.391596 4.184605
			2.894655 1.714226 4.231255
			2.894655 1.714226 4.231255
			2.840345 1.826396 4.210536
			2.224505 1.585496 4.148766
			-2.957225 1.714226 4.231255
			-2.380955 1.391596 4.184605
			-2.287075 1.585496 4.148766
			-2.287075 1.585496 4.148766
			-2.902915 1.826396 4.210536
			-2.957225 1.714226 4.231255
			2.318385 1.391596 4.184605
			2.429595 1.250686 4.063996
			2.958965 1.632796 4.161435
			2.958965 1.632796 4.161435
			2.894655 1.714226 4.231255
			2.318385 1.391596 4.184605
			-3.021535 1.632796 4.161435
			-2.492165 1.250686 4.063996
			-2.380955 1.391596 4.184605
			-2.380955 1.391596 4.184605
			-2.957225 1.714226 4.231255
			-3.021535 1.632796 4.161435
			2.429595 1.250686 4.063996
			2.494095 1.242176 3.859636
			2.996205 1.627956 4.043296
			2.996205 1.627956 4.043296
			2.958965 1.632796 4.161435
			2.429595 1.250686 4.063996
			-3.058775 1.627956 4.043296
			-2.556665 1.242176 3.859636
			-2.492165 1.250686 4.063996
			-2.492165 1.250686 4.063996
			-3.021535 1.632796 4.161435
			-3.058775 1.627956 4.043296
			2.494095 1.242176 3.859636
			2.475815 1.369526 3.688075
			2.985625 1.701576 3.944216
			2.985625 1.701576 3.944216
			2.996205 1.627956 4.043296
			2.494095 1.242176 3.859636
			-3.048195 1.701576 3.944216
			-2.538385 1.369526 3.688075
			-2.556665 1.242176 3.859636
			-2.556665 1.242176 3.859636
			-3.058775 1.627956 4.043296
			-3.048195 1.701576 3.944216
			2.475815 1.369526 3.688075
			2.384425 1.561256 3.647725
			2.932845 1.812316 3.920886
			2.932845 1.812316 3.920886
			2.985625 1.701576 3.944216
			2.475815 1.369526 3.688075
			-2.995415 1.812316 3.920886
			-2.446995 1.561256 3.647725
			-2.538385 1.369526 3.688075
			-2.538385 1.369526 3.688075
			-3.048195 1.701576 3.944216
			-2.995415 1.812316 3.920886
			2.384425 1.561256 3.647725
			2.271685 1.706626 3.765346
			2.867695 1.896346 3.988786
			2.867695 1.896346 3.988786
			2.932845 1.812316 3.920886
			2.384425 1.561256 3.647725
			-2.930265 1.896346 3.988786
			-2.334255 1.706626 3.765346
			-2.446995 1.561256 3.647725
			-2.446995 1.561256 3.647725
			-2.995415 1.812316 3.920886
			-2.930265 1.896346 3.988786
			2.271685 1.706626 3.765346
			2.204705 1.717316 3.974215
			2.828925 1.902606 4.109536
			2.828925 1.902606 4.109536
			2.867695 1.896346 3.988786
			2.271685 1.706626 3.765346
			-2.891495 1.902606 4.109536
			-2.267275 1.717316 3.974215
			-2.334255 1.706626 3.765346
			-2.334255 1.706626 3.765346
			-2.930265 1.896346 3.988786
			-2.891495 1.902606 4.109536
			2.204705 1.717316 3.974215
			2.224505 1.585496 4.148766
			2.840345 1.826396 4.210536
			2.840345 1.826396 4.210536
			2.828925 1.902606 4.109536
			2.204705 1.717316 3.974215
			-2.902915 1.826396 4.210536
			-2.287075 1.585496 4.148766
			-2.267275 1.717316 3.974215
			-2.267275 1.717316 3.974215
			-2.891495 1.902606 4.109536
			-2.902915 1.826396 4.210536
			2.840345 1.826396 4.210536
			2.894655 1.714226 4.231255
			3.329265 1.962626 4.239126
			3.329265 1.962626 4.239126
			3.313895 1.994366 4.233266
			2.840345 1.826396 4.210536
			-3.391835 1.962626 4.239126
			-2.957225 1.714226 4.231255
			-2.902915 1.826396 4.210536
			-2.902915 1.826396 4.210536
			-3.376465 1.994366 4.233266
			-3.391835 1.962626 4.239126
			3.329265 1.962626 4.239126
			3.334345 1.977866 4.197186
			3.313895 1.994366 4.233266
			-3.376465 1.994366 4.233266
			-3.396915 1.977866 4.197186
			-3.391835 1.962626 4.239126
			2.894655 1.714226 4.231255
			2.958965 1.632796 4.161435
			3.347455 1.939606 4.219355
			3.347455 1.939606 4.219355
			3.329265 1.962626 4.239126
			2.894655 1.714226 4.231255
			-3.410025 1.939606 4.219355
			-3.021535 1.632796 4.161435
			-2.957225 1.714226 4.231255
			-2.957225 1.714226 4.231255
			-3.391835 1.962626 4.239126
			-3.410025 1.939606 4.219355
			3.347455 1.939606 4.219355
			3.334345 1.977866 4.197186
			3.329265 1.962626 4.239126
			-3.391835 1.962626 4.239126
			-3.396915 1.977866 4.197186
			-3.410025 1.939606 4.219355
			2.958965 1.632796 4.161435
			2.996205 1.627956 4.043296
			3.357966 1.938266 4.185946
			3.357966 1.938266 4.185946
			3.347455 1.939606 4.219355
			2.958965 1.632796 4.161435
			-3.420535 1.938266 4.185946
			-3.058775 1.627956 4.043296
			-3.021535 1.632796 4.161435
			-3.021535 1.632796 4.161435
			-3.410025 1.939606 4.219355
			-3.420535 1.938266 4.185946
			3.347455 1.939606 4.219355
			3.357966 1.938266 4.185946
			3.334345 1.977866 4.197186
			-3.396915 1.977866 4.197186
			-3.420535 1.938266 4.185946
			-3.410025 1.939606 4.219355
			2.996205 1.627956 4.043296
			2.985625 1.701576 3.944216
			3.354975 1.959076 4.157956
			3.354975 1.959076 4.157956
			3.357966 1.938266 4.185946
			2.996205 1.627956 4.043296
			-3.417545 1.959076 4.157956
			-3.048195 1.701576 3.944216
			-3.058775 1.627956 4.043296
			-3.058775 1.627956 4.043296
			-3.420535 1.938266 4.185946
			-3.417545 1.959076 4.157956
			3.357966 1.938266 4.185946
			3.354975 1.959076 4.157956
			3.334345 1.977866 4.197186
			-3.396915 1.977866 4.197186
			-3.417545 1.959076 4.157956
			-3.420535 1.938266 4.185946
			2.985625 1.701576 3.944216
			2.932845 1.812316 3.920886
			3.340065 1.990366 4.151366
			3.340065 1.990366 4.151366
			3.354975 1.959076 4.157956
			2.985625 1.701576 3.944216
			-3.402635 1.990366 4.151366
			-2.995415 1.812316 3.920886
			-3.048195 1.701576 3.944216
			-3.048195 1.701576 3.944216
			-3.417545 1.959076 4.157956
			-3.402635 1.990366 4.151366
			3.354975 1.959076 4.157956
			3.340065 1.990366 4.151366
			3.334345 1.977866 4.197186
			-3.396915 1.977866 4.197186
			-3.402635 1.990366 4.151366
			-3.417545 1.959076 4.157956
			2.932845 1.812316 3.920886
			2.867695 1.896346 3.988786
			3.321645 2.014116 4.170535
			3.321645 2.014116 4.170535
			3.340065 1.990366 4.151366
			2.932845 1.812316 3.920886
			-3.384215 2.014116 4.170535
			-2.930265 1.896346 3.988786
			-2.995415 1.812316 3.920886
			-2.995415 1.812316 3.920886
			-3.402635 1.990366 4.151366
			-3.384215 2.014116 4.170535
			3.340065 1.990366 4.151366
			3.321645 2.014116 4.170535
			3.334345 1.977866 4.197186
			-3.396915 1.977866 4.197186
			-3.384215 2.014116 4.170535
			-3.402635 1.990366 4.151366
			2.867695 1.896346 3.988786
			2.828925 1.902606 4.109536
			3.310665 2.015916 4.204676
			3.310665 2.015916 4.204676
			3.321645 2.014116 4.170535
			2.867695 1.896346 3.988786
			-3.373235 2.015916 4.204676
			-2.891495 1.902606 4.109536
			-2.930265 1.896346 3.988786
			-2.930265 1.896346 3.988786
			-3.384215 2.014116 4.170535
			-3.373235 2.015916 4.204676
			3.321645 2.014116 4.170535
			3.310665 2.015916 4.204676
			3.334345 1.977866 4.197186
			-3.396915 1.977866 4.197186
			-3.373235 2.015916 4.204676
			-3.384215 2.014116 4.170535
			2.828925 1.902606 4.109536
			2.840345 1.826396 4.210536
			3.313895 1.994366 4.233266
			3.313895 1.994366 4.233266
			3.310665 2.015916 4.204676
			2.828925 1.902606 4.109536
			-3.376465 1.994366 4.233266
			-2.902915 1.826396 4.210536
			-2.891495 1.902606 4.109536
			-2.891495 1.902606 4.109536
			-3.373235 2.015916 4.204676
			-3.376465 1.994366 4.233266
			3.310665 2.015916 4.204676
			3.313895 1.994366 4.233266
			3.334345 1.977866 4.197186
			-3.396915 1.977866 4.197186
			-3.376465 1.994366 4.233266
			-3.373235 2.015916 4.204676
			1.831255 1.046286 3.867396
			1.759005 1.151696 3.954265
			1.579845 1.095906 3.921926
			1.579845 1.095906 3.921926
			1.626935 0.990486 3.835056
			1.831255 1.046286 3.867396
			-1.642415 1.095906 3.921926
			-1.821575 1.151696 3.954265
			-1.893825 1.046286 3.867396
			-1.893825 1.046286 3.867396
			-1.689505 0.990486 3.835056
			-1.642415 1.095906 3.921926
			1.626935 0.990486 3.835056
			1.579845 1.095906 3.921926
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.642415 1.095906 3.921926
			-1.689505 0.990486 3.835056
			1.887085 1.037986 3.719386
			1.831255 1.046286 3.867396
			1.626935 0.990486 3.835056
			1.626935 0.990486 3.835056
			1.665325 0.982196 3.687045
			1.887085 1.037986 3.719386
			-1.689505 0.990486 3.835056
			-1.893825 1.046286 3.867396
			-1.949655 1.037986 3.719386
			-1.949655 1.037986 3.719386
			-1.727895 0.982196 3.687045
			-1.689505 0.990486 3.835056
			1.665325 0.982196 3.687045
			1.626935 0.990486 3.835056
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.689505 0.990486 3.835056
			-1.727895 0.982196 3.687045
			1.908465 1.131666 3.596936
			1.887085 1.037986 3.719386
			1.665325 0.982196 3.687045
			1.665325 0.982196 3.687045
			1.720725 1.075876 3.564606
			1.908465 1.131666 3.596936
			-1.727895 0.982196 3.687045
			-1.949655 1.037986 3.719386
			-1.971035 1.131666 3.596936
			-1.971035 1.131666 3.596936
			-1.783295 1.075876 3.564606
			-1.727895 0.982196 3.687045
			1.720725 1.075876 3.564606
			1.665325 0.982196 3.687045
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.727895 0.982196 3.687045
			-1.783295 1.075876 3.564606
			1.905445 1.272446 3.582345
			1.908465 1.131666 3.596936
			1.720725 1.075876 3.564606
			1.720725 1.075876 3.564606
			1.685565 1.216656 3.539446
			1.905445 1.272446 3.582345
			-1.783295 1.075876 3.564606
			-1.971035 1.131666 3.596936
			-1.968015 1.272446 3.582345
			-1.968015 1.272446 3.582345
			-1.748135 1.216656 3.539446
			-1.783295 1.075876 3.564606
			1.685565 1.216656 3.539446
			1.720725 1.075876 3.564606
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.783295 1.075876 3.564606
			-1.748135 1.216656 3.539446
			1.851995 1.377856 3.658646
			1.905445 1.272446 3.582345
			1.685565 1.216656 3.539446
			1.685565 1.216656 3.539446
			1.613305 1.322066 3.626315
			1.851995 1.377856 3.658646
			-1.748135 1.216656 3.539446
			-1.968015 1.272446 3.582345
			-1.914565 1.377856 3.658646
			-1.914565 1.377856 3.658646
			-1.675875 1.322066 3.626315
			-1.748135 1.216656 3.539446
			1.613305 1.322066 3.626315
			1.685565 1.216656 3.539446
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.748135 1.216656 3.539446
			-1.675875 1.322066 3.626315
			1.778255 1.386156 3.806656
			1.851995 1.377856 3.658646
			1.613305 1.322066 3.626315
			1.613305 1.322066 3.626315
			1.569665 1.330366 3.774326
			1.778255 1.386156 3.806656
			-1.675875 1.322066 3.626315
			-1.914565 1.377856 3.658646
			-1.840825 1.386156 3.806656
			-1.840825 1.386156 3.806656
			-1.632235 1.330366 3.774326
			-1.675875 1.322066 3.626315
			1.569665 1.330366 3.774326
			1.613305 1.322066 3.626315
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.675875 1.322066 3.626315
			-1.632235 1.330366 3.774326
			1.769315 1.292476 3.929106
			1.778255 1.386156 3.806656
			1.569665 1.330366 3.774326
			1.569665 1.330366 3.774326
			1.580195 1.236686 3.896766
			1.769315 1.292476 3.929106
			-1.632235 1.330366 3.774326
			-1.840825 1.386156 3.806656
			-1.831885 1.292476 3.929106
			-1.831885 1.292476 3.929106
			-1.642765 1.236686 3.896766
			-1.632235 1.330366 3.774326
			1.580195 1.236686 3.896766
			1.569665 1.330366 3.774326
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.632235 1.330366 3.774326
			-1.642765 1.236686 3.896766
			1.759005 1.151696 3.954265
			1.769315 1.292476 3.929106
			1.580195 1.236686 3.896766
			1.580195 1.236686 3.896766
			1.579845 1.095906 3.921926
			1.759005 1.151696 3.954265
			-1.642765 1.236686 3.896766
			-1.831885 1.292476 3.929106
			-1.821575 1.151696 3.954265
			-1.821575 1.151696 3.954265
			-1.642415 1.095906 3.921926
			-1.642765 1.236686 3.896766
			1.579845 1.095906 3.921926
			1.580195 1.236686 3.896766
			1.662165 1.156276 3.730686
			-1.724735 1.156276 3.730686
			-1.642765 1.236686 3.896766
			-1.642415 1.095906 3.921926
		</coordinate>
		<normal>
			-0.174902 -0.287606 0.941618
			0.144780 -0.860591 0.488266
			0.281320 -0.802942 0.525437
			0.281320 -0.802942 0.525437
			-0.102664 -0.278695 0.954863
			-0.174902 -0.287606 0.941618
			-0.281320 -0.802942 0.525437
			-0.144780 -0.860591 0.488266
			0.174902 -0.287606 0.941618
			0.174902 -0.287606 0.941618
			0.102664 -0.278695 0.954863
			-0.281320 -0.802942 0.525437
			0.144780 -0.860591 0.488266
			0.321177 -0.922544 -0.213813
			0.504807 -0.841395 -0.192724
			0.504807 -0.841395 -0.192724
			0.281320 -0.802942 0.525437
			0.144780 -0.860591 0.488266
			-0.504807 -0.841395 -0.192724
			-0.321177 -0.922544 -0.213813
			-0.144780 -0.860591 0.488266
			-0.144780 -0.860591 0.488266
			-0.281320 -0.802942 0.525437
			-0.504807 -0.841395 -0.192724
			0.321177 -0.922544 -0.213813
			0.299326 -0.479476 -0.824915
			0.454573 -0.386547 -0.802423
			0.454573 -0.386547 -0.802423
			0.504807 -0.841395 -0.192724
			0.321177 -0.922544 -0.213813
			-0.454573 -0.386547 -0.802423
			-0.299326 -0.479476 -0.824915
			-0.321177 -0.922544 -0.213813
			-0.321177 -0.922544 -0.213813
			-0.504807 -0.841395 -0.192724
			-0.454573 -0.386547 -0.802423
			0.299326 -0.479476 -0.824915
			0.053011 0.245766 -0.967864
			0.140080 0.298074 -0.944182
			0.140080 0.298074 -0.944182
			0.454573 -0.386547 -0.802423
			0.299326 -0.479476 -0.824915
			-0.140080 0.298074 -0.944182
			-0.053011 0.245766 -0.967864
			-0.299326 -0.479476 -0.824915
			-0.299326 -0.479476 -0.824915
			-0.454573 -0.386547 -0.802423
			-0.140080 0.298074 -0.944182
			0.053011 0.245766 -0.967864
			-0.265969 0.788934 -0.553911
			-0.252297 0.803400 -0.539323
			-0.252297 0.803400 -0.539323
			0.140080 0.298074 -0.944182
			0.053011 0.245766 -0.967864
			0.252297 0.803400 -0.539323
			0.265969 0.788934 -0.553911
			-0.053011 0.245766 -0.967864
			-0.053011 0.245766 -0.967864
			-0.140080 0.298074 -0.944182
			0.252297 0.803400 -0.539323
			-0.265969 0.788934 -0.553911
			-0.471114 0.862819 0.183050
			-0.490005 0.851131 0.188147
			-0.490005 0.851131 0.188147
			-0.252297 0.803400 -0.539323
			-0.265969 0.788934 -0.553911
			0.490005 0.851131 0.188147
			0.471114 0.862819 0.183050
			0.265969 0.788934 -0.553911
			0.265969 0.788934 -0.553911
			0.252297 0.803400 -0.539323
			0.490005 0.851131 0.188147
			-0.471114 0.862819 0.183050
			-0.432539 0.432020 0.791345
			-0.424543 0.410169 0.807154
			-0.424543 0.410169 0.807154
			-0.490005 0.851131 0.188147
			-0.471114 0.862819 0.183050
			0.424543 0.410169 0.807154
			0.432539 0.432020 0.791345
			0.471114 0.862819 0.183050
			0.471114 0.862819 0.183050
			0.490005 0.851131 0.188147
			0.424543 0.410169 0.807154
			-0.432539 0.432020 0.791345
			-0.174902 -0.287606 0.941618
			-0.102664 -0.278695 0.954863
			-0.102664 -0.278695 0.954863
			-0.424543 0.410169 0.807154
			-0.432539 0.432020 0.791345
			0.102664 -0.278695 0.954863
			0.174902 -0.287606 0.941618
			0.432539 0.432020 0.791345
			0.432539 0.432020 0.791345
			0.424543 0.410169 0.807154
			0.102664 -0.278695 0.954863
			-0.424543 0.410169 0.807154
			-0.102664 -0.278695 0.954863
			0.069430 -0.208136 0.975616
			0.069430 -0.208136 0.975616
			-0.236702 0.466018 0.852504
			-0.424543 0.410169 0.807154
			-0.069430 -0.208136 0.975616
			0.102664 -0.278695 0.954863
			0.424543 0.410169 0.807154
			0.424543 0.410169 0.807154
			0.236702 0.466018 0.852504
			-0.069430 -0.208136 0.975616
			-0.102664 -0.278695 0.954863
			0.281320 -0.802942 0.525437
			0.438948 -0.704337 0.557848
			0.438948 -0.704337 0.557848
			0.069430 -0.208136 0.975616
			-0.102664 -0.278695 0.954863
			-0.438948 -0.704337 0.557848
			-0.281320 -0.802942 0.525437
			0.102664 -0.278695 0.954863
			0.102664 -0.278695 0.954863
			-0.069430 -0.208136 0.975616
			-0.438948 -0.704337 0.557848
			0.281320 -0.802942 0.525437
			0.504807 -0.841395 -0.192724
			0.657277 -0.737907 -0.152959
			0.657277 -0.737907 -0.152959
			0.438948 -0.704337 0.557848
			0.281320 -0.802942 0.525437
			-0.657277 -0.737907 -0.152959
			-0.504807 -0.841395 -0.192724
			-0.281320 -0.802942 0.525437
			-0.281320 -0.802942 0.525437
			-0.438948 -0.704337 0.557848
			-0.657277 -0.737907 -0.152959
			0.504807 -0.841395 -0.192724
			0.454573 -0.386547 -0.802423
			0.599048 -0.291787 -0.745598
			0.599048 -0.291787 -0.745598
			0.657277 -0.737907 -0.152959
			0.504807 -0.841395 -0.192724
			-0.599048 -0.291787 -0.745598
			-0.454573 -0.386547 -0.802423
			-0.504807 -0.841395 -0.192724
			-0.504807 -0.841395 -0.192724
			-0.657277 -0.737907 -0.152959
			-0.599048 -0.291787 -0.745598
			0.454573 -0.386547 -0.802423
			0.140080 0.298074 -0.944182
			0.297342 0.377453 -0.876949
			0.297342 0.377453 -0.876949
			0.599048 -0.291787 -0.745598
			0.454573 -0.386547 -0.802423
			-0.297342 0.377453 -0.876949
			-0.140080 0.298074 -0.944182
			-0.454573 -0.386547 -0.802423
			-0.454573 -0.386547 -0.802423
			-0.599048 -0.291787 -0.745598
			-0.297342 0.377453 -0.876949
			0.140080 0.298074 -0.944182
			-0.252297 0.803400 -0.539323
			-0.074313 0.882015 -0.465285
			-0.074313 0.882015 -0.465285
			0.297342 0.377453 -0.876949
			0.140080 0.298074 -0.944182
			0.074313 0.882015 -0.465285
			0.252297 0.803400 -0.539323
			-0.140080 0.298074 -0.944182
			-0.140080 0.298074 -0.944182
			-0.297342 0.377453 -0.876949
			0.074313 0.882015 -0.465285
			-0.252297 0.803400 -0.539323
			-0.490005 0.851131 0.188147
			-0.297098 0.920499 0.253731
			-0.297098 0.920499 0.253731
			-0.074313 0.882015 -0.465285
			-0.252297 0.803400 -0.539323
			0.297098 0.920499 0.253731
			0.490005 0.851131 0.188147
			0.252297 0.803400 -0.539323
			0.252297 0.803400 -0.539323
			0.074313 0.882015 -0.465285
			0.297098 0.920499 0.253731
			-0.490005 0.851131 0.188147
			-0.424543 0.410169 0.807154
			-0.236702 0.466018 0.852504
			-0.236702 0.466018 0.852504
			-0.297098 0.920499 0.253731
			-0.490005 0.851131 0.188147
			0.236702 0.466018 0.852504
			0.424543 0.410169 0.807154
			0.490005 0.851131 0.188147
			0.490005 0.851131 0.188147
			0.297098 0.920499 0.253731
			0.236702 0.466018 0.852504
			-0.236702 0.466018 0.852504
			0.069430 -0.208136 0.975616
			0.613788 0.178899 0.768914
			0.613788 0.178899 0.768914
			0.422620 0.590442 0.687551
			-0.236702 0.466018 0.852504
			-0.613788 0.178899 0.768914
			-0.069430 -0.208136 0.975616
			0.236702 0.466018 0.852504
			0.236702 0.466018 0.852504
			-0.422620 0.590442 0.687551
			-0.613788 0.178899 0.768914
			0.613788 0.178899 0.768914
			0.852412 0.459029 0.250282
			0.422620 0.590442 0.687551
			-0.422620 0.590442 0.687551
			-0.852412 0.459029 0.250282
			-0.613788 0.178899 0.768914
			0.069430 -0.208136 0.975616
			0.438948 -0.704337 0.557848
			0.847499 -0.128452 0.514969
			0.847499 -0.128452 0.514969
			0.613788 0.178899 0.768914
			0.069430 -0.208136 0.975616
			-0.847499 -0.128452 0.514969
			-0.438948 -0.704337 0.557848
			-0.069430 -0.208136 0.975616
			-0.069430 -0.208136 0.975616
			-0.613788 0.178899 0.768914
			-0.847499 -0.128452 0.514969
			0.847499 -0.128452 0.514969
			0.852412 0.459029 0.250282
			0.613788 0.178899 0.768914
			-0.613788 0.178899 0.768914
			-0.852412 0.459029 0.250282
			-0.847499 -0.128452 0.514969
			0.438948 -0.704337 0.557848
			0.657277 -0.737907 -0.152959
			0.985961 -0.149724 0.073458
			0.985961 -0.149724 0.073458
			0.847499 -0.128452 0.514969
			0.438948 -0.704337 0.557848
			-0.985961 -0.149724 0.073458
			-0.657277 -0.737907 -0.152959
			-0.438948 -0.704337 0.557848
			-0.438948 -0.704337 0.557848
			-0.847499 -0.128452 0.514969
			-0.985961 -0.149724 0.073458
			0.847499 -0.128452 0.514969
			0.985961 -0.149724 0.073458
			0.852412 0.459029 0.250282
			-0.852412 0.459029 0.250282
			-0.985961 -0.149724 0.073458
			-0.847499 -0.128452 0.514969
			0.657277 -0.737907 -0.152959
			0.599048 -0.291787 -0.745598
			0.946989 0.128086 -0.294565
			0.946989 0.128086 -0.294565
			0.985961 -0.149724 0.073458
			0.657277 -0.737907 -0.152959
			-0.946989 0.128086 -0.294565
			-0.599048 -0.291787 -0.745598
			-0.657277 -0.737907 -0.152959
			-0.657277 -0.737907 -0.152959
			-0.985961 -0.149724 0.073458
			-0.946989 0.128086 -0.294565
			0.985961 -0.149724 0.073458
			0.946989 0.128086 -0.294565
			0.852412 0.459029 0.250282
			-0.852412 0.459029 0.250282
			-0.946989 0.128086 -0.294565
			-0.985961 -0.149724 0.073458
			0.599048 -0.291787 -0.745598
			0.297342 0.377453 -0.876949
			0.754479 0.540086 -0.372875
			0.754479 0.540086 -0.372875
			0.946989 0.128086 -0.294565
			0.599048 -0.291787 -0.745598
			-0.754479 0.540086 -0.372875
			-0.297342 0.377453 -0.876949
			-0.599048 -0.291787 -0.745598
			-0.599048 -0.291787 -0.745598
			-0.946989 0.128086 -0.294565
			-0.754479 0.540086 -0.372875
			0.946989 0.128086 -0.294565
			0.754479 0.540086 -0.372875
			0.852412 0.459029 0.250282
			-0.852412 0.459029 0.250282
			-0.754479 0.540086 -0.372875
			-0.946989 0.128086 -0.294565
			0.297342 0.377453 -0.876949
			-0.074313 0.882015 -0.465285
			0.522111 0.844630 -0.118015
			0.522111 0.844630 -0.118015
			0.754479 0.540086 -0.372875
			0.297342 0.377453 -0.876949
			-0.522111 0.844630 -0.118015
			0.074313 0.882015 -0.465285
			-0.297342 0.377453 -0.876949
			-0.297342 0.377453 -0.876949
			-0.754479 0.540086 -0.372875
			-0.522111 0.844630 -0.118015
			0.754479 0.540086 -0.372875
			0.522111 0.844630 -0.118015
			0.852412 0.459029 0.250282
			-0.852412 0.459029 0.250282
			-0.522111 0.844630 -0.118015
			-0.754479 0.540086 -0.372875
			-0.074313 0.882015 -0.465285
			-0.297098 0.920499 0.253731
			0.384991 0.865535 0.320322
			0.384991 0.865535 0.320322
			0.522111 0.844630 -0.118015
			-0.074313 0.882015 -0.465285
			-0.384991 0.865535 0.320322
			0.297098 0.920499 0.253731
			0.074313 0.882015 -0.465285
			0.074313 0.882015 -0.465285
			-0.522111 0.844630 -0.118015
			-0.384991 0.865535 0.320322
			0.522111 0.844630 -0.118015
			0.384991 0.865535 0.320322
			0.852412 0.459029 0.250282
			-0.852412 0.459029 0.250282
			-0.384991 0.865535 0.320322
			-0.522111 0.844630 -0.118015
			-0.297098 0.920499 0.253731
			-0.236702 0.466018 0.852504
			0.422620 0.590442 0.687551
			0.422620 0.590442 0.687551
			0.384991 0.865535 0.320322
			-0.297098 0.920499 0.253731
			-0.422620 0.590442 0.687551
			0.236702 0.466018 0.852504
			0.297098 0.920499 0.253731
			0.297098 0.920499 0.253731
			-0.384991 0.865535 0.320322
			-0.422620 0.590442 0.687551
			0.384991 0.865535 0.320322
			0.422620 0.590442 0.687551
			0.852412 0.459029 0.250282
			-0.852412 0.459029 0.250282
			-0.422620 0.590442 0.687551
			-0.384991 0.865535 0.320322
			0.144780 -0.860591 0.488266
			-0.174902 -0.287606 0.941618
			-0.878414 -0.254616 0.404370
			-0.878414 -0.254616 0.404370
			-0.700888 -0.704917 0.108524
			0.144780 -0.860591 0.488266
			0.878414 -0.254616 0.404370
			0.174902 -0.287606 0.941618
			-0.144780 -0.860591 0.488266
			-0.144780 -0.860591 0.488266
			0.700888 -0.704917 0.108524
			0.878414 -0.254616 0.404370
			-0.700888 -0.704917 0.108524
			-0.878414 -0.254616 0.404370
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.878414 -0.254616 0.404370
			0.700888 -0.704917 0.108524
			0.321177 -0.922544 -0.213813
			0.144780 -0.860591 0.488266
			-0.700888 -0.704917 0.108524
			-0.700888 -0.704917 0.108524
			-0.576891 -0.696585 -0.426527
			0.321177 -0.922544 -0.213813
			0.700888 -0.704917 0.108524
			-0.144780 -0.860591 0.488266
			-0.321177 -0.922544 -0.213813
			-0.321177 -0.922544 -0.213813
			0.576891 -0.696585 -0.426527
			0.700888 -0.704917 0.108524
			-0.576891 -0.696585 -0.426527
			-0.700888 -0.704917 0.108524
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.700888 -0.704917 0.108524
			0.576891 -0.696585 -0.426527
			0.299326 -0.479476 -0.824915
			0.321177 -0.922544 -0.213813
			-0.576891 -0.696585 -0.426527
			-0.576891 -0.696585 -0.426527
			-0.503769 -0.409528 -0.760552
			0.299326 -0.479476 -0.824915
			0.576891 -0.696585 -0.426527
			-0.321177 -0.922544 -0.213813
			-0.299326 -0.479476 -0.824915
			-0.299326 -0.479476 -0.824915
			0.503769 -0.409528 -0.760552
			0.576891 -0.696585 -0.426527
			-0.503769 -0.409528 -0.760552
			-0.576891 -0.696585 -0.426527
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.576891 -0.696585 -0.426527
			0.503769 -0.409528 -0.760552
			0.053011 0.245766 -0.967864
			0.299326 -0.479476 -0.824915
			-0.503769 -0.409528 -0.760552
			-0.503769 -0.409528 -0.760552
			-0.593188 -0.066591 -0.802271
			0.053011 0.245766 -0.967864
			0.503769 -0.409528 -0.760552
			-0.299326 -0.479476 -0.824915
			-0.053011 0.245766 -0.967864
			-0.053011 0.245766 -0.967864
			0.593188 -0.066591 -0.802271
			0.503769 -0.409528 -0.760552
			-0.593188 -0.066591 -0.802271
			-0.503769 -0.409528 -0.760552
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.503769 -0.409528 -0.760552
			0.593188 -0.066591 -0.802271
			-0.265969 0.788934 -0.553911
			0.053011 0.245766 -0.967864
			-0.593188 -0.066591 -0.802271
			-0.593188 -0.066591 -0.802271
			-0.780969 0.294076 -0.550981
			-0.265969 0.788934 -0.553911
			0.593188 -0.066591 -0.802271
			-0.053011 0.245766 -0.967864
			0.265969 0.788934 -0.553911
			0.265969 0.788934 -0.553911
			0.780969 0.294076 -0.550981
			0.593188 -0.066591 -0.802271
			-0.780969 0.294076 -0.550981
			-0.593188 -0.066591 -0.802271
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.593188 -0.066591 -0.802271
			0.780969 0.294076 -0.550981
			-0.471114 0.862819 0.183050
			-0.265969 0.788934 -0.553911
			-0.780969 0.294076 -0.550981
			-0.780969 0.294076 -0.550981
			-0.930174 0.366741 -0.014496
			-0.471114 0.862819 0.183050
			0.780969 0.294076 -0.550981
			0.265969 0.788934 -0.553911
			0.471114 0.862819 0.183050
			0.471114 0.862819 0.183050
			0.930174 0.366741 -0.014496
			0.780969 0.294076 -0.550981
			-0.930174 0.366741 -0.014496
			-0.780969 0.294076 -0.550981
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.780969 0.294076 -0.550981
			0.930174 0.366741 -0.014496
			-0.432539 0.432020 0.791345
			-0.471114 0.862819 0.183050
			-0.930174 0.366741 -0.014496
			-0.930174 0.366741 -0.014496
			-0.918607 0.180059 0.351726
			-0.432539 0.432020 0.791345
			0.930174 0.366741 -0.014496
			0.471114 0.862819 0.183050
			0.432539 0.432020 0.791345
			0.432539 0.432020 0.791345
			0.918607 0.180059 0.351726
			0.930174 0.366741 -0.014496
			-0.918607 0.180059 0.351726
			-0.930174 0.366741 -0.014496
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.930174 0.366741 -0.014496
			0.918607 0.180059 0.351726
			-0.174902 -0.287606 0.941618
			-0.432539 0.432020 0.791345
			-0.918607 0.180059 0.351726
			-0.918607 0.180059 0.351726
			-0.878414 -0.254616 0.404370
			-0.174902 -0.287606 0.941618
			0.918607 0.180059 0.351726
			0.432539 0.432020 0.791345
			0.174902 -0.287606 0.941618
			0.174902 -0.287606 0.941618
			0.878414 -0.254616 0.404370
			0.918607 0.180059 0.351726
			-0.878414 -0.254616 0.404370
			-0.918607 0.180059 0.351726
			-0.933622 -0.193884 -0.301157
			0.933622 -0.193884 -0.301157
			0.918607 0.180059 0.351726
			0.878414 -0.254616 0.404370
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.398625 0.556934
			0.398169 0.520173
			0.575004 0.505267
			0.575004 0.505267
			0.584955 0.568674
			0.398625 0.556934
			0.575004 0.505267
			0.398169 0.520173
			0.398625 0.556934
			0.398625 0.556934
			0.584955 0.568674
			0.575004 0.505267
			0.398169 0.520173
			0.399251 0.464475
			0.573811 0.433237
			0.573811 0.433237
			0.575004 0.505267
			0.398169 0.520173
			0.573811 0.433237
			0.399251 0.464475
			0.398169 0.520173
			0.398169 0.520173
			0.575004 0.505267
			0.573811 0.433237
			0.399251 0.464475
			0.400186 0.433252
			0.581953 0.393456
			0.581953 0.393456
			0.573811 0.433237
			0.399251 0.464475
			0.581953 0.393456
			0.400186 0.433252
			0.399251 0.464475
			0.399251 0.464475
			0.573811 0.433237
			0.581953 0.393456
			0.400186 0.433252
			0.399643 0.440635
			0.594876 0.408978
			0.594876 0.408978
			0.581953 0.393456
			0.400186 0.433252
			0.594876 0.408978
			0.399643 0.440635
			0.400186 0.433252
			0.400186 0.433252
			0.581953 0.393456
			0.594876 0.408978
			0.399643 0.440635
			0.399499 0.478861
			0.605120 0.472037
			0.605120 0.472037
			0.594876 0.408978
			0.399643 0.440635
			0.605120 0.472037
			0.399499 0.478861
			0.399643 0.440635
			0.399643 0.440635
			0.594876 0.408978
			0.605120 0.472037
			0.399499 0.478861
			0.399579 0.535912
			0.606479 0.545960
			0.606479 0.545960
			0.605120 0.472037
			0.399499 0.478861
			0.606479 0.545960
			0.399579 0.535912
			0.399499 0.478861
			0.399499 0.478861
			0.605120 0.472037
			0.606479 0.545960
			0.399579 0.535912
			0.399670 0.566737
			0.598039 0.586091
			0.598039 0.586091
			0.606479 0.545960
			0.399579 0.535912
			0.598039 0.586091
			0.399670 0.566737
			0.399579 0.535912
			0.399579 0.535912
			0.606479 0.545960
			0.598039 0.586091
			0.399670 0.566737
			0.398625 0.556934
			0.584955 0.568674
			0.584955 0.568674
			0.598039 0.586091
			0.399670 0.566737
			0.584955 0.568674
			0.398625 0.556934
			0.399670 0.566737
			0.399670 0.566737
			0.598039 0.586091
			0.584955 0.568674
			0.598039 0.586091
			0.584955 0.568674
			0.807467 0.519750
			0.807467 0.519750
			0.815036 0.529830
			0.598039 0.586091
			0.807467 0.519750
			0.584955 0.568674
			0.598039 0.586091
			0.598039 0.586091
			0.815036 0.529830
			0.807467 0.519750
			0.584955 0.568674
			0.575004 0.505267
			0.801718 0.483064
			0.801718 0.483064
			0.807467 0.519750
			0.584955 0.568674
			0.801718 0.483064
			0.575004 0.505267
			0.584955 0.568674
			0.584955 0.568674
			0.807467 0.519750
			0.801718 0.483064
			0.575004 0.505267
			0.573811 0.433237
			0.801032 0.441437
			0.801032 0.441437
			0.801718 0.483064
			0.575004 0.505267
			0.801032 0.441437
			0.573811 0.433237
			0.575004 0.505267
			0.575004 0.505267
			0.801718 0.483064
			0.801032 0.441437
			0.573811 0.433237
			0.581953 0.393456
			0.805744 0.418471
			0.805744 0.418471
			0.801032 0.441437
			0.573811 0.433237
			0.805744 0.418471
			0.581953 0.393456
			0.573811 0.433237
			0.573811 0.433237
			0.801032 0.441437
			0.805744 0.418471
			0.581953 0.393456
			0.594876 0.408978
			0.813207 0.427428
			0.813207 0.427428
			0.805744 0.418471
			0.581953 0.393456
			0.813207 0.427428
			0.594876 0.408978
			0.581953 0.393456
			0.581953 0.393456
			0.805744 0.418471
			0.813207 0.427428
			0.594876 0.408978
			0.605120 0.472037
			0.819127 0.463849
			0.819127 0.463849
			0.813207 0.427428
			0.594876 0.408978
			0.819127 0.463849
			0.605120 0.472037
			0.594876 0.408978
			0.594876 0.408978
			0.813207 0.427428
			0.819127 0.463849
			0.605120 0.472037
			0.606479 0.545960
			0.819916 0.506598
			0.819916 0.506598
			0.819127 0.463849
			0.605120 0.472037
			0.819916 0.506598
			0.606479 0.545960
			0.605120 0.472037
			0.605120 0.472037
			0.819127 0.463849
			0.819916 0.506598
			0.606479 0.545960
			0.598039 0.586091
			0.815036 0.529830
			0.815036 0.529830
			0.819916 0.506598
			0.606479 0.545960
			0.815036 0.529830
			0.598039 0.586091
			0.606479 0.545960
			0.606479 0.545960
			0.819916 0.506598
			0.815036 0.529830
			0.815036 0.529830
			0.807467 0.519750
			0.974160 0.474974
			0.974160 0.474974
			0.976301 0.477827
			0.815036 0.529830
			0.974160 0.474974
			0.807467 0.519750
			0.815036 0.529830
			0.815036 0.529830
			0.976301 0.477827
			0.974160 0.474974
			0.974160 0.474974
			0.975330 0.462655
			0.976301 0.477827
			0.976301 0.477827
			0.975330 0.462655
			0.974160 0.474974
			0.807467 0.519750
			0.801718 0.483064
			0.972534 0.464592
			0.972534 0.464592
			0.974160 0.474974
			0.807467 0.519750
			0.972534 0.464592
			0.801718 0.483064
			0.807467 0.519750
			0.807467 0.519750
			0.974160 0.474974
			0.972534 0.464592
			0.972534 0.464592
			0.975330 0.462655
			0.974160 0.474974
			0.974160 0.474974
			0.975330 0.462655
			0.972534 0.464592
			0.801718 0.483064
			0.801032 0.441437
			0.972341 0.452825
			0.972341 0.452825
			0.972534 0.464592
			0.801718 0.483064
			0.972341 0.452825
			0.801032 0.441437
			0.801718 0.483064
			0.801718 0.483064
			0.972534 0.464592
			0.972341 0.452825
			0.972534 0.464592
			0.972341 0.452825
			0.975330 0.462655
			0.975330 0.462655
			0.972341 0.452825
			0.972534 0.464592
			0.801032 0.441437
			0.805744 0.418471
			0.973674 0.446338
			0.973674 0.446338
			0.972341 0.452825
			0.801032 0.441437
			0.973674 0.446338
			0.805744 0.418471
			0.801032 0.441437
			0.801032 0.441437
			0.972341 0.452825
			0.973674 0.446338
			0.972341 0.452825
			0.973674 0.446338
			0.975330 0.462655
			0.975330 0.462655
			0.973674 0.446338
			0.972341 0.452825
			0.805744 0.418471
			0.813207 0.427428
			0.975784 0.448869
			0.975784 0.448869
			0.973674 0.446338
			0.805744 0.418471
			0.975784 0.448869
			0.813207 0.427428
			0.805744 0.418471
			0.805744 0.418471
			0.973674 0.446338
			0.975784 0.448869
			0.973674 0.446338
			0.975784 0.448869
			0.975330 0.462655
			0.975330 0.462655
			0.975784 0.448869
			0.973674 0.446338
			0.813207 0.427428
			0.819127 0.463849
			0.977454 0.459157
			0.977454 0.459157
			0.975784 0.448869
			0.813207 0.427428
			0.977454 0.459157
			0.819127 0.463849
			0.813207 0.427428
			0.813207 0.427428
			0.975784 0.448869
			0.977454 0.459157
			0.975784 0.448869
			0.977454 0.459157
			0.975330 0.462655
			0.975330 0.462655
			0.977454 0.459157
			0.975784 0.448869
			0.819127 0.463849
			0.819916 0.506598
			0.977679 0.471249
			0.977679 0.471249
			0.977454 0.459157
			0.819127 0.463849
			0.977679 0.471249
			0.819916 0.506598
			0.819127 0.463849
			0.819127 0.463849
			0.977454 0.459157
			0.977679 0.471249
			0.977454 0.459157
			0.977679 0.471249
			0.975330 0.462655
			0.975330 0.462655
			0.977679 0.471249
			0.977454 0.459157
			0.819916 0.506598
			0.815036 0.529830
			0.976301 0.477827
			0.976301 0.477827
			0.977679 0.471249
			0.819916 0.506598
			0.976301 0.477827
			0.815036 0.529830
			0.819916 0.506598
			0.819916 0.506598
			0.977679 0.471249
			0.976301 0.477827
			0.977679 0.471249
			0.976301 0.477827
			0.975330 0.462655
			0.975330 0.462655
			0.976301 0.477827
			0.977679 0.471249
			0.398169 0.520173
			0.398625 0.556934
			0.308221 0.578686
			0.308221 0.578686
			0.291567 0.537688
			0.398169 0.520173
			0.308221 0.578686
			0.398625 0.556934
			0.398169 0.520173
			0.398169 0.520173
			0.291567 0.537688
			0.308221 0.578686
			0.291567 0.537688
			0.308221 0.578686
			0.327173 0.512967
			0.327173 0.512967
			0.308221 0.578686
			0.291567 0.537688
			0.399251 0.464475
			0.398169 0.520173
			0.291567 0.537688
			0.291567 0.537688
			0.288073 0.486615
			0.399251 0.464475
			0.291567 0.537688
			0.398169 0.520173
			0.399251 0.464475
			0.399251 0.464475
			0.288073 0.486615
			0.291567 0.537688
			0.288073 0.486615
			0.291567 0.537688
			0.327173 0.512967
			0.327173 0.512967
			0.291567 0.537688
			0.288073 0.486615
			0.400186 0.433252
			0.399251 0.464475
			0.288073 0.486615
			0.288073 0.486615
			0.312433 0.448147
			0.400186 0.433252
			0.288073 0.486615
			0.399251 0.464475
			0.400186 0.433252
			0.400186 0.433252
			0.312433 0.448147
			0.288073 0.486615
			0.312433 0.448147
			0.288073 0.486615
			0.327173 0.512967
			0.327173 0.512967
			0.288073 0.486615
			0.312433 0.448147
			0.399643 0.440635
			0.400186 0.433252
			0.312433 0.448147
			0.312433 0.448147
			0.330663 0.456097
			0.399643 0.440635
			0.312433 0.448147
			0.400186 0.433252
			0.399643 0.440635
			0.399643 0.440635
			0.330663 0.456097
			0.312433 0.448147
			0.330663 0.456097
			0.312433 0.448147
			0.327173 0.512967
			0.327173 0.512967
			0.312433 0.448147
			0.330663 0.456097
			0.399499 0.478861
			0.399643 0.440635
			0.330663 0.456097
			0.330663 0.456097
			0.340708 0.500874
			0.399499 0.478861
			0.330663 0.456097
			0.399643 0.440635
			0.399499 0.478861
			0.399499 0.478861
			0.340708 0.500874
			0.330663 0.456097
			0.340708 0.500874
			0.330663 0.456097
			0.327173 0.512967
			0.327173 0.512967
			0.330663 0.456097
			0.340708 0.500874
			0.399579 0.535912
			0.399499 0.478861
			0.340708 0.500874
			0.340708 0.500874
			0.342827 0.552737
			0.399579 0.535912
			0.340708 0.500874
			0.399499 0.478861
			0.399579 0.535912
			0.399579 0.535912
			0.342827 0.552737
			0.340708 0.500874
			0.342827 0.552737
			0.340708 0.500874
			0.327173 0.512967
			0.327173 0.512967
			0.340708 0.500874
			0.342827 0.552737
			0.399670 0.566737
			0.399579 0.535912
			0.342827 0.552737
			0.342827 0.552737
			0.335770 0.581303
			0.399670 0.566737
			0.342827 0.552737
			0.399579 0.535912
			0.399670 0.566737
			0.399670 0.566737
			0.335770 0.581303
			0.342827 0.552737
			0.335770 0.581303
			0.342827 0.552737
			0.327173 0.512967
			0.327173 0.512967
			0.342827 0.552737
			0.335770 0.581303
			0.398625 0.556934
			0.399670 0.566737
			0.335770 0.581303
			0.335770 0.581303
			0.308221 0.578686
			0.398625 0.556934
			0.335770 0.581303
			0.399670 0.566737
			0.398625 0.556934
			0.398625 0.556934
			0.308221 0.578686
			0.335770 0.581303
			0.308221 0.578686
			0.335770 0.581303
			0.327173 0.512967
			0.327173 0.512967
			0.335770 0.581303
			0.308221 0.578686
		</texture>
		<image name="yellow-twintail.png">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAAXNSR0IArs4c6QAAAAZiS0dEAP8A
			/wD/oL2nkwAAAAlwSFlzAAALEwAACxMBAJqcGAAAAAd0SU1FB9kLGwYyMbEOLjEAAAAZdEVYdENv
			bW1lbnQAQ3JlYXRlZCB3aXRoIEdJTVBXgQ4XAAAHYElEQVR42u3cvU3DUBiF4XMdoxSIgjnYiVUy
			AOugtExBnwkQAhHxE/xROA0lDYTr5+ncHsm6ry3LrXabCgCwKIMJAEAAAAACAAAQAACAAAAABAAA
			IAAAAAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAgAAEAAAIAAAAAEAAAgAAAAAQAACAAA
			QAAAAAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAAABAAAIAABAAAAAAgAAEAAA
			gAAAAAQAACAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAQAACAAAAABAAACAAAQAACAAAAABAAAIAAA
			AAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAgAAEAAAAACAAAEAAAgAAAAAQAACAAAQAAA
			AAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAAAEAAAIABMAgAAAAAQAACAAAAAB
			AAAIAABAAAAAAgAAEAAAgAAAAAQAACAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAEAAAgAAEAAAAAC
			AAAQAACAAAAABAAAIAAAAAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAIAABAAAIAAAAAE
			AAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAAAQAACAAAAABAAAI
			AABAAAAAAgAAEAAAgAAAAAQAAPAXRhP8spsHG/xzV9vbb9f3d9dGAbwBAAAEAAAgAAAAAQAACAAA
			QAAAAAIAABAAAIAAAAAEAAAgAAAAAQAAAgAAEAAAgAAAAAQAACAAAAABAAAIAABAAAAAAgAAEAAA
			gAAAAAQAACAAAAABAAAIAABAAAAAAgAAEAAAIAAAAAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAA
			AAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAAQAAAAAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAA
			AAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAgAAAAAQAACAAAAABAAAIAABAAAAAAgAAEAAAgAAA
			AAQAACAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAAAAEA
			AAgAAEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIA
			ABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAACAAAIAlGE0AP7hbxmYHQABA11qSVZJ1SyrJ
			vpJD2QUQANCldUvOMh/6hyQvDn1AAEC/Lo6fxOyn5P0YAAACADqzyvwZ7PmQvFXyPNkEEADQrcth
			frr/qOS1kkcHPyAAoH9PU/JpBmDZ/AeA5XH4AwgAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIA
			ABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAACAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAQA
			ACAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAQAACAAAEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAgA
			AEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAgAAEAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAA
			AIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAQAACAA
			AAABAAAIAABAAAAAAgAAEAAAgAAAAAQAACAAAAABAAAIAAAQAACAAAAABAAAIAAAAAEAAAgAAEAA
			AAACAAAQAACAAAAABAAAIAAAAAEAAAgAAEAAAAACAAAQAAAgAAAAAQAACAAAQAAAAAIAABAAAIAA
			AAAEAAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAAAEAAAgAABAAAAAAgAAEAAAgAAAAAQAACAAAIBT
			12q3KTMAgDcAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAA
			AAIAAAQAACAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAQAACAAAAABAAAIAABAAAAAAgAAEAAAgAAA
			AAQAACAAAEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAAAAEA
			AAgAAEAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAAAEAAAgAAAAAQAACAAAQAAAAAIA
			ABAAAIAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAQAACAAAAABAAAIAABAAAAAAgAAEAAAgAAAAAQA
			ACAAAAABAAACAAAQAACAAAAABAAAIAAAAAEAAAgAAEAAAAACAAAQAACAAAAABAAAIAAAAAEAAAgA
			AEAAAAACAAAEAAAgAAAAAQAACAAAQAAAAAIAABAAAIAAAABOxReZ2Cuby94AdwAAAABJRU5ErkJg
			gg==
		</image>
	</surface>
	<surface name="momiage" size="132" prim="Triangle" parent="NULL">
		<coordinate>
			2.048855 0.856186 0.976026
			1.908585 0.828826 0.503446
			1.995345 1.460446 -0.257654
			1.995345 1.460446 -0.257654
			2.232905 1.617646 0.909716
			2.048855 0.856186 0.976026
			-2.057915 1.460446 -0.257654
			-1.971155 0.828826 0.503446
			-2.111425 0.856186 0.976026
			-2.111425 0.856186 0.976026
			-2.295475 1.617646 0.909716
			-2.057915 1.460446 -0.257654
			1.908585 0.828826 0.503446
			1.427265 0.684296 0.202136
			1.345785 1.030166 -0.771584
			1.345785 1.030166 -0.771584
			1.995345 1.460446 -0.257654
			1.908585 0.828826 0.503446
			-1.408355 1.030166 -0.771584
			-1.489835 0.684296 0.202136
			-1.971155 0.828826 0.503446
			-1.971155 0.828826 0.503446
			-2.057915 1.460446 -0.257654
			-1.408355 1.030166 -0.771584
			1.427265 0.684296 0.202136
			1.171935 0.756616 -0.114534
			0.668585 1.331636 -0.940814
			0.668585 1.331636 -0.940814
			1.345785 1.030166 -0.771584
			1.427265 0.684296 0.202136
			-0.731155 1.331636 -0.940814
			-1.234505 0.756616 -0.114534
			-1.489835 0.684296 0.202136
			-1.489835 0.684296 0.202136
			-1.408355 1.030166 -0.771584
			-0.731155 1.331636 -0.940814
			1.171935 0.756616 -0.114534
			0.471915 0.816216 -0.102714
			-0.031285 1.565506 -0.791364
			-0.031285 1.565506 -0.791364
			0.668585 1.331636 -0.940814
			1.171935 0.756616 -0.114534
			-0.031285 1.565506 -0.791364
			-0.534485 0.816216 -0.102714
			-1.234505 0.756616 -0.114534
			-1.234505 0.756616 -0.114534
			-0.731155 1.331636 -0.940814
			-0.031285 1.565506 -0.791364
			1.914195 -0.175434 2.029236
			2.149415 0.551776 2.386226
			1.970005 0.009956 2.421536
			-2.032575 0.009956 2.421536
			-2.211985 0.551776 2.386226
			-1.976765 -0.175434 2.029236
			1.757565 0.176446 0.420656
			2.149415 0.551776 2.386226
			1.914195 -0.175434 2.029236
			-1.976765 -0.175434 2.029236
			-2.211985 0.551776 2.386226
			-1.820135 0.176446 0.420656
			1.577175 0.224756 0.906346
			1.662905 0.379056 1.150976
			2.023955 0.414806 1.127426
			2.023955 0.414806 1.127426
			1.757565 0.176446 0.420656
			1.577175 0.224756 0.906346
			-2.086525 0.414806 1.127426
			-1.725475 0.379056 1.150976
			-1.639745 0.224756 0.906346
			-1.639745 0.224756 0.906346
			-1.820135 0.176446 0.420656
			-2.086525 0.414806 1.127426
			2.149415 0.551776 2.386226
			1.757565 0.176446 0.420656
			2.023955 0.414806 1.127426
			-2.086525 0.414806 1.127426
			-1.820135 0.176446 0.420656
			-2.211985 0.551776 2.386226
			1.662905 0.379056 1.150976
			1.803945 0.756246 1.291016
			2.043085 0.756246 1.291016
			2.043085 0.756246 1.291016
			2.023955 0.414806 1.127426
			1.662905 0.379056 1.150976
			-2.105655 0.756246 1.291016
			-1.866515 0.756246 1.291016
			-1.725475 0.379056 1.150976
			-1.725475 0.379056 1.150976
			-2.086525 0.414806 1.127426
			-2.105655 0.756246 1.291016
			2.043085 0.756246 1.291016
			2.149415 0.551776 2.386226
			2.023955 0.414806 1.127426
			-2.211985 0.551776 2.386226
			-2.105655 0.756246 1.291016
			-2.086525 0.414806 1.127426
			1.606585 0.009956 2.421536
			1.536925 -0.203864 2.097906
			1.914195 -0.175434 2.029236
			1.914195 -0.175434 2.029236
			1.970005 0.009956 2.421536
			1.606585 0.009956 2.421536
			-1.976765 -0.175434 2.029236
			-1.599495 -0.203864 2.097906
			-1.669155 0.009956 2.421536
			-1.669155 0.009956 2.421536
			-2.032575 0.009956 2.421536
			-1.976765 -0.175434 2.029236
			1.536925 -0.203864 2.097906
			1.757565 0.176446 0.420656
			1.914195 -0.175434 2.029236
			-1.976765 -0.175434 2.029236
			-1.820135 0.176446 0.420656
			-1.599495 -0.203864 2.097906
			1.757565 0.176446 0.420656
			1.521515 -0.049044 1.593936
			1.577175 0.224756 0.906346
			-1.639745 0.224756 0.906346
			-1.584085 -0.049044 1.593936
			-1.820135 0.176446 0.420656
			1.757565 0.176446 0.420656
			1.536925 -0.203864 2.097906
			1.521515 -0.049044 1.593936
			-1.584085 -0.049044 1.593936
			-1.599495 -0.203864 2.097906
			-1.820135 0.176446 0.420656
			0.471915 0.816216 -0.102714
			-0.031285 0.819676 -0.346924
			-0.031285 1.565506 -0.791364
			-0.031285 1.565506 -0.791364
			-0.031285 0.819676 -0.346924
			-0.534485 0.816216 -0.102714
		</coordinate>
		<normal>
			0.938810 -0.291482 -0.183477
			0.810968 -0.505814 -0.294015
			0.810968 -0.505814 -0.294015
			0.810968 -0.505814 -0.294015
			0.938810 -0.291482 -0.183477
			0.938810 -0.291482 -0.183477
			-0.810968 -0.505814 -0.294015
			-0.810968 -0.505814 -0.294015
			-0.938810 -0.291482 -0.183477
			-0.938810 -0.291482 -0.183477
			-0.938810 -0.291482 -0.183477
			-0.810968 -0.505814 -0.294015
			0.810968 -0.505814 -0.294015
			0.260353 -0.862545 -0.433790
			0.260353 -0.862545 -0.433790
			0.260353 -0.862545 -0.433790
			0.810968 -0.505814 -0.294015
			0.810968 -0.505814 -0.294015
			-0.260353 -0.862545 -0.433790
			-0.260353 -0.862545 -0.433790
			-0.810968 -0.505814 -0.294015
			-0.810968 -0.505814 -0.294015
			-0.810968 -0.505814 -0.294015
			-0.260353 -0.862545 -0.433790
			0.260353 -0.862545 -0.433790
			-0.189276 -0.855037 -0.482742
			-0.189276 -0.855037 -0.482742
			-0.189276 -0.855037 -0.482742
			0.260353 -0.862545 -0.433790
			0.260353 -0.862545 -0.433790
			0.189276 -0.855037 -0.482742
			0.189276 -0.855037 -0.482742
			-0.260353 -0.862545 -0.433790
			-0.260353 -0.862545 -0.433790
			-0.260353 -0.862545 -0.433790
			0.189276 -0.855037 -0.482742
			-0.189276 -0.855037 -0.482742
			0.080905 -0.686850 -0.722251
			0.000000 -0.689108 -0.724631
			0.000000 -0.689108 -0.724631
			-0.189276 -0.855037 -0.482742
			-0.189276 -0.855037 -0.482742
			0.000000 -0.689108 -0.724631
			-0.080905 -0.686850 -0.722251
			0.189276 -0.855037 -0.482742
			0.189276 -0.855037 -0.482742
			0.189276 -0.855037 -0.482742
			0.000000 -0.689108 -0.724631
			0.642933 -0.764855 0.039979
			0.934416 -0.351756 -0.055483
			0.623981 -0.722922 0.296579
			-0.623981 -0.722922 0.296579
			-0.934416 -0.351756 -0.055483
			-0.642933 -0.764855 0.039979
			0.043336 -0.902737 -0.427961
			0.934416 -0.351756 -0.055483
			0.642933 -0.764855 0.039979
			-0.642933 -0.764855 0.039979
			-0.934416 -0.351756 -0.055483
			-0.043336 -0.902737 -0.427961
			-0.839015 0.338694 -0.425764
			-0.170660 0.729087 -0.662770
			0.688437 0.283273 -0.667653
			0.688437 0.283273 -0.667653
			0.043336 -0.902737 -0.427961
			-0.839015 0.338694 -0.425764
			-0.688437 0.283273 -0.667653
			0.170660 0.729087 -0.662770
			0.839015 0.338694 -0.425764
			0.839015 0.338694 -0.425764
			-0.043336 -0.902737 -0.427961
			-0.688437 0.283273 -0.667653
			0.934416 -0.351756 -0.055483
			0.043336 -0.902737 -0.427961
			0.688437 0.283273 -0.667653
			-0.688437 0.283273 -0.667653
			-0.043336 -0.902737 -0.427961
			-0.934416 -0.351756 -0.055483
			-0.170660 0.729087 -0.662770
			-0.059694 0.399762 -0.914670
			0.652699 0.272866 -0.706748
			0.652699 0.272866 -0.706748
			0.688437 0.283273 -0.667653
			-0.170660 0.729087 -0.662770
			-0.652699 0.272866 -0.706748
			0.059694 0.399762 -0.914670
			0.170660 0.729087 -0.662770
			0.170660 0.729087 -0.662770
			-0.688437 0.283273 -0.667653
			-0.652699 0.272866 -0.706748
			0.652699 0.272866 -0.706748
			0.934416 -0.351756 -0.055483
			0.688437 0.283273 -0.667653
			-0.934416 -0.351756 -0.055483
			-0.652699 0.272866 -0.706748
			-0.688437 0.283273 -0.667653
			0.077670 -0.876461 0.475112
			-0.116276 -0.993194 0.001923
			0.642933 -0.764855 0.039979
			0.642933 -0.764855 0.039979
			0.623981 -0.722922 0.296579
			0.077670 -0.876461 0.475112
			-0.642933 -0.764855 0.039979
			0.116276 -0.993194 0.001923
			-0.077670 -0.876461 0.475112
			-0.077670 -0.876461 0.475112
			-0.623981 -0.722922 0.296579
			-0.642933 -0.764855 0.039979
			-0.116276 -0.993194 0.001923
			0.043336 -0.902737 -0.427961
			0.642933 -0.764855 0.039979
			-0.642933 -0.764855 0.039979
			-0.043336 -0.902737 -0.427961
			0.116276 -0.993194 0.001923
			0.043336 -0.902737 -0.427961
			-0.657613 -0.704184 -0.267617
			-0.839015 0.338694 -0.425764
			0.839015 0.338694 -0.425764
			0.657613 -0.704184 -0.267617
			-0.043336 -0.902737 -0.427961
			0.043336 -0.902737 -0.427961
			-0.116276 -0.993194 0.001923
			-0.657613 -0.704184 -0.267617
			0.657613 -0.704184 -0.267617
			0.116276 -0.993194 0.001923
			-0.043336 -0.902737 -0.427961
			0.080905 -0.686850 -0.722251
			0.000000 -0.511887 -0.859035
			0.000000 -0.689108 -0.724631
			0.000000 -0.689108 -0.724631
			0.000000 -0.511887 -0.859035
			-0.080905 -0.686850 -0.722251
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.959356 0.570089
			0.928381 0.429539
			0.947540 0.203179
			0.947540 0.203179
			1.000000 0.550368
			0.959356 0.570089
			0.052460 0.203179
			0.071619 0.429539
			0.040644 0.570089
			0.040644 0.570089
			0.000000 0.550368
			0.052460 0.203179
			0.928381 0.429539
			0.822091 0.339926
			0.804098 0.050331
			0.804098 0.050331
			0.947540 0.203179
			0.928381 0.429539
			0.195902 0.050331
			0.177909 0.339926
			0.071619 0.429539
			0.071619 0.429539
			0.052460 0.203179
			0.195902 0.050331
			0.822091 0.339926
			0.765707 0.245745
			0.654552 0.000000
			0.654552 0.000000
			0.804098 0.050331
			0.822091 0.339926
			0.345448 0.000000
			0.234293 0.245745
			0.177909 0.339926
			0.177909 0.339926
			0.195902 0.050331
			0.345448 0.000000
			0.765707 0.245745
			0.611121 0.249260
			0.500000 0.044448
			0.500000 0.044448
			0.654552 0.000000
			0.765707 0.245745
			0.500000 0.044448
			0.388879 0.249260
			0.234293 0.245745
			0.234293 0.245745
			0.345448 0.000000
			0.500000 0.044448
			0.912530 0.863794
			0.949825 0.845455
			0.897999 0.926758
			0.072705 0.924317
			0.035527 0.894284
			0.070381 0.883326
			0.895031 0.404916
			0.949825 0.845455
			0.912530 0.863794
			0.070381 0.883326
			0.035527 0.894284
			0.104969 0.404916
			0.855196 0.549366
			0.874127 0.622121
			0.953858 0.615117
			0.953858 0.615117
			0.895031 0.404916
			0.855196 0.549366
			0.046142 0.615117
			0.125873 0.622121
			0.144805 0.549366
			0.144805 0.549366
			0.104969 0.404916
			0.046142 0.615117
			0.949825 0.845455
			0.895031 0.404916
			0.953858 0.615117
			0.046142 0.615117
			0.104969 0.404916
			0.035527 0.894284
			0.874127 0.622121
			0.905273 0.663771
			0.958082 0.663771
			0.958082 0.663771
			0.953858 0.615117
			0.874127 0.622121
			0.041918 0.663771
			0.094727 0.663771
			0.125873 0.622121
			0.125873 0.622121
			0.046142 0.615117
			0.041918 0.663771
			0.958082 0.663771
			0.949825 0.845455
			0.953858 0.615117
			0.035527 0.894284
			0.041918 0.663771
			0.046142 0.615117
			0.881221 0.956055
			0.846307 0.903749
			0.912530 0.863794
			0.912530 0.863794
			0.897999 0.926758
			0.881221 0.956055
			0.070381 0.883326
			0.153693 0.903749
			0.116337 0.956055
			0.116337 0.956055
			0.072705 0.924317
			0.070381 0.883326
			0.846307 0.903749
			0.895031 0.404916
			0.912530 0.863794
			0.070381 0.883326
			0.104969 0.404916
			0.153693 0.903749
			0.895031 0.404916
			0.842904 0.753863
			0.855196 0.549366
			0.144805 0.549366
			0.157096 0.753863
			0.104969 0.404916
			0.895031 0.404916
			0.846307 0.903749
			0.842904 0.753863
			0.157096 0.753863
			0.153693 0.903749
			0.104969 0.404916
			0.611121 0.249260
			0.500000 0.176629
			0.500000 0.044448
			0.500000 0.044448
			0.500000 0.176629
			0.388879 0.249260
		</texture>
		<image name="yellow-momiage-t.png">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAMAAADDpiTIAAAAB3RJTUUH2QsaBwY1tDcUjQAAAAlw
			SFlzAAAewQAAHsEBw2lUUwAAAARnQU1BAACxjwv8YQUAAAL3UExURf7+/v779P766/745P724P71
			1/vtw/7suP7op/7kl/7ghf/gf/3egPndivTclPHeo+nUluDPoOHOk9bGldrMotDFpM3Am8q+msq8
			k8W5k8S6m8G1kriukr2wibmtirmwlLaribWpha2he6ibdZiLZJSFV46AVot+Vp6QaKaWabKlgpB+
			UbqthbKddaGOVpqGSqeTWbaneb6whsa4is3AltXJpNnOq9jOstLJrLStmtPNu+Pj4/Lx7fj29P7x
			yKuihYuCZrGniMK0iMi+obGuotXRxOvp5PPz893IipyTeM3Co9DGqqWdhcG8q9nWy/Dt5ObQi9nF
			idTBiNC+iJWNdMXBtOHd0+LMisq6iK+gbrauks3Ju+De2vTai+vTisC2mrmxm/Du6vDWir64pdHN
			w+Tg1Ojm4/XYgby4rOnm3Ovr64R9Z8G9ssi3iKikl8bArt3ZzOPh3Mu6hsO0hcCvgtvZ1PHVgci2
			hdjW0ujOg8e4hrawm+zRgt7IhLmzo8nFu9PRzMvJxOPLg8Cud9vb29rFhbGeZb+wf9DOyrejaKOL
			RdPT08K7o8zLyrObV8i0eaiNOqqSSMjGw9XBhdG+hcSsZ8LBvLWaR7uiV9O8d62QObewlsC+u8TD
			wrWVNbCPMr2gSLi1q7u5tMuyaLqWKcaqVta7aMGdM7y8utvDec2xWcenR8mkOObKeN3Aa8KbJNGu
			Rri2sde3V8qiJ8idGti0R+3RfNSsNejIaM+xT7ayo82gGOG+U+nEV9qyNu/Qb9amFNumCNaqJt2w
			KPHOZuvDSf7efuS8RvjUaLa1saqppei4JpqYlI+QjIqIhOGtE/TMVaGelH+AfXh3c+SwDuKrA+i7
			NXZ0bfHHR96wHba0q/fQXYiDd/DDPIF9deazF5mUiO7AN5GOg+3gufPs1vn27OfXqO7o1PTw5ezi
			xOvjy+Xatt3RrOjewezo3eHaxNrRtObgzerk1NrSu97YxeLczNLKs8zEq9nUw9bQvdDHsM7ItMvF
			s0gnyS0AANPHSURBVHja7L1rjJXV9T9+BpXbHERFBZw5Z+b7fl6dwUuA4cUhwEQit4nMZEDuMkA8
			AWZkhnM4h8uESUjA/BJnQtKgyQ/Sr5W2aNF2tN7QqkeNL+yLaiqmaRrE2tpq6wVEffHf67b32vt5
			5mL7y79Wnz2A1sopnfXZn/VZl71WqvF//qcRvprgi06uKSfnfvsD/mmTnEb4Qb8PvuA0NWYbs3Qy
			mbpM3frZtyxcuPPyN9+sWXNoy5YHjhw8ePTg0cN7Ds+bN2/HjvlLlrS0pFpSyfFOS8uSJTt27Ng6
			7/Dhow888ODDxx999NGzp86ePXn+/DPm7Nt34sSJ+vosfPF3uimby+YyGWewXK4Hfpgv+IF/yffg
			f8b/hk+T+Y3wZU6KbGisCYb9H2d++Lfvp8+hX/i35gQCAJr/wb/wcQAw9q+rW48A2GkAsGbLoSNH
			jhw8evTo3sOHdwMAlswHAKQSCHjHXIklS+bv2GHsv8cA4OGHH3r00VOn3rAA2LBvX31npzW/sUHW
			WDKjL6yzPyEAQHC/s79YMWNgQ/ZHABi7N5Lx3e2/34Koh4EUQCCLlMEMkEXzCwQy2YZ8naWArw8Y
			AGw5AhQAAEAG2JEwQPS0MANsnbf78FELgLMGAQiA/cgA9eZk5RgjZnLwlcOfOWf78AgILAOI/YkB
			8DYr+9+vPqPP/l0AAUIAcL/wv+UA9AF1txgA3LmTfMAhC4C1yAAJAGJOiwDgMADgwYcfBgJwDLBv
			3wYEAH6LGxkBhv/Z+Hmyf5z52X739+Tvdz4g41yAYwBj2/vF/H34VeK/ehgQBDAE5PY7ANSTD7jF
			MMBl9AEkAo7uYRew0QAgsX94WlJLAADzAAAHCQCGAc4CAMz9NwAgBmAXkAHzZ+Xqg/3jzN/nXeH7
			e3IKAQoA3v3P9Vj74+mGX+RjhAaUG2g0UAqdAFDAbFABRgRYH3B071EGQCICYw4SwHwEwF7UgCgB
			AADnz5/f/8x+ZgDSgI0GABmj/jIZsn5e+Ww0eqnPXt2S9QNoPmQBqwJT6ACU/fEzSmD7kjF9N5kf
			f+nzSAAZAIUIUgB5AQZAJss+4BYAAMcB7AISAIx0kADmGw8wz3iAI1oDnjxpPMD+fRv2NTgXkAEK
			YPo39nfGJ9vDr6U+B4I+hwEmcesC0P4IgZzYv6evROa3x4OA5YAcOAHQo+j/mxqVCGgwAJhtAHDn
			TvYBGAbsYQ0wP3EB0cMSYMe8tawBwQO8ARrw5EnUAAQACQLg+oP98wgAy/2EALS+PWT+PhGD7MWJ
			AlgDKPubf71kfjfafYh/Wgh4CMgxizSJAmx0cYDnA9agDzh4MHABSRjoHZYAWgMKA5wHEWAA4DQA
			MAAIQLQ/xvpsfTSecDb+nZNxfewEgOpFBaYk/wP/kOQffABZn7/gF/iBn+pBICMIgKg0q1MBGZCB
			sxEAQAGkAvdiFLA1cQGxx0kABYA3KArcjwBA+2c60f7oAHL5TB7vf549P4u27j52392OA5SQbyIK
			yLALsPff2t+aXx0PAaQmmzCdkMk6L6B9AKcCyAcYEWBcwME9igES+wdHBwFHOA+IDHD+5PmTBgBA
			AA2oATJIAJgCyBvz5+n+g21K4LfpB/3FUYHFwP2sA7OIAGEA8f/gPdj+dAaHBgctArrFD5AnwXRC
			jq3vIgFmgAyKgIWXMR0MADhIInBrkgeIOy2gAYgBjhoGQA34KNgfXADaX9IA9cgA5qD6I/OD4ybu
			Vsqtm2HglECfXF4JBAAAzgHg55jfwrd/cBCsT4cwQAjo0QjAlBJnlRwHeCKAfABQwB4GQMIA0YOJ
			4CWoAQ8fBA2IeSDjAkAD7mcGqGcGyJL9+foXUPix5+4O1Vu3QEAYoEdpuGyKM0AY/ufs/SfzwxkI
			IWBkBiIAMk9AQ1YFNMoPFwjOvmWmYYCdAoC9exUAEgQEZ0mLiwI5EfzoGywCwf4GAA0NmgHQ+xv3
			XxLh383Ou1tUG6NAPEFPnwYA+YCUCADk/x78CGv+AfgaOC0gsAggL8AIYB9A2aBABdaxD0AAHNQM
			kNg/PJEgQNIAZykIABfQUN+QAQbAJBASgLF/M15/G7aLbue/wj8hNdBXUipANLwPALr/5veJ+Y31
			B+gXBIFDAHwMOKAMeQErA5QKRB8wmwDwNYkAjwESAPiH0wAcBKg0wHnIAwkATBBorI8EwPYvgNlK
			3WT/qHQfsnF8hAMgmYwAAAGABIBehO8/mb9SMdavAAQEAd3WC0D4iU4gk2UdoMsBWQ4E0QcwAI7u
			3bM2YYD4YyUAAeBhnQZADQB5IAwCDAKawP4Z9v9of/H8yviDLnwbslpQ0kHEAMZMKZ0BAhwp+1eM
			/c0Pg4GKkAB+IEWDpXweOQAyChk0e5PTAKICJRn4NQBgkWEABMDGJZwISo47LRYAe0wU+AAHAcAA
			5zkK3NAgDJDN5Mj++ZLINmX+QRu76fhNpXEEASwCm6QARA6A7I+3n84Z+MWgwUdAqc/8zxsIgBfI
			qlSAU4EUCM5kHwAiYK8wQKIBI6cFROAOZgAuBYkLMATwzIZnTlAaIGMQkM2DB8jnTeRXiNx+FmyI
			AcUCSghKQpg1ANsfIkBrf8P7Fbj+/fiFRABqkKQgwqlkEAAHA1IuLPgFQV8EzEUG2LMWMoEbEw0Q
			PS1BO5BEgQCAZ9AFYBCA+i9rzG9+GPoveNZ3YbuN3RgENo/HMjBPIiDDAOAUkAgAw/7mxqPxzWEM
			mH9kdcAQOItSDwIgh38gdgAgA60KNCKg+ZbZ0BVyGUUAiEAEADJAS1IK0IcZYLEXBVI3iEiAE+wC
			MqwAmtn+wd0f9AN4cgTWCfQoBFAYGLX/4ABffnWIAwYGT0soAAhAJ6BVIGHAEwEAAA4EFx1dRi5g
			fsIA4ZF+MGCAvTYIwCjQSADuBqiHKJAoF+5eAfnfeX5rdxBwZP8Bm8GxEbzIABYBKQwBMJOsBICx
			tm9/g4DKGQwGXDRY6uhr7lEUYEWg5AIz+Tr0AagC5xoGWLZ3z2ERgYn9/TNiLfC8zQRjEJABDYAK
			sJAvyPUn41PaRh20/4DN4Q05HyCBoHEBAQGg/Q3fs9mL+MUIQA44rRBQKvSwCshmVD7YZQLyBgAz
			gQJQBCw6CBpgKwIgEYHB0WmAg34a4Dy1gxgP0FCfbUARgATQ3NfhsnZ068Ojc3hePVcyARkGAMYS
			Q90/Ev2P99/Ynn4QBioMgUGbEDAIgEAAEaBloK8CIRNwGQGwTACQ5AEiBxggthh8nlqCRQKAD8iC
			/Zv7Ch1yZ/XVB7FGvxAABlQWd8ghgBvDAACUA+zWBOBuP56ABAgCBi8EAKIAYQANAEkF3ckAOOg0
			QAKA4FAaYKuNAh8OosANGzAKJA2AErDPeIA2ytqS5cn87kDoLiQQFvNIBaILIAcgKWCK/8/w/S8W
			y0WFgYqHAPN5HYU+AYArCOowgH0AAeCKcQGrd89LGCDm+MXgB7knnNuBAAChBkQCaLNZm4o2/el+
			i4EBjwKGvKaePDIA3f8+UhPmX4ZPAgeAZh92EGAWsJ9qhEebQUDJ5gI4ElAtAVkFgK8MAoABVq9N
			ABB34jpCH4VHIW/oUpBlAFAApQ4iAHfxOWIH81UodIc8vqMAKgupMCCTy6Z6WAAa8/9oCLGEDoDM
			XzY/hwkHAQSYAgoKAJmsTwLwB63Lswq8TADYdXjt9qQWED2YBfCiQCkGy7vADdINxABoLhS629qs
			/fv9sK3S3x9ygPIBrq/PuIA+sX83ZQBOV1j/kfnLZQ8BRYUA8gElKwKaYnOBzbNn3gJhwFeoApEB
			FicMEDmcB9rqWoIfUu8C91NDaEOWGMBIAOMBDACG2gblzgZROyXwkAM4hRsFgIFANpeiHiCVArL2
			R/MzBMoeCwAC4CONDygVmntyIgP9OAChCqkgUoFfAwB27dm9PUkFxxwbBa6NtgTHeYB8wUiAIXTa
			Ay5oA/NYyS4JXKnlu1quDQQzuUyqjzIA3Wj/0+RIrP2Hy2X8iUAYBj3gOAAjAUMBPRQIZlU9IOsx
			wC0zZ6IIAAAsW712d8IA0SOJQO4IfUA/C5OWcPAAmaxIgEKJJKA4bRexcegu7vp0RVGAaudABsgY
			AHS7HjBJARXPkAIQ8xMG4DgIMAUUMBIkDdAYFASRAZrrSAQYAMxlAJAITOyvT3xPOBEAvgznJwGc
			BirkCQA2ai9yyEY/kAiEBLQKwJqQRwGpbnX/Bwb6tQLk+y8YIBggyvpZBbSxCMizCGz0RGCW48BZ
			4AOWggr8cpcBwPbFGzcmDOAfEYHQESppgFOnzr7Bj0L27eNmEMsAzX0OAGyxclHuaCjZTw9oGeir
			wBRf/yFWE1oBot174WsYf+0VCJh/Z4ABQHFAJp9lGeg/D6IwYNYtN4MIuAQA2LN6+7zFG/llUAIB
			OTwbYis+DD0qxWAbBLAEyHAUgIUgkgBGAaDPZut7ELAUUBmkDD6V8o3m67Gt/QYAQzadKDWAYvFM
			GVy+GL8XjE+/Ig0wBZjfAgBoxnoAS4DGoCckb1XgUuMDrhgVuBo1wPxEBOrTYvuBDnvtIC4IgBig
			nr6n0A2KGrCNZTsSAFi+18OAS+Crjr6h4H1XJmULyZRNYDWBAUAZrQ83v9ce88+cDxgaait1+HFg
			UA3IAAOQD/jq0ty5XwIAti/eMX9+ogG8Y6NA6QZ4mIaDnORKkJEAPBsmwxoA6wCr0AMYBmD70xfT
			dEQFSBzglQNSQ142sZ8lIIZ/lgC8A59uRYDLBWY1AuzzIFaBSAGXQAXuWn3v1sXLk2JAcFpaonkg
			mA2AEgBjgIZOfBhOtCouwEoAtn+vRUBIAa6XJ3jhmbI9oBUJJ+39Hxbu7+3top9dDIAiAgCzwS4K
			cNUgjwFMIDhr5kzwAZfmfvklMsDijRQF1Pynv+/flQMSoMWlAdxsAGKADfv2yWAAKQb3FTgKJA/g
			7N/LfsCqAEDAYGVkBhh09jcfdUZHAL3lYWt//OrqtQDoN8picBUmg40IUKngoDWcVCAD4MoVA4B7
			ty9evhFdQMIA9nApyE8Enj1rAQCVQIgBJRPcVypwECAAsHdVU4DNBQzYipAKA4gBqI3oNAPAhoCo
			ANj9k/HhMAVgJgA0QNtQt2iAbEb1BXsqEBlg4eWbDANc+fLzL+7dvnU5JAJqEvvbEzwKYABIGsBI
			ABkNIiIQuoF8ACgEEARcIGAbeZwKxFkBAoABV08gCSgpAP5Isb4ggMMAigNLcS7AjwObgQJuRhGA
			ANj98fKNGxMGUAciYg0ASQMAAPazBqTBEOQBciICoXqLiVu2f5dCgALA6YplAK8vTBhgAGtAaP8z
			RccApADF/NVYABgR2FdwXWF+Npj+tM11zbPABywFHwAAuPfjxegCEhFgT4tOBOpMME4Hol6Aepde
			hRcBJUkDWAawKq23VydtpXg3EGaC0P5NKe4mkTZASiiiAhiO3P8QAObzOrojXWH6ibBigDuXfnX7
			3C8///ze7dupGFCTUIAcTgRuxWdBNg8kEsARgGUAbAcSABRFA7BUEwQUvWQge4C+ob5uFQU0pcQB
			sP3PKAlgIODf/64u1gAIAKoGSSo4i4+NGyOJANAAhgIMAG6649KVzz7fZRhg+fL5F4EBEgLgY4fE
			UkMYvQs7K/PBpBAg31LQAD3sAgYGOA1kL6sL1j0NIF1cogEsAFaK/W1JSdmfPrIK9q9GADBAHQEl
			xwDRQTHYvGQAYFwAAOAfVz7//J9JGBCeFvUw8CiOh7EMwABoEPtzFNjjRwFlywAs1LUK5KYATwPg
			AzESgSs5A2RDAIUAy/7VrrSIAHOKcQwgCqAxUg80CJgFPuCmO+648pkRAZ9uNyrwogkD/tPf9+/O
			UYlAKgUcVwCANFCnBkCOOkKHVCaYGaDLcoAPAM4EBX2hOCUkJQ1lZH9QgSwBe4eZ/8n6ac0AWA2i
			WkAJEJDLZ21baAgA8gEEgNsNAAwDGACAD0hcAB/dEKaLgWd5QiRlAbJKAxRKkAkc1Ayg7msv87T1
			AewChrwoIMcagCLASr9qBOYqgLV/Gr1Amj9c8gAMgIgL8N8Hmv8WNIARATctRQB8gQC4OD9JBNjT
			wuNh5tmeYGIA8gD7YEq8ygMCAPLsAlADRADQ5alAVxAe0tXA+y0AKiIBsJWEGgF7e5X9wfzprjQi
			QBgAq4FDkAfClqBcXB5AMwAA4NY7bv/HZwSA5aABahIK4IM9wRvxXZgbE+yiwBM2DYTzYZUGYAAU
			SQJ0eVK9rF2A6wjp8xKBAgB5CYaFIM4BOfsDBaSFAcrKBUAUKAyQ9fpCNQM0AwPMufmmm+64fe5n
			n39y76cUBtQkiQA+kgjc6tWCAAD7z8uAUCcBSAOUuofasCNQASCgAA8AA64fQAGgqSnVqiWA+R2o
			APz7z+avdoUMACKQNIAuB3sAgNo1MgAC4LbbDQD++en25cs/XHIxYQA+La4ldJ5eFSEuYMMJ2BPS
			KQjI0cNglwgytO1J9hAA/ZoBPAA05QgA/dwJimng4jCnFQkAcP3T6bSKAlxDCLqAQANoCshZBmg2
			AAAV+I/PPvvin8wAEAYkCIAjInCrLQU4AOCrQLsmxIaB9CzIjwJGYIB+XwPoPHATMECl1QaBNgvA
			DGDvf9rGAREA9DX3+K/DGkdigJuFASgTlJSD7HG1ICwGHvIYYN8+DQAcDwSJINEADABfA0i6JqIB
			XBRIQ6ObLAO4xmKdAqgyBSAELADK/UUBQEe3fiBsNYAXBhoGAADMQRWIDGAo4EMQAcn9p2NbQr12
			AAYANQO4RDAGAfmSzQQqBhgNAAOSB/IqAcgAFf2wwMYAngKsei6g7PUE9ti3YU3ZIBcsDNA8u8MA
			4GYKAz7BRMCH81su1iSZADwtwdtwAsBZCgNhNEhnfZAHyktXuI0CgAI8F9ArbWEVWwyytSAbBSIA
			Wit+HpDqgOazMPyrivnjRCCFgX08JsYFghENwGEAAODLTz4BBsBEQJILphNtB3iI80C4KggA0Oni
			KhKBFAUMRhkgrUWAZoAhywCiAZocAPqtD1AeAMP/qhMBMRrAuAA7K8xqAOsDQgAYEWAY4It72QUk
			yWA6Ld6zkIPaBey3zQBWBOKAcPcswE8F62SgpAK9aqBIACEABoB0A/ZbDSgCQO6/0wDlkAFihoSM
			zAC3GwD80wEggQCclkg/iMcAJ9yiGGEAAwCXCkbeDqMAJwK0C7BRoBAAAMCPAsrF4V7FAIQA8gFR
			BoB+kJABghkRBAAvEcAMsCTRAHyoFjR/qz8neNt5AsAGPw+UoyigQzQAPwtwYQAnbIcVAKJhoAZA
			xSsGEwBsCGAdgI4Cii4KUGOCMmpzhO0Lz3ku4NbbbSaIGCARAXBa4kXgSXIBDgAcBZIIcA0h/cwA
			I4cBqhjU3dfd0xNhAK8fkJOKJgRACkgzBaQttTgGkKdhOXkd6vsA5QI60AUslVTgYkgEXEwlyWA8
			8S6AAPAMRoGdrhhIQQAxwNBIDNDluwAc9OsYoA/HxOH6z0YPAIAArAMoAkDrhy6gqDQAugCVC1Y+
			wAKggAxw81JmgHs//ng5PA5KEgF43JBIb0bcWQKATgTaPEChuU/mw+iewNhyEHcEUepeGsKEARAA
			AzJeBAEAGlDHANUgE+iJQJ0I8qoBoQjsmIMu4A7SAJ8uhkRA0hHAp0VqAbsDEbj/fEwmmCiAHoZg
			V7DtCVNhoIoDXRSgRMD9PYoB1KOgfuoFsRIQGUBVA9kFFCsWAJgIAgTY1TFxUQDnggkAWBCeTx0B
			CQJSXkvgHpUHQAbYEOSBmlADSFv4oHUBSgSkFQO4psBBzgR0e1FAAID+YQsl8gBkfk8DWhcwMDTY
			1l1yPYGZbDgjJJIHWHrbJQDAp9u3Y1NYkgig09ISTQQ5EXhClwJUJtB7G1jsja8Hci7QiIBBGexl
			wwAWgSu9RID2AIgAUQG+tqj0D0SrgREECAAK1gVcuv2zL4kBqCksiQLgeLsCPBdAS+M7lQvIEQOU
			Sp4GIBFAiYC0JwJsIuC09gEgAu9nBlhJHQHUEoRDASgGIAKw9q9qZsGm4IEhlwjKqTxANjtSKthr
			CpvfAomABAF+U7CIwIdO2UzgCW9hMOcBYE4wlwP7K8VABUZ9gJ4V1medAAJgRuuALQgWfQ2oCSBk
			gKAfAN+HZ0bWAEoEAgA4Dkx6guggA8yPqQXgusDABQR5AJ4QU45Rgb0uDJDG8KFBGhnt4gDDAOQD
			rAawEqDqkgBeO4CKAtriGCA2CuBE0KXb6X3o9uXJ4yB7WiIbw44bDbDtlIhAHQXkaFtQKW8A4DUE
			hCowyARUTqumoP9TchSALkBmg0A/iJcFAABEGaDsJoT4iSBJBcaGgTeTC7jCDLARWkKSKACP9zDI
			aIAHlQikKMBFgTkRgX4uuOzeBqW7dMROCDitZKCvA1MzVq5cyS9D8JWp0oBpXwOMxgBeMcBmgqGD
			NcMtYbMQAMwA9wIA5icikE6MBnAuALbFdfoMACKwUOjwGCASB4YVYR4cPmTfBrATSBn7tzoGGA6C
			wKrPAFJkctVAfhqmtoa4lRHMAJwGmGMZAMbEfMyvwxIIpLgW4KKAQzoVvF+7AEBAzmMANSRKksFp
			+inveBEBp8kHDEScQM5jABg11+t6Qcj+UgnwakHcEdQtLiDvRoXqrTHCAJwHAgaYiwCA54FLWpJJ
			UXhaUm5W/OGYRJCqBsOdgm9pj4oC5H2w1xOS7g1zQeHaN3YCwAAr4WkAacmiHwPUOgKo8mc6AJgw
			UFxAMCzW1wDNeaoF3UkuYBEBYHEyKMqeuI6gR09tMy7gpOcCMj4DdPN+j/5ABbIIsE/5i+Zyn3ah
			4JALBQ0CkAGsC5A8MJeBqpoBuCPMMI35SA4D22BCSCl0AToTCIOtmQHuvHmpYwAaE5MAAE5LMCgW
			AEB5gP3RVHCOmkJxVnC3HweWezfpVJBtCvCmRJz2R0XdbwFACcWIB6hlFagywTHlYF4dNjID4LsA
			eCA+FzXA2u3bk4HB7riu4Gg5mF2AEoE5tzFsSOa7i/fWIoAc9jDHAf1IABQK/khNi2MXwAAIYgB0
			AdVoFMiZQNUPIH3hLhuoRSC9CzAu4A4YFgmTwnYvTkaGuxPbEAIuID4PwKlAmwlSyWAlAshew9DE
			X/QCARkb/n9QBygGkISytAPDj1pfBCoA4FuDNiUCoxqARSAwwCwaEnPHpUtXvly2bDUPDE7CALL/
			CCJw2/kgFQylgAxrgEIhAAC3hivzs72G+1VNUHTgEG6P6e6zAOBHxsNeGrgWAJBWeQB2AeYTW50G
			KDgXENUAFATMVgwAI8NpYHCyPZBPVAQetw0h3oQouFN5zgR1dHe36XHxqAFcNlhyAbY1UMnAwR/x
			qAhDAhQGWgCIBEw7AhiRAWRQZBgFhJlAygTPxAEBX5MLWEsDg5OJ0XhiROBx6wL2R0RgjluCZFbs
			QKWdRQD7ADJ/VevAoh0a7JwA7RNGDWA9QO+wbgUhEZCOtgTKvHjcG4ab42wuOM4FWAZYCvOCv1y0
			aw8wQLI/1B5vX4ikgv08QNa5AH4XUKJFjwPiv1UqiK5r1VJAmV8Jn7ZTg3+0SnQAMEDrQH9Fd5Y6
			AAgDBLUg0QBt3pAoLQJ1NbA5P7sDMsHMAIuWLdtlGSABQCo+DLQA2O9VA6UYVMijBmiTYoDzAWx+
			yd17CMCJkQSBHw1xUhgBUPGeF7EHGD0KaAcGIBdQCERgBADNMiVqKe6N+XIZMECyPdCduI4g1w+w
			wX8bKokArgdLHNjvV4T1nSUncMbf/Mqjo4cMAFpbPQVAnUBp0YDW/jFRgBGBsjRIicCYcrBogK8u
			CQC20w7xJAxIjfQ4VMJA1RSqqoEIAHkfHLYEpGMRwF5AhQIAAegJbO1XBIAvgokAap0LSEf6jIgB
			YFy8vA/2igGaAepwSJQBAC6NWATbA3dzGJBKKCA1Qk+gFwbaVwHZXI5rAbYaZADQbnOBvVIP9oa6
			DKtHIhAKIAROIwJSMwwBtLscgB8D1EYzgX4eYMiIQJcJzAQdIZEoAF0AbI3g9ZGJD0D7ewxwhBaG
			+NVAJQKlLbzUIXvjKrabixMBRAC6gme9gHUD4AcABsAA7VJPpt/rFKD1AQCltLcuoNLKYWBHoac5
			l/dFYMAAMCdujnMBuD90Ny6QTeJAPC36YQingvl1MPiABj0nlBmAq0Fu15/OBYr9VRcHc8CZflcY
			ouXyqRta270H5mlXB6qNEYHlXukzIwbooERQLjeyCHQaQFzArj2wPnJHwgBs/9QILkCaQhuUCKQK
			e74v7zGAVIQ5k0tznaoy3rG3l2MBNz34NL0YHTgNAFhRLHrYqYoAcJlAC6WyYwBKBSsXEG6PFgDM
			hihAa4C9qxMARACwQ7sAOyIGGUBPis7kaGdQPsoA+haT0apqxPOwXfknOQFAQSV1A9u/bB1AV9WZ
			368FqFfnyAAgAvX78HgRKHMC2QVsMQAABtiaZII8ANC0eJ0KVgzABOAygfQyQO2O1XEguQBFAQ4B
			w261MC0cT92wYkVxnbN/SAC11bim4KIDQLdrCsSu0EaFgIxiAHIBX1sGmIeZoCWpJA709kXs9YdE
			oQhsaPDHA7iHAd1DgyoO1DyeTvO7Ljvp30Gg6EBQ7E+tWLFunROA6S6bAqrVGkD3GSoAtMnLEC8K
			EAQ0ZeLyAAEDJBSgZkWvjRWBJwwCMlYE5skFwJCY7qEwEVBWLqBKPkCG/ff2KggM98ue6dR1BgAq
			ekhLDGglQNVrCRQR2N9qlwf3BDNioi4ApoXPWcgMAADYZRgg2SJv7Y+jgt3iWJ8BAAC2HJyThyE6
			ChhohddB/c6TkwQgU9Kgb0sCDIEyrYcvlodT69at26SkQ1fgAEYUgcIAqiMkG6rAaCYQFggvWrZs
			DwFgSSICCAItigGiIlDWRUgUwC1BpRgX4DMAuYBqAAHYBC074YfLqes2bdrk7n8XNwLGiEAfAP2+
			BvDfBfiTQusMAGbbMHANAWDtVkwEJPZPORE4jxngQTUsWuUBpBQgqeAO5QJUMti7yQICb+cP7oIZ
			7sVRIMMpY/9Nnv3Tnv1DEejyAP6MmHw4LVhEAA2KtHmANeAChAGSOFAAsMTtizgSEYGaAVRLWIct
			B7aOxACMALXuoUt2yshJXbtp0z1cPsDYwfcAtdXgcbBNJ7RKGKhEoNcQaP6T7AuIAGCvMABrgB82
			Btys6LVRBthvXUCGnwUgAzT3FEo+A3gAIA0ges56gi4Hgi5+SGYAcI+9//ibQvtXtQdQGqAyiLlg
			fhggs0I9DcDbDaQp9M6llgGgGJAwgNgfReAOzgM8IACghoD9UQ2A48JtGDg40FoJ64Gs5vlYElA0
			YE/qnnvu6Zpm7386dADVYECIe2+ImcA2Xh1KeYCgIyzeBVxZdJABkKQCGQFKBB7lvZGyOjgCAO4I
			w40BtEB+ULa+x7qAatXjgLTiAfy71LXT7knb+2/+zdpqbbwLiAMAaYCCagny+gGQsVAEclewcgFS
			DkzsHywMOfrAw25ljISBmAeQRJAuBkkewHse5uwvqRxmgaojgio3jxoATJsm5kcI1EYZQPUXuSjA
			lgP7qCs0lwnyQJYBMBM4ZyEA4Ou5azwGSBJBajyALA17QLuAZ7QGQFGVceVgWh/cGkYBnAhUybxq
			gACHBACAMn96JAaIhoHSF95tBEkumBduX4fKuHgDgJnoAr4mBsCGgB1LqC84QYAUA3FpGG2OlZ6w
			/dAU2KBqAeICSASyC1DFgC6tATQGdFogbSGQmjJt2tRpzv4RBtCZQG8EsacB4jtCmvxagGGAryAT
			uIgYIOkIsfZvadE7ox5QADhpXAAXA0QCZCgP0NwtIrAibaHFiAsIEWAxYJGQMvafquwfywDe0kDt
			AoawISBuQoTNBCkRSC5grtUAiQhkBPDDIADA4YMuCnhDMUCmXlwAp4JLhQ7pCsVU8CguwLoBi4G0
			LILoqiIDOOtH7e9rgLLvArgpMJoIimoAFoGXxAXsTsJAsb8bEbTWuoCHFAAwFZjxNIDtCVR5gBgX
			ELWmAgE5d2SAqWj70QGQjmMA7AixT4OiDJBzDGA0ALiANcoFJD1hFgG2IWivbI5lAEgcCNWgjHMB
			BYkCVpEIDBkg1AABEaj5X6kpU9kH1NJXLAD0vhjHAAOrYEREqeSigEwQBuQyLhFEAGAXkGgAz/7U
			DkBb4454DMAAaCAGyLp+ANcUipmgSBQQk9QLMBAwwEgA0JnALigFlKmhgBZRIQNoFxANAzMEANYA
			4AK+TERgFABqaRgxwKNnT71BfcEnjAjIQiZAhYE9Bc8FtEcSQbEE4EBgOz0MAyAAakdjACcCyy4K
			IBcwJHmAXLwItGHgLADA0q+hKfDgsl17doMG2Ji4gFTQE6pdgE0FUhiQUVvjKApsk9ehMdVAKgVE
			DWoNa34xZq8dFwBcQ4hbSs09YY4BcooC4hJBMy0DJGFggIBgPIBjAAkDuClMicBCvqMEiUBXDfyW
			AAD7m6+pBIDasRggUgzituAhKwKxGJALCICLQQEDgAZIOoKc/UMGeNiKQAkDTqAG4G0BTgRSQwhn
			Aov/CgCm1o4LAOHDIMsAg0NtpY6+yPZge3LCAM3EAEuFAdYmYaBCQORpoIhAFwcSAtSsYJwP0KZc
			QLEfJwR4rX3pMRlgHADwegLLvI2uWHFNgX3oAsJ54dIRRJNCZyMAbvrqKwOAK8tIA4gL+KGfmHch
			6ALekI6A/ScMArL1qhgYCwBZHodRQBc97RvL/unxuoCRGKANesJsV2jcqFCfAbgvnN+HL0l6wlIx
			4wFYA5x6g8IAVoGZenSyMiGGJ0W6aiBrgNHyQDH2Hx8A/DwAPzAaEAYo+XPCdFt4VieCbnYaQBgg
			GRecihsWrhnAqUBdC6BM4BBFAStdJjDoBxmFAcja49UA3qhoHD5ZqYgL6FYtQU0ZTwWyCLQMgC5g
			LpaDMQxM3gUIAiIaAAHgqcD6jGiAvIyJa+seHKJioBOBfnv/WDHAOKMAVw5WiaDKgJoXHoSBrimQ
			8gCz8HnwTZfd8+DdFAYmAIjRAMoF0AJxVIHsAiQMlGHB4AIGVEPIWIlAPwYYjwuoRvIAMivWcwF5
			82fLZqOTIpEBmsUFiAhkBpifzAqNHRNIYaBiAHggighQL4MwEbSK8gASBfguYEwNMC4ARESgoYB2
			1RNm10fndD9A0BNoBwTYIUHAAEsSDYAIiE8Fn3rDCwSRAJgBegp5PxXsEkHfSgROtQAYyf61MRpA
			RCC0BeulMbk4EZiTTCAkgtSECBwSlCSC0P6aAVwq+NE3Hn2DWkJYBWYaaHVwxj4MGdL9AFENMLYE
			kCigdurYAEjHZwLV06DcSKlgywBLCQDgAtZu37ojGRZrEWCbQpULABX4hpcKwp5QNSvYPQ2LFYGj
			IYAlYMQFVGNcQFVXA5kBipX+QAPkYp6G2AERzR4D8Jy4xfg28Adv/hHzAG88SokARIABANeDeUCI
			SwXbjiA37H18GrB2fAAIXgfrfgDaPmHDwFwYBbjn4d6QoC+X7VqrGeCHfhwDzHMTYogBzp51qSBw
			AU1OBcqUsEG/HPytXMD4GCB8GVRUQ4KGhtpKdmNALiwGcNTKDSEaAKABkoHx1v5+UyjnAR59I1SB
			WasBepr71OtgNyCAowAJA8dKA45XBLqXQbonsNVGAT0xbcG+BuigRFA4KTIJAwkBS1pio4BHUQMQ
			BUAmABlA3gX0FfyOIH9CyLgIwFDAlLFFYDWuGqgSQd7OEH3/m4QBWAOEDJDMihX727eBwgAPPUwa
			4A3dGAo+wB8Q0SZbg+zSv/FqAMsAU8ZyAbWBCOyFPBDNnLQagN+H57xBcU4E8sqYuFmxSR6AEYAT
			QnwGQA1w6o3zSgRkMo2WAfL2aZgdFakTQWMzAMSAU6eMUwTGvgyqeCKQu0Ib40QgTAt3DHAFROC9
			W7cu35GIQAGA9zTMagBwAb4KbGIfIG8D27wRIV4qeNRMkMQAhgGmjjMRFEYB1A8w6F6H5jNNmdid
			QRwFMAAuJS4gxv52QkgYBtpUECUCGpssA9DKEBsHeiIQBz2MywNwImgsANhUoC4GCQPYnSGhD+Co
			tbnZDQq8gxhgTwIAHwEpNyBCuQBIBQoAiAGAVUUDlLrDjhBmgDHzQGkbBE4xDDBlHCLQhYG9Ega2
			B2Fg0BDguwBaHYsAuHTFhoHzk0wgI8BlgtzjUBGBWgVmJBPUk5cxcUOcCw4ZoJoenQAwDThlypRx
			hIHVoBo4YiIoCANkRExeMcBS1gCJCNT2DzTAg04DnD1rX4huaJBigEwJs12hGAb4UcCo7QA+A4wF
			AL8apBJBuD3YE4G5bCaGAXQUsPTSJQuA5UkmUANgSTwDvHHSiwNRA2R68vI8XF4G8OvgcUYBzv5T
			xtYAI0QBLAKHlAjMjRAGYiKI98Z95RggyQQ6BCyhcuBaGRABXcHG/k4EaBfADECpQBcHxrwOH9n+
			2AwyZVwM4L8O5n0Bvgi0DQGaAJr83cFucSAC4N7tWzcmABD7+02BD3phoOsJsXGgzgTpODDIBI4j
			CPyXGKCoZ8W6KABXBngE4NbGMQBgefClK1cWJSIwggARgXtUKtgXgZQJyjbl7fboQrdqC+1XWz8I
			AOnx2H9yaup4AODlAYoqEziowsCgKbDJFYPU8uCvQw2QmD+yOdTlAXQmiDRAIzCAQUABdoeWbEuI
			AEAVg6qjIkCCgCmpaaN2hI2uAQYwDBQRmAkpwInADmSAm5UIvFc0QM1/+rv/XTiqHHj0oNMAp3RL
			iDBAxrYEFbptQbiVmgKNhx5HS5ikgUACMAOMDQBZPRKUgzEKkFmhufBxmJcJxI6QO75iAKxNGEDZ
			H8uB81VX6KMP2TDgpJ8Lpk57WR0p1QDKBNm3gaMWg1wp2NgfATAOCRCOiStKOdjOicuHiaAmBYBm
			ZgDIBF25ggvklQb4wR9JBGzVS6PgceApFQVswMdBTZYB8GmIVw0IwsBRNYAEAQSAcRSDRsgDkAso
			uGJQU4wIzM/uwFRgwACLkzyAHKQAAMBuYQBPA3AeoK4+Q7ngDA8LpjFRQy4RoF4HjxEGigYckwHs
			mLCudK8SgUXlAvxUsEZADAN85TQAVQNrEh/gpQL106CwKYymhNhqECQChrp1GBAAYHQNOMW6gFHb
			AcYWgd2jiUBkAAOAjjnwNIgBAC5g98dJIsge7AhZQnPibFPgG9QW7IvARtsUVAg7w8cJAJ0HJgDU
			jq4BIy9DnAikIUElYYBcwAAZOyUMGGDWzR4AEhegj64GHYlhgA37+XUYddnJrFCvKUgDYJRysDwI
			wCBQXMCoHqAawwAGAa1SC+gomT8ND4v1EkFNqhjUYUVgAoDosSMiDmMmiADwBsWBJ70n4k3IAHk9
			LlgnAnBnUJq3f46RBzIuYPK3YAAMAxEBxbJfDSzIrNAIAnLqYYitB98+12iAL+7dvVjyAAkEpC10
			q2WAhyQVrB8IiwuwHkDiwNAFdI2aCFJpIAZAemwN4L8L6C/qTKAaExYgwIlABYAIAyQASHnPQ1VH
			iHYBG5wLkK1BBgGuGuAVA0apBnlpoMmTUqMTQNzDgOIImcCceh7K/QBZnQq2ALjy+bJEBPqH+4Kj
			xYCzZ8+eV4/D6r1qkGyNGRwYdLngsVqCtAb4FgCodkVEIGkAGBbcox4HRsIAYQAQgXdiSxBFAYYB
			NiYagI83LVhEoE0EiQuAG9Wk4kDsChMR4JcDR04E2VoweoBvAQD3OjTIA3T0NfdQNRCeBmUcAdhi
			UH6WMADXg8EFbE9cgDuOAXhtGD8MOXvWawmrx5agjJoT5e8PHk9LkNKAUyZPmpSqrU2PDQBvXnxY
			DmYA5MdgACUCbR7gYvI4lE5LmAvWfeHn99uBwfX0OjDnVKBlgPbxM4DLAiAARmeA2hgR6JeDO0oq
			ERRoAGkIgGqQ7QoFAKzezkOiEvvD4Vwwu4CgL/y8MAC9DyYGKMDbkEJ3mAjQDFAd1QNMFQCMXguk
			REBXzKRI2xJWKpALyERfh+a0BvBdwG50ARcNAJKCsDktS+hlgCoG8PPgs2B/3wVIIqDUwSvkdSao
			y2WC0vH3P8IAY4iAmBEhzACcCu5TDBDnAvKUCOK2YGGA7cmYOHVcMWCvzQU/6kQgL5DVz0O5HKTj
			QM0AI4UBXikQAKAJYGQAxOyNo0wgpoKbeVRkLhvNBcf1hH256wsrAmsSAKSCTJCUA0+pWtD+E+AC
			GjwRyJmgtqERcsEji0BhgEkkAscCQDWYEOGVg60IHOF5MLUFc0fITTdZBti9XTRAggDVFxytBp0k
			DXACMoFZZAAZFYhNYVIOGm9DgOcBJk+amBrL/rXB2zAHANcRJJnA8G2Y6wlzGuArjAK+ABG4nGsB
			iQiQatA8ywAP+3mADXpxUE4XAywDtEarQSNpAJsJnjQuAKiNAfEisEQMkIlkArNSD55tAbCUXMDq
			e+/dunx5IgLtkUTAblUMEAbAUZEyLrhJbY+1T8QHIy1B1RFGhEAQoDXggvG4gFADlINEUEm1hI1Y
			DrQAuH3ulc+XfaFcQHK814F7vWGxtDeIhoXWZzEK8BigFIjAsVqC9LNABsBY9o/tCZPHoSgCC8wA
			GAVkohrA6wv/SonAjUkmUI5eGQDFANsU6A0Mz2ZoDQ8vDUEXIE/E+30NQC5gzDzQvwSActzzcN4a
			FKUA3B6NDIAtQeICkAEuLknKwXjUy4C96nUgMcAzkgiMYQCbC4a+4JABRgDAVFcLnDg2AMJRkQ4A
			rdITWCjFt4R5LqCZogBkAOMCKBWMLiDRAKmQAezSGNYAz/C0YNkfqx4Iu81RoQiMpQBJBHIW4F9g
			AH95sNcSFp0S1BS4AJsHoETQxiQPIEcPDD9ic8H8MuwZVwqQpQF5fBsEeQCeFcdRQC9ngqrxQ2Ko
			EpSWfrBJC74NANIeANzzcK8jyH8gbrdGyf5wxQDbk5YwdXRDwEFbDpRE0DNUDZb9sTl2AfmRGACs
			FZ8I4F4AYYBv4QLSYS4Ye0IHu9tK3aQBcD5A4AJke3QdaQB8GHD7XBSB4AI2Xkw6QugEjeG+C7DF
			QFohn/NeiDsNEBMGxlOA7QaYNB4GCMdEuREhA97LIJkTFzwQhkSAJIIUA3A/wPykJ5BP9HUgU8Ab
			56kUADtD8P5nc2prSGkEBuB6cDrG/mkvChwfAKrpcFQkMECrfRmk2sL9adGsAut4TpgBwFd36FpA
			IgLl8Atxrx58ineGGA2wj/cHiwtQItAmgir9/uLAakwqIMgDTRw/ACLFAN0VLHmgXCYbPy9ctgfb
			WoCLAhICwNMSvg2C56FWBG545sSG+nqlAWhUILUEdQfFIN8H+PaXhsBpXAoavwuIMoBzAd7DkLjG
			8DraHEhRwNy5Vz7ftVoxQHJSNhEwTw8MtwygXUA2ox+HOREoGqCsVocGBWG2JIjAacIA14wrCkAG
			CABgKGdQGEBqAZmxGICaQskFbF2+cWNLkgmk0xLbEEAMsP8Z2R5b71bI44wIOyYoLAe7WaFVbUgC
			gGGAaTYIGBcD+BMCevllyAAzQIfVAFEJQLMimQFmSh7A9QSSC0hEgC0GUFMgPw47RcXA8+gCGqwI
			zESigBgAcEOADQOqHgCmTpkGCJg4HgbwG8N7oxqgY6Q5gRwF+AzwlQAgGRPnH2KAxf7OCHQB+09u
			EBeQ1fVgPxOoANBLj8NcGFAVHuczbdo0YYD3x3YBMblgA4BKvw8AuzhQEMDbg4EB6vLNdbNIBNLj
			0M8VABIPgKdFXgaonRGn+GkgBAH7KBGY1QuECzEA6FVNgTYTEADAeIBpU6YTAL4tA3QpDeAvjYqp
			BiIDZIUBZgIALoMIBAbYvX27AUDLkmRGEB1uC17svQ5kBgANsK9BMQCrwOae2OfBvQoA6aq1Pmv5
			qeYLGWD6OBkgsj6YqkESBXRbAMS7ANYAs2cbBjAS4LIbErU4YQB1eELADm9lwNlTb0gmGFyAtX9G
			j4iIfx/uqgFpsX4VYwPzc9o9BgDXTp58YdLE978VA+higGwO7W7rIwDk5VlAUwQAxgUYAAADXKbH
			obuAARYTAyQAwGObAmVa7HEGADLAM9ASSNVAnQnCt2FtcQxgw4C0u/1dnM1J35O+B1zA9EkXxscA
			tWEqsKgYYKhDd4VHwkAirPzsulmzZ8L++Ms4KnbXLqwFAQMkmWA+9D54q18P5gXyz2zYRw1B/B3N
			qREhDICK0wC9HgOkMRyQvU/GhtO6pt1zz7XXGgRcmDjxz+MHQBf6ABkYbzVAtxcGZgINiH/cOkMB
			yAB33nn5Dlwdy03B2BCU2B+P7QjZjSLwgYcfekgYgEVgfb3YnxIBgIAOGwZWAgao2lxQ2hE4L/65
			p8sAYLoBwKS/fCsNoDNBHgDyhZgoQMeBdc3AAAsNAGhjiHoXkjQF89HLI+2EAHwbCu0A+06cYPtL
			py22hNl50bhAHAbG99qOEAsAZn+e9If2RwBcMC7gr+MEQCQVyADAh0H2XUg0CsQ/bZ1BwGzjAQgA
			xAD4OjwZEOKOWx2nesLIBZAGoChAEkEZvx9gYDCiAbpc2N/ltn7hlJdNmzYBAKZfiAJg1JaQNEyK
			iwDAGxOn7r/vAwwAblloNCCMCl7kjwlMAABHzYs+bF2AAAA0QH0DewDbEwYaoDvUAEEYkCblXxX7
			9/Zugq9N1143ffoHFy785a9/HgcA5H2ozwCcCm4rcUeYRAFRF1CXqSMGuHznV4YBFi3CdgCXCExc
			ABzXE7ZHd4S4anA9ikDeHpqTx4ERANgooIt9v7r+xva9vevK69atu+666R9M/2icAPAWSIcMYDSA
			6gl11cBGjQCjAW+ZeYvxAN98tWbulWXJsPDo8abFHhEGOEsaEDLBpAFsHgBFgJ0XrUaF6mJAV1qu
			f9pufGL7GwAYBvj7X/86fheQdp/CUQBWAwulgp4PIAzQyBjIZOoNAdQZABgPcPmyCQK2LLJLw5Ig
			wJ2WmHHB0hK475kTVApgCOSkGmQHhkfzAOwDuvSg502YxFtXXGEQcP0HH3z00d//+s9xuwAHAMsA
			th2gEH0bqhjAuIDZdbcsXLjQ2B+iwGXLTBS4dfGOjUsSBrDHWxlw0LUEeS4gG1aDIrUAFQag5auW
			/8lw5RXlFcUVK1bcQAD45O/jBYBVErYhoOJeh7uWsJgooD5DDAD2v/zNGgDArj0cBCQAsEeiANUS
			5ADwjKcBxAXoKMAxAJUDJRBUs316gf1hvE97+4obbrjh+us/+Ogff//ki2/DAPaTsBw8YDWAagiK
			SwTUNdTV3WIAYCSAYYAtAABaGYUaIDl0/AXSPgNseAYkgGYATgTElIPd47AuN9nFlfHb+83XDa3G
			/tf/7W8fffnJJyk9I2qMVGCawshQBEpTsGYAt0I402AYYP3shccWXt75zddr5m5ZdtBIAJgTylsD
			Ewzg8TUAlgNPnTpFLYEmDGzoZA3AYWDGbg8VAPT3y8oIKwKCGc/m/oP5W9tbb7hhxvU3/u1v//jo
			889TnCwYOxNEYoJzwVYDQFOwzIfw28IJA/XIAOtnH1u403iAr9dsWbRo7661a2VxbGJ9PrE9YRQF
			kAYgD5D1+4J5WGwMA1gA2CL+OrBae3+ltdLaesOMG2688ba//eOzzwQAtYKBUcJAXQ5UIrAkr8Nz
			cZlAoADDALccW7hw5zffrDEAOAhBwNatO+YnUaA+LdISdFh1hZ6VYuC+eBeAQ4IcAIQBei0AvFbu
			Ff3tlXZj/tbWGTNuuPXGG2+//R9ffplKe2d8TWFFKwK7hzrsiKAgEYQQqAf7NyAAdl4mACxbtmet
			BUCCAD5aBDoGOMW1IMcA0hEiC6Q7HANUZHEcUYA1v2viMQCotA60rpxhEHCjoYDbP5sbAmCkTUPp
			qicnbB6g228IUggQCqg3CFhvAbDFMMCePWvn2SAgOXysCNyt+8ItA1gNIG3BmAsuEQPYp2H9ZRsG
			WPN3YfYP9V+rsf9KODPMufXW226//cqVFKWLJHNcjUdAkAjghpDgWUCQB2h09q9bf2zhXTt3AgFs
			Obhs72rDADt2JFGgd1paRmAA7geptyJQ9YT1OQYYsKsjy44BHAGswJkelZUDaH+DgFtn3HobTGtJ
			pVXhIC0tZCNVg+I0AD8LyFsGaPRSgSYIaDAEcIwlgAHAnj27gQEM4JMgwB1kgPn+ygADAOwH2feM
			ZIKz/oSAUoEmRXI1sF8DwLM/zXQx/L9SAGAY4I7bLhkAsFpIqzbCdDU2DPC2xvRHekJzIzJAw/pj
			x47dtfObu9dsOQQacK1xAUkQEJwRGIDGQ6AGUAyQU/uDu4f8YoBlAJUBBNFm5F/FGB8gsIpcwK13
			3H5pbqpLxQyqjawaEwboedE6ClAi0GqARvpZn21oqNuwfv0x8AAH1hwyEmCv0YDzMBGcNASqw23B
			bm3QcYwCMA2wn/pB6p0LoDAQ24K9jRECgF4FgHIZEwAVcQCrVs4ABNxkEHBJAMAFRFg108VNxNVQ
			BFoAIKNUQhEYLAwRD0AacPOxYwiALYeMBDiMAEgkgH9aqB68dd5aZoDjzgUYBuj0NQC7gB7dFOjK
			gb3a/qgAV/T3iwNYBQxACLjjjtsNABxcHAJiKMCbGO5pAC4Hh9VgDgORAcAD3A0McIQYwGjApBTk
			H48BjsrLEMkD7auvd1GAvLjM50teT5gAoKwYQL3jAA8wCAAg+998661L7/jqUqq31yEmDbNFEALB
			y+KIBvBEoGoICRjA0Fa9kQCGAQwADhwADXh0L0oAZIDE/va0RJoCPQZQIlA9DSn0uKUxuiXIUYAt
			3ooCHBQAzJlx682GAi6l5Hf0agikfQT4MyLKvggsBOsC/IaA+oaGBmP/zQiAQwiAw6wBEwbQp6Wl
			Rc8K9QCwT+cBdC4YR4T4i+MEAL2udFcGBdA+IB7AfK0y9jcUAANbUuVimWjDQiBGBkREoDAARgGq
			J9A3f6chgPqG9RvWb77rrrvvNh7g0BHjAQ7vJgZI7K+PehlCPWHHH2IRaADgiUDOBXMmKKgHswok
			Y/aKB2jHmV4UAcCZAQi4+SZY5JmCCnFRQyBtMeAgwMUApwFcIkieBeRhln2EAUADrN+wefOx+wwD
			PLjmyJGDRyEISCoB0eMPinvAMYB+FmDzAFQNKOmWoH4NAGSAXpSA9IynFV0AeoCVbTPaZqwiBFxO
			QQKRIFAW6oBh410+CZAI7IoVgXEDQhwDGADshyjwPnABR5AB5s0zYmdJkgbQx9cA0BIEDHCKGWBD
			RANkxAUU7JCg/opmgF5LAGVoAgAJgBpgFZ0Zc+YYBNx55+UU/D6ETlBK5HSAPDD3JwQUaWHIEOYB
			eHu8PyOKE0Gd9cQAd92388CBBw+hBDiMpaBEAvhHPQxQADipRaCFQE40QKlAuyN9DVC25ndloFYb
			BKL95xgCgBUud96ZAvmIIDC/1w6YwG6yqp0xMmIYaCSAZYBwPAAAoBM9wPrNoAGPQxRoGMBowHlJ
			JSB6NAOgC9AaIEYEchgQtgQVhQEcAFZgFqgVNQATQNuqOW0GADcvNAAYGKBaotOQSgs6Bqh6ACjS
			iKA2TAT1cBgIY+G0/UkDGhdgAGA04IEHtzwgQUASBYbHY4Cj2gVgP8iJTmV/jwI0A/RbV872l0cc
			mAUgDYD2bzP2nzVnzsyZC1Owd5QgUIk0lnexBqhWvXqwuAAvDKRqYMZPBAEDbDAAwCDgYQgCju5J
			GCD+aAY4ygxwatvJ89AVvs9VA60LyEAU0BfjAowBywoAUgcAFzCwSgBgEDBrzqxZM2emQELA47KK
			DiTFC3SJC/AeiPsAoJawTPg4WEWBmx0DHEUAsAZM7K+OMIDqCn3ItQRCKth8P70wIOcyQQEAytoD
			QBaA84AD7AGM/dtmtc0y55ZbUpBJHOJUwoDtKurikdPkB7QIZACwCxgqdXgTYkQFCAMYD7ABPIBl
			gL17KQ2QlILC468PfsC6gBgGsADooeWhEQawZ12ZCwE2CmT7t3V0zOqYNXv2LalumjhukwnYVSJS
			0FYHuSkwZAAtAmNSwZ2QCEQXcJ8BwIOHHjhyFKPAJAiIHnkdym3Bh6gteNt5igJABEqbFW2QRh/Q
			1+MAMBC4AAwCeZqHLwKRALpnNc9unj17dqoENeUOvYMYlaS8LbDRoDclSANAlofnvLWBFgAbBAAP
			QxoAXMC8eYsTFxA9nAiyqwOPP/SQFYE+A8jIePOjRABYZUUgM0DZuoB1kAcUETi4so3sD/e/ubm5
			rq4uVcqX+gowc7a7TRJKRY8DunwJgABQM6I6+sQFIABUR2Aj5gFPYBDADHDw6NHDhxMNGHvUwwCs
			Bx8/jiLQ1QJEA1A1kCaG4/UdGlEEll0zELkAIYCOjg7Y4lGXr0vJFlJDAm0yaQA/xVKAzBlxACgW
			FQCkH8ArBwsDGA+wgQBw3ADAMMBeA4CtIAKTjuDgRFuChAEAAPEawFxeWwxwAHAiYBO3g1fa+1cC
			AlgCdqD9DQFk6hgAOHKqw+MAJwRDAJRJBDoXoJaG+ZlAAsD6zdscA+x1DJDYXx/3PtytDjQMgAjw
			XUAGp/BjV5iRACYM8DZG2CigVzFAf0WqwUgAZP+8uf+ZTMo+NOrBBkMPAR4HRBlgaMgxQPAwSCQA
			RoH7N9+HDPCAYYA9xABLkp7w8HBfuMcAZ7dxLYBEoM4FIwX0lHrio4CyQ0CR+8EqFAW0IQMUCs1g
			tEymAQFAGNAICPdP6SigHIrAuCgA7Y9BgHUBnAc6nBSDY4/VAPMUA3A/wL59ERFIKrBUKHR7DKCi
			AMsAK6QfxATuTABofwBANsWZRewxMm6APozXz9hRE5gQ0O8C0AUMwYgg80foiTIAUUA9uoDNm4kB
			Dj1gXMDhJA80wuG+cJgVepibApUI9IpBTbYcWOpjEUjarT+WAfphsjMYzHiAwTaPAAwAcLVX1iKA
			OEA5AfIB/rsAGRYebAwiCSCJIMMAnZwG2HbX3eQCIArcnQAg9qjtsUexHMgiEBlgw4lOJQLBYFQN
			6nNDYmITQe5NeCs0hKwCBuhmAqCxbim0WJMsIyMlaGWAN3BMpQEcA5Q6qCs8E64MsqUAwwDbyAU8
			wN0ASRog5rjnwTQq8kFigLOUB6B3AZ4GwLZQSgShyQakHyAAwDpe74EAAAYA+zeL/QEAOrTIA6AG
			Y5yAnwiUZwHdwAAaADoPQKUAzANtM/Z/GBOBFAQsSTRA9IRzwo5bBoAwoKHTMUBTxo6K6ytFNEBv
			2QMAJQKAAdgFgAdgAeABgHf8GRkAgEIK8IYOqoUB+l1IRynPxaBYDXBiw34KAykTjHmgxZgGSOzv
			H+UC9mBXKLiAbVYEKhEgY2IgE5gPwsCiVw42YFhXlFQgqPZVQxgDWgegACDbPUgGcCTgjRvRDKBX
			RxdkQEgwHkIxwH33HT9wQBjAPgxNjj7eqMiD3Ba8zTUEaA3gooAe1RcOIlAaQroIAevsol9yAR4B
			xAMgDwBoM5/X3q8WkLhhwx4A2uyQMFcNbrKZYFsM3HafEYE6EWi4LnkXGpwW1RW6F/vCgQG2nXdt
			wYEPAAboK5VK6nGgYgAqBTgViAxgCAAlgBGQZP5sY8qf6YgU0IE+oOLtILLjRr1McJswwEiJIEMA
			2BF4n58HSiRA9MQwgNEAAIBnpCvUicCs3R6q5oXrdwG6HwAYAFX7AGQBCh3oslmweQAgFdBnAGBV
			gHMC+rUxA4AkgNsc7JUCXDvA+m2buRRAtcAkCow9uiME68HHH7qPAbB/X7QrlOi6p+AYwO8K7hIV
			WLS7vgcoDQQegB1AU6NxAfY5P+934VBwZUWpADVwqHfYMsAQrIsoUBQQHRBBmeANVAy878BxTAQe
			xo7ApBYYc2RUJK8PPoQdIdvOShRwwusKlQ3SqAG6h2LDQFcORBUIBIAasNAsIYCxPzBA6AOaS8YH
			rIqhAJUI7B/gWeElmhMZGRNom8J1MRB7wi0DJMc/Lboa5ACwf788Dw5FYCbfg12hJmwb0iNCAhcg
			5aAB0YB55wHEBUinCcKquY99gFBAbzBvQicCC6ojTEsAlwdarwDAUWDCADFHGGCH7grdpt+GOR+Q
			yYgIKJRkUJyeFasBgNNByQUYAHRLDGCM1QgckLKzPGQdDewkNgBY5dWEutzEqeEgDWDbAXLhswB6
			FbB5PwPA5YGSYnDc8apBngvYT7lglwewUYDRAH3Y1BlhAPswpFguUlso5IEYAC5ia0wpDagrAm2D
			Kwf8RWRdMYnANiMBXBAARQXdFAq1IHEBLhGYpAHijxsUt5bKgdASZBlggxcG2lxwT8G2Bat+ALr+
			SgOQCzAAGDIAMJrN9u4YEdhoNQDPn4IPNT6AUwtOB3Z5DDB6FKhEIPeDHMeOQAgC5nFLcEIBweHV
			gaoefB+mAp9BADTolhArAqUteGhgUHoCeyMPQ4oy3n/VII92thKgyWOAnGSDMRBcaUtC5WDkDH7c
			oDSESTU4EzMfokGiAGAATgMkUeAIx/aEQS74gQcetAwgmcD6rG0LtAyQL7higP862OsIYQZoG0IA
			uJDdhYFu+pAAYJXyAWriiAsCdEdg3rWENnnvguhZCJYCDkEUmBSDRzr6ffBeKgbch69D+XHgCMWA
			oCNEdYQpF0AiEBKB3YUCdfBaDRBIAPjUQjNmg1dKNrDsTxxhAEhDWE+kIYjt34gvA7kfBIKAgyoI
			SOwfPboceNDWg/fbhwGRliDo4uqx9WD/bWBXyADYwdWGzzhyngtw9kdxCQzQjD3iK701JL3ekEC/
			FCQtoaIBg5eBm++6+yEXBSYacITT4r8PPmQY4NFt2zwR6FJBObqrPfmwJ8wvBysNQADAtI3r3dEu
			AJ724qdSjzimgoItFAKAigQBpY6Svy5CpwEaXUcY9gTrKDCViMDICbbGQBxoCABzwQwAvy8YO0L6
			enhKkD8wPh4AxgPgYF/H1loEyvixnGMAfxNRr9oWIR2hem2oFwSiBpRq8F33UR4oaQke9dD6YMoE
			HeRiwMlt52lOHC0N8vcGURjgV4PKkY4Q1gA+AGzh1mOAjHYBqwZWBhQgM4cAAH4aSPcDxYhAGBBE
			aYBEA458XDHA5oIxDMRUMLUE+RRASwNKpQgAwo4gu+ClDbc7qLqdzwAWAOICzGe2u/QiA8A1BMLL
			0L682xiV8QgAusLrxQUcP3BoCwEAGSCxf9xROyNMGPDgg1wOZAbwnoZk5HFYT58dERFOiPBEIJks
			ogE9BsDWUNpHhwAYGPS3EPT22hmBFQkCPQnQlCFdYWdE8XQAfBwOz4L2aA2YQCA4lAq0G8QPIQCo
			I2SfjIrs9MqBGZcKdGFAUbuAcm/RAgAzd3Bjdf+2igKa7PQpWkSyisOAfv3eTEkABwBvbaz1APws
			YD2XAg4dOWI1YOIBYo+aFouJAAIALgww9j/hRQGuGNATCQPK8S6Ahvo192RUGsCvBdj3IXkHAK/C
			UOYsQCXIAtiPlNhCuoIbFAPAfKikEjDq0YkAA4ADDz2EANi/P4gC+IE4xoHNfborMFCBXilgCLc8
			Nvf4ei3lOQBhgAIDQESA0Ir2AG1eQ6iXBeBaIL0Mo0SgAkAyHCT+REYFHj+ODKBcQNgSAnFgX8G2
			hIQAKPt5IGCAvryuBZqfqiWsyRWZOxwA1PzJMo8cCjyANySS73+jhIHr969XANhtXECSBxzpuKaw
			tdwViNUgFwXohoAML5DtcR0BNnNrCcABABt4KA2U9/p3HQCcBmjuQwZYNaABUC7bDkNCU4c8C5Rm
			EEMhjewCWAK4ATEHHtxyxHsWlkAg5tjFUWtZBWoAnKhXIyLcxHDsCNCDwqwKLCsAiGyXIMC6AN0U
			2sSOJV/o6dAugHgFSYA/jTxAqaMUjQGb5PpLFMDFQOgI3JN0g4x+bD3QAOAgAuC+U9YFxBUD8jIj
			IjIioLcsBFB2lQDa8+xJAM0A9nFQHt+Jt+HcsAo8K2IKsKsHbCm4J64S2KimAzRgRxjMiDNBwJ4k
			Dzj64c7wxSYONCqQ40AQgRu4L1wxQE4yQZ4KrDgRwARQtrVA0IDiATwRGGiADPSEQXJplR4hWiy7
			iIL0RKFU0s1AAQPgrgCJAiAI2AJzwpMocLSjVSCEAQeO333qPmSA/fQ8OKwGkQvAgdHdbmI4TfzV
			9rdxm2hAdV31u4AmmRbCDIAuAHwAvzu3WWU9HUq/C8YYANbGNdpR4TIl0gAAgoDFSRAwylGd4Xv2
			YhwIYcD+aBSAAMhSNaDPV4FuTExZPwtBr+00YGZkF5ATDSAA6GcKKFo9QUOCS579bXVJMUAnDQqG
			NMCDW7YchBmhSTPAqMeOijMi4MgRBoALA/0JAZIK5NdBg97roLLHAHxpsXSjp3nhwxCFANlKWyoI
			ABABlAqgY+uKhb6CWxfnFYJsPwj0hK7ff2yzzQPtTpoBxjjkA7ayCjxgVCBngiIuwA4J6SnAlD+e
			EeDKATZqK9qxrpAGos0efh5AiQD2KwAAqQZhGNBvza/qAC4FoD5PMYDtB4E0AESBa5MgYIxje0J2
			GwAYFXgAwgAQgYoBGiOJAASAXhtSdoezAAQAVO16vRtnAgMRQBrAxoHkA/o9Ahii6XA5LgRnfQnQ
			GCkFHFhz6OAyCQISDTjisYuDdh8+DAAAFXiSwgACQBgGgAbI46i4bn9pgAcArt52dOcLkgbQIjCa
			CmQXIACAdDAAoN/WlYeEABhPucD8jeAAbD/ITgOABw7u3bM7AcBYx6aCjAo8+AAxwOZnJAzUj8Ns
			QRAag0vdkTfizv7t0sRfsmmg2ERQk2KAQkdbt8cA8LH98sRscCgYDqenQ8UwgJEAW7bgqpDFiQQY
			/diWgLWHDx48cgBEwMnNzACd+nlgkxsX2geZWxQBrAL7HQU4t+0urecB/Meh8uy8gKOnBACVdtCB
			/f3yzHzQAiCj+wAIQkoBEAO4KHDt2qQSNNZpERVIIoBUoABAPwxgEZDjtwFOBAgFuLgdCgFuwZsv
			2bkfwCEgbAka4IVCzv4V+qzoeyCbBWyUnlBMA+w/hgxwBCXA4vlJHnDUQy0BG0UFHjCB4LbNJ40I
			3OC/DrWKPSOTnof8vSFFehSogsAhzgPmMl7aLuwIws8sFLgejHtEUATAaXetZX0FVQRwAhDN3yhv
			g+lh2F13GQmw5cjePWsTCTD2cTPD9xw9suXBu+82DAAiALcGAQW4Dr6cdIUVelxv+ID1AUXqBZI8
			sKSBcrkIA7jnwe5pUEE0QGulFTmAIIBzRvCz1JoYlQNuanQU0Gl7ggEAB5ehBNiYEMCoB3KBLZQK
			AhW4Bhhg2+Y4F+DaN/IEANcZyhRQFA8g5fuCbQl3XeFZHwDca9rc10H1YKwvGAiwF6hIbyHqyVgH
			YM0vaYBjWAvccnDP2rVJIWAcR1Qg+IAthw7cbUQAJgKsCGx0l9V2cOlyQEWyNmUVuA0NdpPR/FJQ
			Y8AATVntAvBlgKEA9AGMAFtX1o1gLgXkNCBLAAkCjizbi0vjk32hYxxJBe3evdaIgDUHDtx3F6hA
			EAH1vDOiUbVv0N6QAg+LG3ILRIt8/50E6MANnxGjpeyAEEFVzrUEUSqQdWCFh46bD+uQGCCSAiIW
			4EnBOCLMeIBvDhgPsGetHRGbnJGP7QoyANh7ZMuB40YEbCYGaOjUmSBWgRmeFWa3x8kO4aLYXwHA
			PeJzFKAnhFgXUGjmcuAgMUA7IKDCHmAQHpn3eE9MEUriAND+ne5l6E6UABAEbk3ywGMfSAXNZxGw
			6NCaA3ffJwzAW2M6xVwYtHNTSKHgtohbAPS71N0gNQSHGrCRXwd7LoAGhXVINQgRwBQAfzc4wCmF
			XM5LKDADNHoakDtCD21ZBgBYnDSDjH3YByyet3Yti4C7NgMFnJA5YV7Whgi7uS/v5QJd7aYIVuPc
			Le94Dmq3akiUKwYU8gwAEYGkAioVQRNrQJVSdjlgCQI7G05wGujQlkUUBG5MNOCYh8sBi7caFbjM
			iIC77952FzHACWIA569tOcAYrNRhJ8VUuHbT73kA7gcMGsIiGsB8JmkAIwIGsS2UfQBgwLmA8IFR
			o4sB8KsTmwFAAhy7byd6gD2JBxjnoSeiBgBr9ywzIgBUIIqABlsN8lQgTY0vYA+PawykL5W7bePk
			PUuAjL22qUafAbI5mRFCIpA8gMgALgXheFDtAhpFA7pMcCd7gJ13r0EPsHtrMh5uPIf6wjaCCjQi
			YMuD39xnfAC5AAgDDAK82h3lAl1TiDRy8/V3EqC7wNOhgvatlI3buCMklxEG4FzwgBAAugBqCGUG
			cATQJPIff3ZiGtB4gP133bXzwIEtiyAG2Lp4Y2L/cRxeHbN43u7VRgSsYRGAueDOeu0CSATQ+riC
			BkC7QkBFAQAIQE91R6OlrP2bHAM093TI81CggH5xAA5OJe+JofP/wgEgAdaDBOAYYM9uSAPOTzzA
			OI7zAXuXbdly4O6dDIAGZgCVC0SPnUMGKHgMYKu39llwtx0S7+WBbBgILI5dgSgCFAMMwN5h4ACm
			AA4paNqk+yAVAzbK0mDjAY7thFKwIYDdyYDQcR7KBJAPWLbIiICdd9212YjADUYCdNZ7gs12BeUV
			AAb6xQcoD+AAoO5tkwJAozAAJ4JKNCds0EaB1gUQnvCNocooWwWI179RPQn4Zg1lgbYmBDDOgz7A
			AGDr2tVGBKw5sPO+zZs3IwMYEdjonAD179DzkD7tAriLTwEAh0MV3IJXpwGtBmBQYK+xEZUwI2Rw
			aCW9DWntx2oABYL8zNwbOW6rAJQFoldhGAOgB1i2d3VCAOM+8jrA+IA9exYtOvQN+ID9600Y0OCV
			A4UB6DVnvqMUuAC2f6sFgNGAuUADKgDwPyQACAMM2kSQTQbCuEEYNUNLB7zHICoG5Cchx+7a+Q1J
			QBMDbEyCwHEenhW0ffdq4wPWrBERQADojLTwyWMuWR/X2m8RwD57FXqAklELuVwgAWRYdJPyATQs
			FvIA5uNWYkdAK2UCRVO2YWI5o4rB1vpuSPD6Dcc279z5tfEAu/bs3k0SMEkDjuMgBczfuGPx7t0g
			AtZ8c/ddxzYzA5jvbmeQCUIV2FxSK2S5iQ8O7QobauNSoNcT3ijFIJYAjX4ewEYBIgHb+20mwFs7
			oaMA7gWjncHrjx0zBDB3ESQBti9OJsOM+7QABWzcuHX72tUAgK937txsAeCCAJcJAgD0ldwTYQcA
			3hOC08EKPXatRxwDUCigXIBEAbYU0A8YoEwAIkptnqLsVKPNKaEHWG8UwE4jARftXQ2V4I1L5icK
			YHyHssEbjQhYvWvZorkHdu48BghgDWBfBvBIF9IA8Jyze3AIOjj6fQCspAmxuNpHXnFkrHLPhiIw
			0yRRAFcDRQC0ixNoBUgFu8f8U59pqNuwfv2xhTu/+XrLlWXLVu/evnVjkgUa/4G+IATAvXuWfTl3
			zTc77zq2fr0wgOMA1xXG73nbRARWLADQA+B4OK4FBvlbC4BGKwGkL5w+DhiglfpB2qkpCJdPGQQ0
			F6S9JBO1f0OdcQB3Xf5mzZVFy1avFgmYmH98B3zAfBMHGBm47EsjAgwFHAMANOiXAeoxLySCuvlF
			PxhMEUDr4CAGAX0YBHj9II22KbSR2jl1GEi1gFUkAVAAaFDhAkq7gDgjjEQtJVmy//pbFu68/PXc
			K1/uAgJYLhIwwcA4Dr4S3rh88dZ7V+/6ctHcby7fBQBY79s/46WCS6qPu11M1W7TQB0lrgXqLj50
			25IIYgTwiJB8R7dMClwpLoD7Qmn70JAsn7HJxaz8rM/UZdH+Cy9fXjN30ee7gACWJxLwWxwaFGF8
			wKervzA+4OtvLhsArAcGyHqPg2RIhGjAVU4DtrsOPtwSQNv9Yh7yqjxAI9YXcrYlzD4PbiUFUJTY
			EpfPtMkSeoZAhkfYZjJ1mbq69bMXLrzz8leGAD5ffe/ujxdLJ0DNf/p7+99x0AdsXP7x9t1f7Pry
			yqWvdi40ADAI8O0vHgBGhvfZhiBh63aKASQIKLmBjvKQR0UBTWEquGA7glrJ/u0quwDCwq2hFwDw
			qcvk6+rqZt+y8ObLSy/N/ezzXffeu32x8QAtSRZo/Aco4OLGjR9vv3f1F19emfvV5YULbzEAqKvX
			eqvJxQA90hG2coDsz138reQBcKCXYoBMo4veU9zB4xKBWFzqtv0ALgpsL1KNwcWWBgE8JSKfYSYw
			f1vXXDd79syFd950x+2fffb5F/d+agAw38SALTUJAsZ5ajAZuHz59k/v/eTzz+becfmyAUBdXUN9
			pt5nAKoFQhu/THdurbhHHCQBYDBAR18kD8RdPCkvCgT72+Wh/DCENEC/V2NmJ0AIaHYQMH9Tlzf2
			nzV75s03LQUAfPHFP7d/vHz5/IsoARIPMM4DAPgQfMA/vzAAuLT0TkMBhlgNADJsfLs0BEIAtP/g
			KlcJUGmgQesBBAAZXcKTcnBjkzSFBm3hA/Q2tB0IgPsM23EN6aCPADnNdc2zm2fNufnOm2697fbP
			Pvnkn58aAGwE+ycEMO5T02I4YP6Hyz/+9NMvPvnss9uW3rRw5i2zDQKymXpW264pvIAdoQAAagmt
			BABADUiZYG82QFO8BsjlJK1gXwfL61Cyv3Qar4IthASBZsFAM55ZswwAZtx6x23/+OjzT/66/c8f
			f/jhkosAgOSM89QABVz88MPFf/70nwYAt9+69KaZMw0ATIBFHX1eNxhcV3nNj2Rd0fZfZYf6ykxf
			GeqOBTzbEOIywTkPANanFN2UEFIXq8ALIAsUkAcACeZ0zOqYNWfOjJtvvO1v//jok3/+9dM/L//w
			w4sXDaYTDzDuYwjg4sWNy983APj7R5/ddtvSm2+eORsQoE5eWkGwIXjVIE13r/Sfrpw5faZypmI1
			YJsa56Afc/i1ABkSlctIbXGVnROnGMA+OIZd1KQDkAYABeaPYszfPattzqo5M2698W9/++ijv//l
			r0AACACwfwKBcR1hgOV//vPf//7JP/522603zZkza/ZsI7GU+SkDQALAPuavnH7ssUce+9Hp044B
			ut08F8ncunlO0hXMCMiRC9DToklWnAFYnZEXZ+1QZxxEBBgICArgtHWA/WfMmHHjjdczAN5nBqhJ
			zD/uU1NjGODDD99//69//ftHH/3tthtvnTNnTsfs5ro8xNkYcvH1p+49EABYBzr92CNP/PSnP33i
			kcdOOw3IQUBetQPZPh6bCrZNwbm8tzOG7H/a4Oqxx84YCNhNpK3MAewHCAfm78H+BgHXX28AcMEA
			4P333wcA1Jjzn/62/tccc1cMAC6ab92f//IXA4C/3ThjhqEA42A56ib6bwZLQesO2Apv65kfPfLr
			n/385z//2f8+8qPTVgOquf7KA+hMoNUA6AF6+krdbmcMupXHHvnpr3/9xCNPnzmDz87bHQIQAoQC
			+hvzj1bOaDUA+OCDjz668Jc/v//+1R9efREQkDDAOE8NM8A1hgEAAB/caAAwY07brA6BQF7kXwfM
			c6MIEPr2Tj/y65//5Mc//slPfvbrR07jelde7KAkQEbFAI0RDUAMUJK8QismAU4/9tNfG1j9/BdP
			PHZmmCmgHRCwclBBAIyP5jf2v+GG66/74IMLFy78ZSIi4CpkgAQA4zzwvbp48WrjAib+5cKFDz74
			4HqDgFWAgAJDwFz+5gLyLg30w9EQlTOP/PTnP3n8x48bCPzspz86HSz49Tc8sw8I2sK5I4zmBMqI
			IMLV448/bhBwZlhGxsL0MYHAKjQ9WN+Yf+XKVgMAQMD0CxcmGhdwDTDABLJ/goFxHGCACRevutq4
			gL9MvHDhow+uv/6GGTNWtpHmbuaYq4PuP4u1leCqTz/xM7L/j3/yfxEAg+GGZ8cA3MWT0gSAeQA3
			KJJKC0gs+LmPP/7Urx47RwAgEjAAGFjJGDC2N38SNH/7De03XGfsbyhg4l8WvH/N+1dddXECq8AE
			AWMesL8BwNXGBUw0DDD9g+nXX3eD8aoSdRXwB1if7j/17RhPfQYv6o8RAf/3148MDMh6xz6a6isz
			He16X5UJ5JZABwA3Lr5ymoH1+ONP/uI54wN4/hgKgQqAz2AAfhggrsShQu3tK1Zcd535g1+YfGHi
			nxe8f7XxAROIAhL7j32QACZcdfU14AEmXTAIuO66G25obV0ZRF1t3Si5Bo0AJK1++pFfAFGD/X/8
			s/8lBiAJUIpGgVmnAWwUKI+DcRllm2WAfmQAc375+FMGAL1lBwHIEyEN8BfUDtvJ/tddO924gEkT
			J75/zTVXX33xqgkoAhIAjHmIACZcbQCwYKLxANOnTzffzfZWg4BBhkCHSO5Vq2ieK7aCn3ns1z8n
			+z/uXIBb7uW3hEojWCqoBblRsVxdxiDwsZ/9/Mdg/18+9cTTw7iMoCgk0I89Y/ILFo5XFFesW2fs
			f+30yRcmXZhofMDVBgETJlgZmKBgtFNTIwRwjbH/pOkIgHUr2ttbyd06yW0O92yg/U8/AQTwS4TA
			T372yI+UBuxzEsBteI5mAuFpIAKgQ96ZUR7wNEPrl08+9RwAACCwzvoBmh0Ed78VksYrimD/Tddd
			axhg+qTJEydOvGaBQYBRATUTkAIS8492asgBAACM/SdOujB5+vRrAQArIPu2coBFN5ofva40ARbP
			PPKrnz9J9n/8xyYMHMSRfrjdqwc1gH4Zal/zxOYBkAEGB12D4WNP/OxxYgAGALiBdeV1AIEVtgMJ
			K8bG/ua/2LTpHgDA5MngA4gCrpqQOIGxTw0TwNVXXXPNggVk/+nXXrtunaEACr1N4GUMD9Rvu7bx
			G3/msSd+AfZHBAABnB7gwe46CPD3u7pikCsGZ4QBpMEMPv6xRwy2Hv8lMgCsELZrZAEChvH7i+34
			hePJ0P4AgCnTJ2sKmEAISCAw2qkh+4MCuMbYf9Jk8z289tprN22C24ZtniC18Orbdh3s1Dhz5olf
			kf1/aQjg5//7yOlKEAT4U2Kzqhro3gZnscWE5kQOqVcmZ0Bemo9+9qnXnh7uklXy60QMFhEI+Bdj
			/vKm3k2999xDCJg8CSjgGtCBCgBJODDCYftfBQ5gAQJg8vQp1157zz2bwOWu4FbvAT6SqIdv/ZnH
			jAP4JRzDAIYAHhtwAIgyQCQMdJlAuzNI9xiTvjQf/tSvDADM6YWfogXKMpoU/EIv2L/rnnum3XPt
			lGsnT0YELFgAALgq5IAEA/6pkQAA7/81zv4GAOZOrStjGa6f53bhBE+YComTYc88/cQLZH9AwM9/
			+ghXAoaGXBCQFw1oCwF6Uigmh/i5uR06J0NijX/52ZMAgCdfeP4cGB+PAcCmXtACeNbhDwMJQMc9
			XdPumTZtClFABAGJEow7+G2Z4O7/gkkAgCnXTplm6LRrU6/s7eynV5r9apVLuXjm6V89+ewvf/ks
			2f8Xxv79A25KfI8sCvAfclEYyANiGnlGmKSCdZN5f/E0CoxfPvvsC8+9MtzlDqmBTbSoEA+Sw7Su
			aeaYP/sURwEGApYCEghET431/1fh/ScCmDxlyrXmW4nfat4CJ8M/itykA9Q7/PRzLzz5rDnIAL94
			4jGe5QFRoK0F2lqQzwCeCMz5eYBWWRdy5rFfPIUA+I2hAPOnSTsIdDEGxPho/65paUCAAcAUSwEQ
			CkzwhECCAXdE/oP9r/bsPxUAMA0vm4NAUdY40Yqw4ad/9ZtnnyUEPP7Urx85U6HxcDQfjl1AwAAu
			ESQqMCOJIEoFowbgaSNGYxqJ8SxQwKtPd0UP6UJ70l3G/lMBAJYCCAFXTdAkkErKQ3hqxP3H3P8p
			0+A7aenWym4eCM0rIs897wDw5C+eOHPajvQLaoGB+YN+AEkF95VcIojbwc8YHwAM8OJvXnvlXBpN
			7BGBZ3xjfviaNmUaUgBFAowAdAMTEg7wjtB/Dfl/sv8ktP+Uqcb+9N0WBNBKaN4LRK7XeAADgJfg
			ij751K8fO0PvdwAAbSULAP8lL3r+zmBEDBeDSh2eCwCyMVHGk08CA7wLPoARkFYQSGv7d6UBAFMJ
			AQEHkBCY4Djghw4Ce/vB/B7/Tyb7GwAwArp6HQbE+mXzD889/drLLz77EkLgyV89dkYBABsCcaBP
			PvQA+JMmhGQbZeKEZAK721bpmXMGAE88BfZ/6dmXn3+lqyp29pjA/pN019T01DT8ya0TCBAgQiDh
			gBpP/vH9X6Dv/9Sp7hstspuIv1d097nnX/jNiy+SD3jhucfcwnDPBQQakCaOuVnBTW5UsCoGSUP4
			mTPP/QJk5osvvvzaK9WuNBs65gt+AALSxv5Tp4yMgAk1CQmkrPWd/OP7P0nZH45FgMhusb75B+de
			ee2FF4EBDAf8BgjAAQBfhhdUJUC7gEYDAQsAf0wgTIkzIgDzAEXONGGc8dKz74IIYEOrH872aTpT
			EQBTbSQwaQEj4JqrnBD4wQeE7vZD+ifG/wsAFAIIA0p2n3v+nd+8iOZ/9sWnnnu6WNQA4J7wgAEo
			EdipR8Wq0aMRBjD2P/P0r54yn29U4Du/PVe1lk87MiDTi/2ND5gqHDBZccACLAxdNSFJDLvbT9ef
			3b/2/1Oc/QMIcDYWz+uvvPryiy++hCLgNy88fWaY2rZxW6RzARk/CsSZ/o3ZThsGahfAYycFAIiA
			4TPPPWWEpvnfeed5BIC1trK7tb5wAFFAgACuDf7gSaBGB/9C/3z/iQDg1KY1Aoz8CoOurnPvvfau
			sYv5QgIYhl4N2RXWxmPCWQTq5+WdONPRroxp5GIQVgOpIUDyAEUGwK/ABbxoAPB6VzWwdcT4QgEB
			AiQn6JHAD1IJ1Hjs7+zvzM/2FwRULd1qEJi/rb7y23fefeklcAEvGgI4Vxx2K+NVP1BUA+JaDw0A
			PSpYMwCKgOEzkGsAqfHm869Xu6rpMY/5s8OZNkUhQISA5IR+qBRgtf8Eyv2I+mf7T7b+v7aW7F+t
			IgIQAtUuQkGaorHqK6+++dZLhIAXXnt6eLhc1tsCaUp0zECvThzrr5dGoQgADWABsBJLDrbc8JsX
			wQW8/Oo5DYDqGACYMnUkBKhw4AcGgZqU1v7x9D9F7j98VREASAJVUVyEgGr1nAEA2B88wAvPnxvG
			ZCGtCoJnQYYAXD9Q1k8FAgPIplf9MMT1hLkNRGUAwLOgNV/+/es+AcRCwPyxawkCAQImSjQQJoZ/
			KAjwyV+xP1x/3/5s/tpqbbUqHCAQsL++/t47f3wJEfDii689PwxNu/3MAG5RQEQEgvENAuq9tXFS
			D26mXDCPnaSC8/Dw08899SJogHdffaXqW74aZ35LAXEIuCYmKfQDQUCNSvxC6xeaX19/zf9pQQAd
			YQEShOQTqq8//+a7LxECfmM8AJULZDgEBgGKAbxqcKfVAC4OxDBQ5gPYDUSgAYYx32yI5l3IBFWr
			ZGcGQNUzvf0SL+CUoEhB6wZ+YAjQyp/IP7j+k9X1twioBghIk/XhF6MB//Am2x89QC9pAF7z3VbS
			DKA8gIkB6hvrrQiURVQZ1Rc+KMUAzAOUh889B/nGl1589w/MAFV716sIhdrwy/xfSDMJTBkBAVdH
			04Lf20O1T3v50f58++X6e/RfWyvWRwTUKghUGQLm7143McDvHACoYIgugGeEeiJQ3f/6RthHrreG
			gQigx6HAAG1DdgUVEACEAQSAt15771xtcNvNHy9q/7SjAJsSNAAYKSOQ+t5DQKd9yfdf7cwfsb8S
			ABYEHgSICV75/TtvMQO8/Norw729KgpoozxQIaYboBNVgNEATgTy20B+HhwAwLiAc0+/8AIC4J3n
			xQVoCMQhYGqAAIZA4AZ+ILFATYzyR/MviDH/VP/6ewhQIKhWX3/vtT++9dLbCAD0AMwA2BCE00Ho
			bXhYDCQFUH9CawD3MMCmArEpVBgAao4vmv+dN3/7Otq/OjYH1AZC0JGAQ8BVQY/A9/HURG+/tb+Y
			P87+IyKgSpFhtev13775R7b/uyYGoL4hpwGGOgoFO9o/Y/sAaAkxrPdNNSoA2J4guzEEmgKp72y4
			fO7p517+DWQc3/39KxyUeLauVuM5YGoMB0wemQO+jxCQvA+lfSK3317/WPkXwYCCQbX6W8gCEQBe
			fv6V3i6rAQZ4XZxiAG+uO+73NgDQDGDHxePo0cFBfnVeJACQCjT/S+++815XFTnAN/aYHDDVkgAK
			gQUTRQh4HePfPwzEkn/09uvrP7L9fQwYCfjHlwwA3gazWAKARBD2gyAA4qJAyAHgfueULPpyIgD3
			D2BHyKDTAOXhYQDAuwCAt94hHxC58XEcYP7fTOWUsE4IjJgX/t55ARK3dPuvwpaPq6/R0s/G/qOp
			v1gUwHnv1Td/9xIywFsmPB/u6vI0AOWBCnFBAEpACwCVCeBh0QXYQOO20ZsPNQB4/jVkgLde/v3r
			6AOi970a4wJsLDiyEAh6Bb83p8a99hDyjzE/X/9plv3HBwD4ev23f0ICMD+gSttLAOBJftwOEJsH
			6KQYwAGAT44QAAsDOBPkANB77ul3XgYAvPTHP7AIqB2TAyAh7DkBlRKarMPB0At8T45u99K+f6Lv
			+8dWf3Ff6errv3/zLbj+6AFeOdfVFdEAHR0xDNCZZQ14YkOq0VOBAADeRCozYgQAvcPQevgW+YD3
			gAJifX74D2uVDHAc4PLCE72k4PdHCeL/gRrX7K2zPi7u98lf0f+4AGBiwD+8+ztSAC+9/OorXYoB
			nAjss2kAnQg0USAA4ESqMas1QC6jNkas8l1A7/ArzxEDvPXmb6sj+IAIAvD/01SbDnBuIMgKEgK+
			V8Fgjbz1B98fxH1K+inzf5vrTx7gnd+97TxAl7weUS6gg/pB6GGgnPqseIANKdr2LBDISTGAH4dR
			UyAxAAIAVeDv3kUREBf2xbiB2qmOApwS9BBwjY+A7wEAgoJvbNznS/8xgr94Bvj9m0wAb1sPIBpA
			2gE6CvlCTCKwsd4A4MQGZgBvGWXOuoBBagkSF9B77tUX0AW89OYfXk+PCADz59cigNOB8V7A44Cr
			vievR2tU4FdzVSTlT5c/vP3K+48XALXV937/7u/edh7AA0DFdoTZKaFhHvjECdIAngiQvXG6HCgM
			cO75FzDt/PZbf3r99ZHt72UF0ygCPPt79WF5NrRAEKA44L8PBFzvcbf/Ku72Ccxvra8i/29pfvAA
			7/3hj+QAjCx7/nV+N6ABQAxggwA/BgQNSADQqcBMwAA+AN55kQDwDoqAau04OGAq5QIsAkbgAM4K
			28LQf6H1GQI1ruLnCf+Q+wPy/7bWBw/w2z+9hR7gbQMAfLEXugDbDyIasFEXgk4QALQKhH/LMEBf
			vqDCwH7FANh68PbvsBwwMgUoKYgaQMuAkZSgQsB/qQyosbLf3n5l/omjuf5vf/tJA0IQ+DaqMvIA
			igGkH0QBIGSAE8IATgPYnTEQBgQaoLfXMACKwLdfevP3r4/KAI4D0vB/LyoDpkZ7RK757x4ioc3P
			z3z8sF/l/ELz/0v2lywAQuDl377uAcDWgroLXk+wlIJIAuyzDGA5gFpCYA8RzQqtSFMoPEM69woD
			4O03Xx0LAGlHEJQOdj5gWpgPCB+P/pdlA6SAIXc/UvGZOFLcp4T/t77+5jv8yu/ffFs8AAaBkgey
			ALC1oJyigE6bB96gNECj1QC4NIbKgZ4GwDdoLyMBvP3uH0aJAwUBnAegMCBQAZ4XmOQ9INdO4L8A
			ATVa9dten6tdzndSfMUnvPzf2v4mCLBpIJEAthpsa0GOAbK0MNB6gE7wAPvDKIA0QE++IwQADP8Z
			fuXVl99CAPzxDxAG1KbHoADSANYD+EJQI0A9HXRtgt9l83OQUqM0PzC/c/1Xx9b7RnL93976aRsE
			vI1hmQIAvQvBbTF9XAzM5XHbFJoZ9s9aD2ABoBkgR9UgXEbN5UDUAAYAz79JGoCqAWNAgLuGWAV4
			MmBaTJPQAiUEa77DoWCN/Yu++rrRzzZ6hspf5fw87v9X7G8uGFSCyAW8+5rVgFYD6IdhOU8CZJEA
			IAhkAAQIwF1EigEcAM49//K7xAB/em+8ALCBAFNArfMCujZoERDIgO/kqQmuPhvfWf+aBdeI8I90
			e5A//JeNb7/nmAi2hYDXu6JpANwWgxqAFAADgAiAPAAXgywCrAZo7pZiQLsDQO/rlAgwDPCn8TBA
			WpwAygA/ElBCQBAQkQHfzUggan1796+CCa9kfWV+sf60WO7/l26/BYANAs5VlQi0AJAgQDSgDQLM
			/W/Yt2EEDZBjBlDVIAaACQNeRAZ46w/jYQDuGpvqhIDWAeQDpqpg0JMBnA/6zhzt9WtSwdXnYu/V
			vvknxRV8/h3XHwAAosC3KTFHc3uCTHBbbB6o3mWBNuyPdwGZnngAdEEcSC7gHRCBY6lAwIC4AGd/
			Xwd4ocCCMB/03ZEBNTHmn+CYX4TfglD4T0aM626Pf8P43jdcmgHepjxgV1ckEdjmDQdwEqCzvlM0
			YCwAcrSPsG3QZYJEAyAAxu8COBLwYwEHgUgoIE7gu5cQrEn5N9+7+rbRJ1B+ttkjNur/l52//G4D
			AJYA7/pRIKcBHAB0GgiDAJEACgCNWZUI0JsDpSFAAPAiuoBxicC0JATREUQzgn4ogBSgEPDd0YEx
			8Z5Ynx/3Bb0ecWH/v8394Tf7dQWAV1UQUCxzR2A8ALIiAfc5AKiKcEZagjo6aB0VJQKcBkAGGC8A
			GAVkf2oNiYQCfqvwAjVV9rvxXqwmvPpi/AmO+CXjpy5/nO//f2l+yAO9+sffUS0QasFVlQh0PcGl
			QuAC6l0WaN9+BwBPBGYYAG2DFgBFqgVYF/A7bAobXQIIAGrFCUyNKkG/VdiLBb8LTiC8+hM84mfR
			5+6+avOdEgZ+/x75x32rq+/96Y8cBr75vIoCbU+w2xka1AI76+s5CNy/OU4DUEMAMIBSgTCWruvc
			b18gEfjWm+NlAK9FzLqAmOKwniMU0YH/wcsfEfwc78nVZ+tPtOW+EXK+/2+vP7wKfY/zQC+99TJX
			AoJa4FA4HqZR6kBIAOABTqYaw5YgDQBhgH4cS2kY4Pl33sUKNNWDx8MAqjtE6YAgGJyqnEBMMuA/
			Zv0wxx+5+mR9e/ljunz/3aRf/O3nZ8G/s6Wg17ui3QB2PEhGewBfAmwbQQQiANqGGAD91gVQPdgE
			HtQQMLLt1d3324OmRpXgNJcR1AMlJ/wntwx5WV7J9FB/jy/65O6L55eU7wja71+6/zHmRwBgGoBL
			QdFE8KDnAawGBA+AzWAgAU5ujpaDSQUWmu3y0HYBwPDwud++Ri6AGwJGNL8FQLVWtwel4+wfygBC
			gMsI//+fD6zxlV/M3V8QWN8TfoH1/13zRwBACXbsCOUg4LVXqsPp3kgxGEfFx2pAIIB9RgKc3ByK
			wCzvDy64xnAXBgADcDlwtI4Q4S3LYD4HxPeHOCfgzZav+Y8sHPV0n738zuuT5vfvvrL+tJFu/7/G
			/zEAwDQAvwrDUtC5dHxHqPcyuJGzQPAeYJ9jgEYZHa/sT2HAqqGVgxUFgGFoCHgLXcAff//eGABQ
			X1X/j///FfcuDlGe176wae4yptnt1zapMM5wUcARBbK/s3NyUThpo/uzPRHMFtyJtban4zEh+xSs
			ExDSBIJEcyJaMApJ0MZbUEHjBTCIIOJIQ1tIQyiEWGL/km9dnuv7vgOD2nQw0RiR4V2/57d+6/Ks
			RUrA5IAYkcDdd/8T0oFWkU+rvnscZ/8+U/PrNj9nm+8dML8DAHNFWsUne8KZAYQGpFHyIg3Ec4Id
			ieD1qh2YgsDfb/YIA/05+Un5uRUlhaXOOBABMDSBoJPlwLjs70AAM4BJAk4n4KSAb5YAXM0dLubX
			xG+b3zj8Hta/Zflnnx9h/wTVEMZ5oOg2j0sBIg0kb4bjXDh/IuWBMQYAD7B5s5sBqBiAuWAQAQ0F
			a2hGhAbANVkPHosRBsShZJX97axwDAr4ZvOBRuTnKPAq6wvjK+Z/wOvsz53Fo5nhkTlOj7yUzy6A
			GOCqYAB5NbxKjojja2GWB0jkQpD0AJtZBDpcQJIoBogwoEqFAeGBnjHWAKNDMRrD4/iOfO6EkFkX
			vN8dCn5zCHCZ/26jxKet/8D9buvPM81/x46/I5Gi5/LYDNAR3ea+FiYaAg0AJFISiDTgJ+QBXC7A
			TgUWNjRYAKA48Mq0iYC44llZHLLzAbGcwDcWCJhXeswrXdr8lvUN6p9nJn3uxOk3y74OCSj/xgF5
			L6xPaAANAHkxVMcAuh9MBYHgASQAbAQgAJJK8gkABWusMCBsAADCgFl/o5YO8Nn5II9Q8N67v+EL
			o44pfkZfN/p9h/W9ZN9cz8N/C/aPBQA9liU6Ka6GGwxgBIEN7AFyc7QGDCay/YEBpAf4/YeeGkCE
			AYWFxqAoEQbIRMBojERAvAAwUgKOWNBbB34TRSF9oc81yedpJ/Vr49sp3ztjf8voUU/7G1EAM8A2
			qxBgakBzPFSizAJ8svE1yQB+CwCYCsIwoIR8gFocJBlgQOSCr9wSAKyEgMUAlhPgzgCxW0LJAAcE
			7jgaLPcvb3Tea1K/++ybx/9O2j82ANSv0AWIAYEsAs0YADwAbQwsUfPhVBRIhSAhAX6/+UOVCbTK
			gZwJIgCsEeUglQiYoETAFxPjg4O39J0aEEhwCUEvCrjbWixhuALHBuLbQ4St/u6527PC7wj4HzTx
			mxDD+rei/q3wOhYAuB2AGOCang7EmwJqeVdIiTUeKhBQHoAAgATgdgEkAjAOpGqAEAHrhAoMYyLg
			irwZ4E4EzAoAdGkkZjrIag4yR4pPs17irjlG694sQWFe6Dc7u03qd1h/nnX4nfaP6mlusxV/NrFa
			ADD+/gHlAogBtjkkQKmXBhSFAAkAZgBl/4B3GFBrhAF4NeQKpwK9robMUt/aOsChAnjrvI0AAwMG
			DqS9te1vYQOJRf9e0zzMdI99+BMk+dtPwnjNUvzbxyrqaX8OA8WI2Gu9HVYpWBYClAQQAFhPaaD3
			tr+nJIAHA0gA5OKswELzijjdDrx2dZQAMOrVFzxrAPisBqEYOtDYMeYGgazaGs0bMxHFNA5ALO+O
			NcnLk/pdrX4U5USjg4ODXC+ZBQC84r4YJTfSAEQADAB9J0ivCysx7wUH/LIbEAjgNWSAzb//8GVL
			BKqbAZQK4jBAFQT5gjC4AGoKvOJ5NWRW36eEQMJcZ5Oos0PUiQBGgZgufZdZvTN+YaIg7vN/l9cC
			B6fqt6zvLfzA+pOTIyMjk4PRwYT4KcDN+e7/tDQAM8BYDwHAigFkR3iOmhAqXAB5gE/ABZAH+NCV
			CdRxYG5RKYoAoylom3E9dNS7K3D2EDBLg666sDFMWG6cdQDBRIT7t5RqnB4I5u5mub3taa8eD8vx
			0/tO8Ej64+kfH795c+zGOLVNxIsAb4PHagiRUUAfbfM1K4HWqhA1HizICiBx/fb3BAA2f0wMELAk
			gA4DcrEiXGhWhFEDyHIgAGCQv7Hbsn+Cz9UgpFpDlBMwIKA/YkPBCwRxCUDX+rb7HaffVv0JnhUf
			pP/ByZGbQ1OjU1NDN2aBgBgHfiYGAAB09SoJWO30ADlJqhSkegG2b39NAOAjQwRaF4STpAosENvj
			GAAYBhIBfDE6Nun6zmYT8VhPzOkE7HygWDAlMPCtuxQO3DD4lhdHmL7grmkIwNzeSpkfz3E+02Z8
			yWB4/sH8ECuPjg6N80jF+B9I3AAQDNBHU8IJABvUqhh9LVTPB8xDDcgSYPsnCACQAJtfnuNpf9IA
			nAssVANj8Yp4BwGAGGBsZHDWIU4MBLgrw1IHSi/AGGAUSCAIMJg/32VAxELC9GrAY3vzfffHuNUt
			23xixPzsAEZuovnxNXVzPD4KiG3umD2BYlscRIG4KqrD8AAFPCLUmg0TFHnA90gDMAN8SAzgCQAd
			CBYYAEAXMCFuB4py4B1BQEKCGQxqHSivCaAbEBCQLycUrNfdGiAzQ8Ce6aXWN5oX+2z7e8p+UwBO
			jk9JAIwO3YiHAny3AACDAbp65a4oORzKUQpWeUAqBRMAQAN+vPmjl2OIQI4DS6QPUKmgDhaB6AK4
			HHg7H9NxgOwQlV6AWEDggKBwj4EE/skBDycItBp0CwAxzlkLQMcM/wdt4ydMa3/s1pz64gtNATMj
			YFr7+xKingAABugjAPQjACoNAqCt8XpKuF8wAGtAEQT8/jWUAKYINDoCRE8INYYW4uWAlVIFagAM
			i77gO4UBBQFHJMAIeFq2Yd8jHAJj4R7s0qVWXf1Bfbs2DKQw8GIBvcMTCeBec3/rA27tlzCD9dkD
			4OgeAwEj8QPAo7gic0kO+0sG6LuiAVAtJGADj4bJtdZEKA24kTQgAOBjcAHvu0WgTgTkF8l6UK1s
			C0MA9JnlwDuFgASfhxNQCHhaI8B43aM/5C/M372HaUJGkCYNeLgAqgAIAohh/4SY1R6HB7g5ZQBA
			Pqi4mDAaw/xOCDgZoK2jQ06GEQAoMmcDcSXAJQEgCHjflQhiAhA+oKiwVACgikVAR9e1q32GC7iz
			FGDvFVD9YfdxRRa7Mu412WCm1z33Si4wMOBKD5kK0BIA7rkOc2cyvpCAQ6NfmBQAKiDh9u3vRAAy
			QB8tjAUAdFXixuh18lZwoRwQaqwLDeg0kJAACACPKEB1hXmJgI7e6wyAKzMDe5YI8Fgu86CxYcz1
			Yjg8Tf06/EP8y6ILAYJv3e3UAh4MYBOA1/Wume0PNjMkIANgbFq1NE3Ex0thxD8WAhgANLy/mxmA
			CADvhOKyODsL5FeloPVUCdj+yXbWgCAB3jdFYMClArkeZIiAjl4xMT4OZpu9F3BvlhBSkD4gNMd2
			XPzF096YcCJEY0CkEey6sjsHKCNA7QBmb3+HBwCuvDkNAKbT+3ItkKgpuACALgA3RvdfAACUl1tp
			YNeA0EDACgK+BAB8uJldgKsYpKsBIhPQIEQAAUDMi75yxwFgQGCeOHoCAg/cH+t1n/jgn+4Tv2Wg
			w6IBlx+wPQCHgOYG7xiXu2NaHz+MJIBUgZMx5fLM9h/EqoKMIzwYoE8AoFplAQs0AEwNGBAaUHgA
			0IAff/jyRx4i0KwH5hMAjJ4ABEBf3510Aa6GcSvfyvcGH3jgQdmNc7/6R33oX8o/wzAQ2oH3VBss
			4C4oWh7gPq8dnnEefwaALQG+GLrhzpl6mD82AEbGRwYHYzFAdx9ogHYEgFQAvC3SuScmmOghAT58
			//05Mewvc4FaBDAF9HYRAGZwAbNMEenvy0RAgkwPqbmy4g7pg7Iy/wDnC/hneM2bFw6H5z34gOYH
			wxmoioKrqOySgNr+erSPL077Y6+m7QGGYoWBcdh/MIr2vzE+afsAWho7eA0ZoLu7rxMYoE11AhSI
			VoBce0R0wK+6gYQEoCDgfU8RqOqBUgXy7QBkAFwgfIW2hohxwTHNf2sQUPZXR85FCkQM8PGgEgv8
			e77w5OS18ZGB3nlCPN5/vx1GevgBMwtoSkCe7TRz3t9hffzeQQPaHoBSgTPRfwwFiGXl8Zs6nWwA
			ABhgDOwPCOi/0A4AAPuvrBUeANPAudwN6PerTLCqBW8nCUAa8F13JlAygBYBBbQ7Bn1AZTkwQH8f
			IWAoVpLbDl1mrQPY3p5VNuNlOQv6HeDe8SF4jY33+tTYMcbA0zKZxFGh1WCku8BdOQBzl8+MBKAB
			YGvAqZsjk15PwvU3eIeAQAA3biqyNeyvGaC7/2JXaxt3ghABNBYV6UKQZIA8rQE/UWmgjwgAAXcY
			6NdxIMUBaxqED8AFwv1icZRgAF9s698SB8SVbTGFIz8uPCpjEH+NTsHjmvegqQfMjDJlDl39JboM
			eN99pgdQ8IrX/pgGGprysv8M5ndtWhL2B0K5OQRhRIJTAvjCyAB9YP/uTmAATgLW1hY0FpTKVXFJ
			+aYHoETweqMQQBrwXeNiiIMC2AdwUwjIwJXkAwAAF/pJBCgAuO2v45ZbQ0AcH1H3C44Kq6+psUnf
			vAeVbpQsoHZTcafxt1QpWU14NqqAZgjICsBtME+YRwetLADa3yME8PqOvP9+gPXQkAgjLPsjA4Ac
			QwR0ngEXUFVtEYDdC6KCAOkBkABIAnwwjQhMAhGYyypQxwEaAFfF5jD7+2fWmrwFAMhP8IXFz9Fp
			Xg6D8Fe9yY8eVFevHj2mMHCfGkR6j1xVK/oKvmXUARkAD9oxwFwXA9iN++qDV3ma9h8f9AoBPQjA
			G2DAazeHhm54eABkgKtEAN2ngAGqBAE0FHAM6PQAQR4QbTLAhxgEWACwbodRTwiJgFICAHBANQHg
			UmdfN5YgiAF8NgKEatGdULNuiL21j6jwACLuGh/E23omBrQWUBAw6oXyGpAlAaaJAaKWDa3zP3lj
			yCMAcH6fXpCOAQDwAM5xPGR+BMBlDALPn0cAtFIOoJYJoMhuB1YuQNhfpIHQ/u9+4JEJNDsCDB/A
			N4Taus72dyMFMABwHLD+BiUTDynZ+g9GgE/ZP4pNWKMaAPN07PiAXlN6v84NCT0oy8n3uLJA9pAf
			h7uOepqfW4GsMtCgl/3jJgDyAKKcaJ9/nwBAd/f5c6cutrcqBWC3gjg04HtKA6IH+PCjdwkAMUSg
			WCGrfcBKAkD7pU4IPbsJAGGJAF9UAoCa4aaGbg0As4QAj5vhh4W4E48ee5USzIqChMADphYQNMB9
			BfcYjcAPONOA4rK/qdb0gbWdmNUJEKMXxFvTJHgjgL4tR/utsL8AwPnzpxkAYP81VAagGEBdCRNb
			QvLMNNCXrAE/EgzggQCOApJEKoh8AEWCCICznee6MQMtXIAGgHDEQ1Ojo98MAGR7Bp+UMSG+Rqew
			A8MuKpmeQDkCTg9SW4Ga+nX//a4ggL/GXOusxrK/GQKOTkn7x/ENurNC0gMMTXlKAHQBPVeRAJgB
			qmoBAQWUBGL7G2mgAANA9IOiB5BB4PsfeGoAsr+fc4G5RRYFVFUDAM4DBeBtBGQAnAgf1WWLcRJi
			o/I9z9b+Xlfh9b+c/1N06BhfWDdgWIVFa0GZCQHRPmDdAvWqAxlr/XyGuRwadnDQEACjqhHkVuwv
			CQAkxZSdBZAE4Ns2cOlqPxIAMQCVARsKCkoLBQEoD5AUUASwXnoAzgNDEPhBDBHoN1UgiwCOBKuA
			AU6dIwRc7RmIhlGOSx2gzTA6JXOXt1AqMLWO6LzmfzlDsQTZpEUPSttfNKqoRnN7T6VZYDbrxk+b
			raAuBpgrz6XPIABnDDM5rqsAZP/B27Q/xRRTsvHC8P9IAOGBS5e7GQAnjrWKLDAwAAAgVyYBDAmQ
			qIPATwwP8LtpRCCLAAwEixgAawAAVQQARAAAIBw1AWAcwynlAmZtf6M8rIZJiauXjp/lBz/6KVN4
			CQehCkrmSGqLBmT/wNNqzvsD9zvsryf+qOgz6rY/7/GcMvh/xPUIfLMGAEJqyhrGo+1PAED7nz55
			8Vgr2b8AJECRAICaDun3lgDCA/zOoydQZ4KECBAUACKjVgLgfHff5Wu9wACSA+AXk1oBTd24AwDw
			2RtnE+QtTMv6cxOsRy/78OnT59oYcLDA/fdb3QP3Pa2n/ZqtwPreb9Rn2Mv1tsFa2gGQ/QfjtX/s
			GABTG+YVLJ8XAI6fOtHU2trAZYDCErC/JwCwH1SVgjELRB6AAeARB5hdQSgDWQciAE6cBNCB+rh8
			aUDY3+eLGpch7hwAzFlS9i/IIPwSnhK/Mk6vkwdPfrobAkIMyOwQhYb36Qkw8hqwc9SzkXzyBoDR
			B2Dov1uyv0QAEgD+XZ72Bw3QeY4AcPLEsSZZB6QsYK5t/4AAgKMZ6CMkgDem0QCcDDYoYE1tQ20r
			AOD46fOnz3dfxiUFUXgvwgGMjBm90LcDAHsqlmV/j2vYVvA9JW+rkJHmmn2GLgh49pk8YCgAa7G3
			kXuMep5/oxPM4P+4wpvYAECXOjU+6AkAYIBOtP8RAEBTa0NDgwBAkREDqG7APOUBJAEID/COFQa6
			s8EYB5SQChAUUNt0GAAACDjXeam3A94Ip27Dg5NjRg5cAeCW7G+RgL58L9Sgz/mgQHqMmg5A6bWE
			BOvCgQUBLxBYQ0AsDSjXX8Wyv00Abv8/bTQb0/7UWjI6pWbx2Pbv6AIAgCEAAIePNREACgsdMUAS
			2TIQyLOyQKoQpAHgmQhQPQEyGYRl4dYmYABEAAEgjG/GB45AsvAdBwBfINenPsFdBNDaS0Re8iH6
			5ACCBHsCgZIDqmaou4lc253J+4et1n0v+xsE4BH/3SIA6K90BQFs//C2rkunkACIARAAcP4pC+Qk
			AASAHAzCl0K1BHzjHWNljCcDoA9AJ0AqAADQgAxw5MhpZICubfA+fCgEenmD2T8CABIEMdjTzL4j
			AZhp9ZgQcPKA8dL2nydrQdGw7XO8CWBS05DD/r5btD+oyqkv1EROX4IvJgD2HWtqJAIo1TGAcSMg
			jzzAgvceNyTgh4IAJAN4Xw5Jyp/PnYElQgcCzgAAhxAAp89causICwSAACD7X7lDAIg3JWgH30y9
			NkH4TCVhuQKzVqA+XHMgEsLxjEEyEhHqPnC830psAOBCCHULW59/YX9wAafOgf2PHD8ADNDY2CAI
			QDOADgHyAk4CeBnrAL+TAPDKBYpZUTIQYAQAzzQdPnq8BRHQeba3A3cJov0Hbk6MKuvfHgCk84zT
			/qb2FikzD33lbiKyIOB8mbcBw3HM+ycdKhPRjgLAjN+DLxYAuLtURIFOBYAAOHsKCeDIoUMKAEXO
			NKAAwPLExEQvCfgGAMAfQwSagUBuEecDCxsJAC0tLUdOHzlztg1vpYepMDk0fMUggNuIAvQrTgLQ
			wffQTY8tJlE7rHRrwrlextfmj/rmzgQAoqGb0v43x2dlf180xjcmPAAoikELANL+CgAtxw8cbqpH
			AJQWenmARAbAAkkAr2EZAGPAd5EABAAcswJtCsilqjAJwcbGxvrDB/a3HDl45PgpAACvE+29xhOk
			r2gXcPPWAGC94nh4NgGMeAyuc/ZaudfVzHV/yMtgAG7fzOue8PyPGYloAwBxYNgXkwH4W5Pj+GwA
			4BLH9gunkABa9h86XN+ESWC0P3WDOhggc/1y2hWOs+G0AmAPwADwO0fFaRHACOB0UBECoGkfAKAF
			pcfZtjaaHNfbM9Y3TPcFjU6YWwFAdJYAsMsv3DjlmVe1EJDgc2yrYBiw7Jtn1oDCCY6FTzHetY5D
			ptRAkNsHgLhf4ACAIoDKtq4Lp44gAFqO7muSACgx0sDS/omZy9cTAcjZgB9zKwjZ/23BAIHpfEA+
			94YBAhpLiQGaWw4eaTl1rB0nh+FVkQlqE9UE8MVozLsQM9t/MComa0VneoRW/V0GX95pFWcdyY0B
			xwvMH45n31fUjEN0B0CcOnZaALCstAGg7A8AaD8D4diRgy37wQWU4mjYIp0GNNsBEQByOKScCkAK
			AADw9lvKBTgyAWYkyMkASgkLABw8eLDl5NnWNrB/1yXZJ06TY/hJDN+KCJQAGHSWkmM6gKgdAg56
			jVmUf9b5W+4Fdi7zx7PvyYxD7ApgPPb3RT1DXJkG/MIJABUCbKusbDuLADjYggCop9HARR4MgAPC
			lydTEmijnAvzMhEAxoDvvK4ZgPyAmwLyFQegDEAAgAtoboave/JEO/YIXrpwjnoELQ6QBYzZA2Aw
			qm7CzRRJOWbxqByQ91Alr79ETCUQqWY5sjKBtX98675sBzBy5wggKm6YORhAb4drO3uSAHCQAeCM
			AVUQCBBYjR5go5oMBvZXHuBtHQV4ZAMFBHKTUAXkMwLqaw7sbUYEHDrR2lbe1n4B+0O62f5XhodH
			r9weAHDCWoyOUg8PMO6ZA/Juu45lkgSNA1n5S4iG41z3xF17zggwzjTGtAQA3s2orLsUQGVlOwMA
			XUA9uACRBHJJAJwPvTpR2B9XhKgcAADgLQIAWd85LdCkAG4NogbRotL6fTv279nT3Nxy6HA7tod0
			niYAEASGJ6Y4Hzg8ewAoBzB+Yzx2O5FNAJOOJLB8gLEkw0wm4SKjL+phmFjvetAigMHBWdg/IQYB
			yAoH/7VDNwYH50al+X16MUj7sZNo/4PNwAClIM6KHABABkjEHVGJq5e897haEMAKUBLA6wyA6QpC
			QgeyEyipAAbYvXfvnj0HmwEAta3Hzhw/j90B1Cg+PHSVttjggXRkw+L2AHgVTrUTzfAJgzoJiApg
			ZkvHmVzwxW3+qFkEGboFAohNARLcQ5IBwjoEZACcPQnh+MFmAEB9fWMplwHMduCkRGYA6QBwQ8iX
			m40kIHqAN+f4JQU4VaAdCjIHREoiAgDNAICm1mMXTx05zQjALsHrN8YmWAnOfoaceE2O3Lx5Ix4A
			cPpVEsCYlQOaRjfGY/+EWdhflyKnXFc4b4cAorK2QAAw+Z8dQGV1+4mTLQcJADsPR/BGuARAknYB
			SeuRABJpRdB2XhCx+aOXNQG8/farDAAPF+ASgoCASKSCALBrDyDgwL5jTSeAhbA5AAHQP3Z9pOfa
			BFPARKwJUjHJXUYA4zeH4oshzYv40vtKNzHdUuNpvIoHQmYG4dCopUJm0dkcjVHlYmYZcgBARwA8
			FboVANAC9gcA1NeXEgBy87kdnO8EJpIATF69Xi2JQwXw8kcvGwRADCAJwOUCnOkgYID8SN3OHQCA
			XXv2Hjp8+PAhjESpO6C/83rPwGDvyNgw75WUrcx2A7WZ5okhAW8MxQWAqEyVmlWA26g+qgjS+I+Z
			ScvsRbk5OTg7+8ciAEaAQPewAACZ30ebgSp5JGD7iUNg/4N7mncfqI8QAIQC4BggEf/x8/lXK6I2
			UwpAKEBUAG9KAPg90sE6G6RlQFlZTfbuZbsAAcAA+47uP0J1oXPnOi9c6urtDfcO3LhKAJAq0LpC
			5cz0eUkAulcU40K9gwAmPZJA3+QHv13ZBqvGQMwKALEZQAQBJgMY57+8urr9MAKgec/e3ftq6ktF
			DJibpFtB0PzJQgBs1ATwvEkAvyEAWBrA2RfiV5EAAKAsv4wYABCw98DOo/tbDh45eOT08eNnLvS0
			9WJdYLCHJlgDcBkA5h0qmeabBgAoAaaG4gkhrHGMcTqNO48A3Y08dGO2DiCm/X3md0djGLQC3Cam
			wgMAmoABwP4AgJ3AABG0vyCA+WCyRDr/JADfM+3/4btEAG9QEujtV5kB/CINELsoKCggPx8YYOeO
			LADArr0HKCF08MiRllNnzra3cWkYACC2i484ACApfnJwWgYYRwDEoSDNQQyxh7D8Y+0/aHQB3Iyx
			R3NaCRDb/goA6ALCUSsHLGbCAgM0MwD21UQiEVSAKgYE/k+UGSBp/1/IHOC7v9MKwACA3wsBRk1A
			UEBZXbEAwO7dmA862NJy/CTYv5xKw9uwMEQAmJCXx63zH/visALA0NRUXAwwODLm6MH7Zs0vjqlN
			AHfE/swAAlrEAGG3A6iuAgZA+4MhagAAFVgHZgnIBAAfiSIFjGuitQP4QBDAWwIASSYCXKGg8gIy
			J4wuYNmupbt2LduNweDB5pZDJ0+0t1VXViICtvVOiilyUzcGzJhIEDw4+KHx6QAAx3qKPPrMx8/w
			AOOT/wwCsEIAj1aE2/EACABqsGAARJX9hQNYV13bdHi/AMDOuvqKiKkA0fqs/xa8t1HsiSf7ixSQ
			VgBvPjFHNg46hIBXWRD/2VqXvWPZUgDAXg4Gm/djU3IbTZLGcfLEAJgUvCkAYMg/anMX4y5iAGDk
			5uhoPHPITQ8wdbubC27ZBegk4C0QwHTYkAD4gmZxYee1kQEQI2Gb9h2CI7gLNUBNpK6CCSB/PhIA
			2n+Bf/UC5v9PNlIRkBwAEcAbQgEgAQAATAR4FgVVLIgLRXMQAOgDlmEsuGfP/gNHm1pbq8ureadU
			b5cEwNDkoE+6AGFdStzpnkk3AqizajSeMdR2F/bkzIzxj7C/zkQyB82SAKazv4xxeRibKQDKy8VQ
			8KZ9B5rBBLv27thZszVSRgJgPhHAfP8C4P/VKbgjeiOtCEX7MwH8VhDAW0wALyAA9BAJr7KwkRIG
			80sALCUdsGfX/t1Hm5r0dunKjh7RHDCsVKBucSOTuW4OmykCElXxAUBfw7hjEytn7wFMCehxyE0n
			GL/9fZrg0AUgAxgEgPZfh9MAAAB796AYW7azpq4MATCfCWABfixg/bdRLQgUAkApwNeZAJ6Yk68A
			MA0CdEIIAFC8bBnafymib/eB+iY5RXIDAKC3S3aHDPUQA6hJP6pyo9vmrTEb+s/EAwBXGvgbP/+I
			wTGjCpDgeZBjYmAGD0AAuMIM0BuVGSCxF2xdVVXVmoamegWA7Joy3BGLBED2X8D6byPrf3X+MQVI
			jaBMABAD/poBoBAQ0wuIV05ODmiAJRlZWYCApfjFdx5uamhQmyWxP4SmyMEPQK5PTZCJGr0bRtrO
			+bCYJOI40q408D/DA5hZYH0fxcP8HgiYqdUJADBMBEAMYDkAFABVa2obGg/v3IsZmazdAICtOflM
			AMT/cP5B/eH5f804/2x/FQEwAQAALAT4YzkBv0BAKDsb4sAskIEYCRyoqW9sqG3AMaLV6xgAl652
			9/FOezVETAsAu2rmAYChOAFgjGT/p8UAWgJ6JAFEa1ssBMzkAQgAaP/hq+O94eg2UwCsE/PgAADo
			h3ctK86uqcshAgAPkDg/cUFiCrH/Rj7/m1UJQEUAr79FCgAA8Ks59kRZWRDyEoIh/AgBA4AIWIoI
			wBxUYyNvF2YZsKGjjYdJ912Z4DjQp862ujoqVbsbAVImzggAoxNg9J+SBraK0ULVON0/jvnGBgGv
			FPHMDIDuhRmg18oAUASwZk1DQ2P9zt3oiLPQBYRykP1JAcyH87+K7P8ar4j3sL8mgC1z1G45iwT8
			HrGgPwQgAAbIziAALIWvXB9hANRWrazmjRJtPZ04QupKX9/YZFjhf3Dypr46GtsHiNh+JgDELgR+
			kwRg3AXyIgC0P+2OlSwQNwHQwxgZG6UNvcNXewY7tABEB8ATgREAywAAYAZggNDWJDr/C+D8/2zV
			z9j+SP/YBIoB4MtGBuCdt98iBfACEMCWOcZegZDfwQM2AvyhUI4AQBoCANRnpBQA0FirF0yXt3V1
			9lN/UN9YDxFA2MqYWDbzAMBUPAxgNYNO3WEPEOdfZcSh6AES3CbEvCclPuX64LgJgJqdhtgF4GJo
			kQEq583AcP5xHmRjY83O3UuJAYqzs4kB0AEsmP/eqlWK/n8v+J8ywL8VGYC33tEE8OMtc4rMmYIh
			w/O73QB6gFAQRCAxwLId2fUVhYiAhoY1tFx0HQCgo/0CDRHDMXK90bAO778wAOBROTMA8MUMUYB5
			E/MOegBLs838p/WdRAFBVwBIc55v3KAF0o6gxzcjAEZ4Mzg8xksDOgBcV72yCqfBFeBaIGQAtAMA
			IFQXIvuD+ReskqffYf8PNAG8rRTAFgBAETqBfDcCbA7wEwOEkAGWIAOkZS3LrouUYjNaIwOAN0y3
			dZ05xz2CNEWMGGBApsxHBWnq6p3jkRGr4o14OFLTEYDzQuidAYAh2mb+wzoOJbx6ZQCwv3Ho5o0R
			V9g7AwHw5jl0AQCAy9fEZnDp/4X9AQDFu8kTZxADJJH9F/yMACDs/4svRROoDAA4AmAHgDHgFgBA
			aVFFRb43CQT8Zp94gAAQDGEYmLY0K6u4rixSUlpa2FjICKA5ktXlAADuEp24jlPEcHaAFICjU0OO
			VIATAMwAasZYLPbVBKBigDtw/IVmiw8AWoWQBPBMAWC1ECf9jjuaRacnAJq4M3htiAmg72pPlxKA
			wP8ra8UokMIIMECWAEAIAbAAP1YZ9hfxv+R/EQFKB0AScMvP5wCUIgYC3BCQr1CA7Z9ZnJGelZa1
			I3trWUVRBSKgkSfJrgQvUF3efuGUaBG8PomjA6K9kzcmeIjz1E0xzXV0anxaAEx/rcQkgDu0vZAJ
			e3x8Mk4KMPeC4Br1BE8AiEm/SAKW6JmGACQABm5MEAC6+65eorWwVAEiAcDmLy0trdu5G7RYVlbG
			EgBAiM//e6sM85P+wyZgIwPIDuBVaf8tT85pwD3jFWVWM2HIGwFgfvjITs7IykrdsaSuLL+iAidH
			lDbiTpEGjgWr2y6e4ybR/ssDPDtihGZHYBlofNyRDYwBgOnqwVYZgC9jJdy++dlWOkc5EwIMElJB
			oMsFiAGmU1NDen3sTA6AZ26F4dAwAfRdvtTVoRJAGP8ViEEAFXXZyABpWRnJ2UECALyU/fkSIN8D
			FgGgSAFqBwAKYMuzc3jPbEUESSAnJ8dLDQr7B8n+oeQlwABAOzn5JSX5TAG8VQZjwerq1rOnTjMC
			xroGw75o78gYXhYA+odzIM/uqHMHhhUGTnutxMwCk6D0HMg8a/6fxE4Uo041YylCF6NlEOhTV7jn
			KgDQrN/RUX1pdAYPIAAQnRxDAOBEXgCAbAFZSaPAhP2LIluzM7KWgjMGBsgMBf1IAKt09Cfs/xH1
			AL5r2V87gC3PAgM0NJYqBEwDgUAQX4ACYIAMdDsAgPySihJEAA0PWcP5IAQAIaD/ck9v2Nc7cGNo
			+Mro8NAYPAJ9i2Lq5og3AEYFqcYmgElHSBHvfvYZzj/YSfWizfDXRd3tSAk+NUyYZwpqJ4AAAPq7
			oWRPdHr+ZwDcnGD7d3cCACT/w/EvaJDXwCu2Zu/IQjWekZKdmYkA2CjPv8P+dP51BuDtN1+VBPAk
			MMAaXjRYEqkoQwzkwIcnAgJB+CpBcgEpGcXJ2TnYHQBeoIQA0EgAqCUAnDzNVwUAAL7e3p6x4WGw
			Pw1OHNTps6FxDx8gOiFHNTq81JdrLd9tNoQx8hwjrmcgAJ2IEnTlE1sP5Qf+DSJiZVDrPojYp18B
			oHfgJtbUcCNU56X2DlEAoASQtH9JSVl2cfrStLSsdLDG8mAgcYHj/H9I+s/b/k9IAnh2DvytjY2N
			RcABJWX5EY0ADYGAtD8gABgAEQCyIyeHWgTLKoACigQF4CzZ1mM4SBIAQGPEekcuTwxfGYbvfmCQ
			naLInzlnoPOZkQxg0IPr7N2wl3LdbiQogIcD+UwJMD0DGJvBuBeE59nJ0ZZzSZUQAhTpmcMDp+V/
			YoCR6xNX+tD+3Z3YbycSQHIYMM0ByS2rK6Z4PD0lJTkzMy9R6X/Wfx/ibnAxCOKDN7T9uQ2AFeCW
			Z5+aA7hqJC9QFKmIlOWXEQvIy0WaAMD+ycmMgOzk7OTg1qQcbhErqSiKiAlS7ASOnTxOl0VwjFjv
			wPWrE33DEyr7r270u5uooupgjQ45/YP48FlFJSUEpzzn8s/i/HMVemo8LvvTtXTNQuLypmN+sZwv
			aGRBR60pptPZ3xeODlyf6KONYOfP0UYoM/7nKQC5+fkhDMgBABnJKcnL81YtkOk/MD+PgycB+MEH
			Sv+LIjARAClAeM3BfcN4uzyCCAAlQJVlIQUMPxAE+yezE8jMzoS4A0uD+TllIAOKxFoZgYCmi8fp
			uhACoKtnrL+vb/jqtcFeWRqWWVxXBQX/SwHAs8POmwCMwVy3NpRKsNLozWkkoP02VNO+8mUJPve0
			gQQeZK3rYEM3p7k7YL6i4YFr/bQP6vz542eO4TqQlVL/iSEA2P+Tk52RmpaWlpGRkrw6eRUWgGT8
			R/tAaBw425+ugVATiEgBsv2ffBYYYB3tm8X5AvBCEshFCOSoG6YMgUBmMhBNciZHAkEMO0JJ6C3K
			SvIryop4wyzJgNr2ozRHEMeIdXVdugrfCBBAL3Y2R30mBXj4gEELAJ4XwkdcBHBbQlBLT7NTaVq1
			HlUNe0YekCdbu+ZMOKbIu9Z/eds/HFbrYOAcAQDARFUi/8sXQEq4/zMbGSANXEBK8trl6x/fuNER
			/5sJ4Lck/asI8EmwPwCAFo4iAiCgj5SaJGAiIJCZgl8GAeCnYBArg/BHEAIVcpRoISGg9cQhui8G
			ALjUc6G/r7vv6rWBQRwoStdhBwfFTgHmeft8i0flUoiKIwYdq9lvVwhqRE4NGVmgafI1UdsDqCDA
			c+qM1IEqa3wjBgJsAOhtIDgM/oRYBsD8T+zPFwBysouBAVJTM1JS1hIA7PgfR0HKSyB4/g3+JwGA
			DuCpp+aUr1MIwFdFBCNCQwmwG0ACWIUACAUIAfAv4QRQCappwjxMWNwYPHXh0tnO/u7u/jGIB2kd
			HI8Vv8ajvVUK3UWtHolC+ezNkfwGEjgfdIsOgP5KSwFMl7CNGhc3vzBuhJijSI1J476oqVtUoDHd
			+UcG6O25jADAUcAnTzSJZQCF+gYw5e1ygsXpzABrU1Yvz3tc1X+R/+0C0NuqAiT5/8ktdP6fnSOW
			DisvUIpXgBEBZQAxiYBgZkp6egYCIBCgjDD8Xo6WATg7RO6YbWg9fLQFp1edPnXmwpnO893n+q9j
			QkCMlg+rseKc8DVWMmrfKhP87kdvhF9TQwYERKbFK3Cc1pur3iKZmJiJAIRB9RdmfRtr2BAHhOY+
			E5e88bmOv48A0A+R1JHTR44cOoqzwKX+V0NgMHdPAAAGWJuSsnr1K+9JAbiZ/f/7Sv9x+udVPP+o
			/3/1K0EATwEBzKl8rlysHW8UJFCCJGC6AX8wGeyfmg4iAMwPP5gHBAeIrRJizzgOkz26nxBwvPNM
			57lz589dvjTQEabdEugGwoOD16ZwkMwUzUDl6FcCQDxZ0WbvAQBzKtxNaz75TW+3MaMx+YKRkQOY
			/nOcQnRKDKezz7+5coy3SZr9KwnTQEB0gHf0XKBdAEeOtBw6ehifaqE5BIpvAIWCS9JTAQBrgQBW
			r857/BMiAF4I97Jhf4P+XxD8v+VZYf+n5mzgNgMLAaWRkrIKLQXx/OMXSk/JzJQIAArAJrEcigbF
			MFncMtyI04QP4SDBI8ePnzoF9j91oae3I8yrBZABojxY+Ap6T74ir8yhAHDTGwCg142hUCPjVpvR
			jZgCKxafG8ac0kMpZrS/KQEkANRaAmF6c99MgtMJeO0Btc5/eFtv14Vz59D+B1tajh6Wc2CR/sUU
			OLJMMDkjdUVa6iqw/6rVea+8psYAKv7Xx/9N6f41/zMANlUqBDRKBFRUlEQq8iOCA0LZKRmpC9MW
			IgWQDwiSFOQeMQGAfDlOmMZJH2hpOUgIOH763Lkzl7o6OrbxWGnUAWEwI46REPvn5bfOAJBZohGP
			05xg1WAxs6x3Rc44oMF7X7OOO5wEEFsB2JGIvJcoNIC50v5BAwFGF/uQmQ/yND8NAr7Ag4ABAAcO
			N+E6wFI5BJDpHy+AhZJT4GCuAPvDj8/WP6Ps/5ExBIDmgPzmTcP9W/afs2nbhsrnCAENmgMwHuCs
			UE5OTmZyRlrawoUL05ACgvxCBghRo6gcHlHEoUAj/B31eG+85UjLkeOnT587dfZSWwdfHRYQiPJo
			4St8fdDMf0kG8LxrS4l17Uuxz0bti47hXqenAD7M5jC+OAlg3CxGEfEY22n0wFmLAoyrrGY2wDa/
			YxAwmB+HAB3YV4/+v1TRf36SKNxCbJa6YkXqqtXLwQWsfhwAsFkuBJR3gPXxZ/Z/wmn/OS8CAMrL
			TQQ0EgdUoBYECOSEMN2weOFiQADozczMYB4Fg/YMKbFgEIfJNjQ27cNZogdxeMTx42fOthEAFATC
			vb0jdIN0eGyy1+cNgCHPsc/6HMlOwEmj2VA4gRgA8N7MNWjHnTM2bbk8gACAz3ABauAwQGCeRoB+
			o0OqFu7t/7EDsKP17CkaAscA0NsADfMnJvmDKekrUteiCwAR+Mp2wwGI8/+6iv34+Mv8j7L/UwCA
			TZv4vmGt9ALEAhWlkYqykvyyrdlLQGouRgSkkRPAdGDAvC8kdwuRF8C/oFEME0UOOHkRr46XVyoE
			8HaBCb2A3gLAlFktdvO1WsogbgOZG4PVoN44ARDVUeXokLNFbToPMO5ucOXhs7YLsCnAqh+K1HUs
			/scGoK6zPATu4J69+3fWM/9L9Zck7J+0PrgqNRUZACngs1ce/5JLQGoStM79PEHZf5X+kQIQf7wI
			CKjcwP1GlheoQCmYn49VZ7A/U0AqJoPy0P4WAGiQIHFAEXaJEgXg6ICDR2h2QHV5ZQdeHd0kINCL
			mW5AwNUb1DTmBsAXsQCg+jDpNhAacdK8cHDTvTAgthPQIaAeaBMXAVjJ6OlcgAEBO4KVqevY9i9v
			O0szwA7u2dO8GwGgwz/Vt5O0wB9IWQUAWAsA+AwA8MwnIgI07P+qSP0J8295lul/zrNof/QAc+ZJ
			BKyrrrW8ALmBsjIEwOKlYH8CQHpyMtvfvDOm5gnnCgRE9uE0URwofOjksfbq6rZKvDVUSSMkUOIO
			XLuKt0cmxvTiOUKAHI5obsqy7CWDQBJ8ym2oozWtDPDo3JeOWQ0z8Hn/WdP+jmS0AIBaT2ZRwDyL
			Am5MmVxlAyDsHALXehZCqYN7cAAAAKCsSNtfnn+8A758ecpa9AGrPwMEvPLKl7//WAwClvbXzl+I
			f5H/e0rY/ykCACCAgsFq2j+rgwFwAiVldQiAxYuFDwAREND29zsmCfJ2IVwqsHN/M0+POHqMLo+X
			V/LtYcJAx8AlBEBf31jPoImA6IBkAPd9+6jJosID0LBds+dcJgSnpwARcqgLmHoer3wn087vs5PR
			ohLpogBHUcjRyDA1pgfAigEwPusGYHUrzgCD808AqANDSP+vCrVof3/e6vQVK9YCBbxCFAAKEMcA
			Svu/+qrM/D6hxL9pfnrNkwh4rpwvnZkcUBoBAGDfCXDAYhEGeN0b1rMkcZ5wYWn9vt17m3GeLK6z
			4W7h8soNggVww8DlfkTAVb75SgKYWiGRAa6oRIAzCJg0r2JEZevNoONozcAByt+wM6eZZkM3BgZN
			PjZiUzcB2P0oEgBmIsiBAho677gdIYSg8/jLCwDrqjGZ0kz237UMAWDZHx99oj9xeeL6vOVrIQ5Y
			+/Xqz/DjmS8/FkOA1AigFwzpr06/tD+7gIcQAeAEZEqwtsFMCETqarDtABggzWV/49aoigaJA0pL
			aw7sxfkhOMq+tVVcGQAWYAwIAHT39V/vDRsICINUvqKP+LQSQLl6x73D6WSAZeMobjq8Iq5gc0Dq
			iQEDPlHTDY3aANCpwHkOCThXLTg13ieWhXqjegKkPQIKDNEqJgDtWYoAKLPtzyNgkhMXLAgsX7X2
			pRVrV3392Wdff/bHV778+H2aA/uGHADya4f2s9mfXg/OIw7YtGlD+XOoA4gDGiQHlAICgAKw6oit
			J8mW/cUsSWu7EEAAPw0vLu4BAXv0cJNsF8aLYyQFKit72y/0d2Pj8PWBbSI7QDnCgfEJZoBhr3aR
			ScdAjqgzmPtCNYd4md8yq8jo056bL4YnblC92sfeKOyQ58bn6P2oo2ZCggBnLiOiDwMCPhcFDI/h
			9C/0f+b51xNgeAIQ2h8B4KB/nAGXtBwXAa1fvnrtipe+Wgvn/+uvv/7smY+FAHiLr//KzM+zW7T0
			Z/tL8wMAHnrwxXkPSQRUr6uVHMAIiETq64p3LMtKzUrPWJIZdHcLW7EAb5epKKqI0ETh/bv31Tc1
			tFKvYNW66vJ1hIFy3HbSCQDo7r8w0KESRNgHMz7Eo4avuG/cu+7iyP/Li2McCttpeetYh9GYvZM0
			1JR+TA1hwVp7ZDmb1/60qLGiZnTYBoAOBF0FYbHsNGqsOEXiEYLVov9t5gSg/XvJ/kuXLiumy99J
			Vp9WIi4CW/Dee+sBACu+Wvt3MP/fv/7jp3/4kM4/8/8Lvzbs/5Rgf9v6CIAHEQKMgA3wxddVKSko
			KaAmu3hHcXFKdmYox+8FAKcUJADsXLYX54fU405L5IAqvDZSDRjDG6TtFzpxwHD/ha4O8d0TBwxe
			GxJrRybwILskgPdlLLFl25FoE8Z3pFqkLfFrTQxfka+JsZEBPo30Z8JiOjdBRX2WuR1q2Dmk1OfY
			Uus4/ziDWjEVX/uduDbS6wsrAthmjAAkAOwGB7B0z1IBgCRjDQz5/+T1OAPqvfXLv1770ldfAQD+
			/vc///2zZz56HxsA3iL7P2E0fpihn8H/DIAHH3roIfQCGwABz7kQEInUAQTghdW/pHgQkIu1hJrd
			y3bvrMF1Vg1igoCAAHy08Q760+cAADI/hBigMZP0fIbHRmwKsNJAjstYUXNzPSYJnct21XkOq6Gb
			gwOUjBKvvqHrI71UrvQpEOhfSl7AtzBB1/ZHp+SeTAMAPi/zi9XzNCqJEp2Sda5MEO3Ib96aAAbh
			eP2+/Tj8gW5hF4e2Grd2cAp8YuZ63gS48fFXVq/9Cing71999dWfv/70D++KAEB1/mvpr+xvMQBt
			y3zoQfACDyEHUCxQZYWDEQgFtm7dyn2C/hgIsPbLlOQDb+yEF84PaBQjBFYiCNYRCNqOXTyFrcMI
			gEpODhAAekd4xhiKgGuTrMs0AMat23h2N6F5XVSuj7Nsr4ItlhtAAFcFAXTTDZwxuQud/4TxOfLn
			6GDvJBcx8GsMi+04ctoFvREHB8gFJLwaBilsgk8/QQBop2dg0CH/1sn+T2AAYX8AQLYZ/YkAAB3A
			xu0btz/+yqqv+PW3v/3tz3/89H1cBQX2f+HXTxh5f3T9z2rlbwGANqYCB8wDBGzY9BwgYJ0TARWR
			irL8shzHIAm/tWROSkGRFMovq6mpqQMAlBICGmvXwMdKpAH4DlvbT5w6Dgg4d6a9o7Jyk4JArzyW
			X1xB3yq9LyPAAID7VokZC3LnncX7fOp9mnGBAHiWVR9DoA/blqJUqlAooT8elZ8d7YgOjIxN0CDc
			4YmhYVarV5wAEHuHhP3ltnNqhhsYF3f+Ne309IY1/asBcGB/Gv+BU1jglY63sLT7BwLIFPbHIWDb
			X1n9969e+upvX/3t879+/re/v/KHD96hAWDi5seTxul3HX4BAITAQ+wGHtpAHGAmBCQC8svsXUTe
			SlAvmSorq6svi9CnMwkgAhgCVa1NF7Fv8Mi5i+0d5ZQb2MQYGLh2VWyfGuYhyVEVihkAEO0CVlpP
			xljEHuwEfIb5lPXJ/NFtvZiLxEvsuOqE/n31+kCv1KMKB0Kcig3ZA9eGCDW4GmVKELkCAL8TvYsM
			7wiYXggJ4OroFeOFN38HxPQHx/yXglIGAL7SlhVnqvtaflMA0ibI7c+88vVXX33+0ud/hdfnX/3p
			0/ffEdM/tnDfz1PPKuHvtj687hc7s79NEAAOAARUOxMCAgHW2/D2AhIBdGkkUlFRIhGA90fXkCeo
			rWo9dpQAcPxiO0aGGzg/BBDo7bks9o/1TV3TFOCzN0RNuWJ9TgnL/eVK0kWVlAsbahuppmusn8ZY
			dPd1Mw76+i9f6wprOWL4C5aFYUkARN5jclMiA0BUNNTdINw3i+kfTUIY444NW/a/0jdxuad3m03/
			fP0Hc6k8h2fpYmCATNmgSyOg89D+uAVk4ye4Ce6TZz4DCvgrvz7/86d/eAMCwBf4/Av1F8P0AgD3
			89p0gYAXN2ygYKDaJoEIXiAuk7so/LEwkKRny+No+bISQABeHSosbSxoLJAYqG1tOkpNQy0Xj4nx
			cugHaNDodTFm8Mow9pJHdRhmaOip8UFnKU3EghRCXBmluF4LPnHu9Wtb7/VOtDzmIrrFq6/zek+X
			9acMFPA1Zykb+obGlILEOy9hVhyUQGbOT3A2+oDomLyuww4ao4X90tQsUykHQNNDx+t/jXL8x2K8
			/puS7TeoNxPHAL9H558WwX0CFPDnvwkA/PUvf/rDB28L+2+x7P9UTAAoCJAf2LTJjYDGCCNADRIh
			T2TrALM8qGggko995pgbpIsD8FrTUNtQ21SPADjYcvzosSpEwIZylSSmKgHpMioWG4UCxQBXhsaj
			+pFrBIATGGYXO4wCO6o8vmV9rEX09mAi6jx8dJ/rh5/4V5cvdHUpOeJEAa5IH7tKkqFveOz6mMAp
			/LpHvc1YGSQakzDQMzShyf8K3/zrv9zT1tEhjr9w/3T/vxTCaD7/ggHkImgZACzYSA4Al4H/Hijg
			b59rCgAA8OwH7vuf3vxz5tynEPBtJIF5gIBNqkXE6BSMcKNobA5wuAEGAdBABY0RKCQE0P2hhoYm
			7BvF5ZMAAJowyCQAGBBVAuLHawO9poUHOHVPuwgGfc5nHcVBBGMCAcMTY9cGO6LhqE38aFxEWUfX
			hX4cYoCBaOepc/hLusx4+VJ7L7WuOFFAGBrsEVbvuzrWc00S1cRQD2f0VO7AkXZg+gj3Tipu6+ub
			6OvrYwbqvN7e0VFO8q8Kc3BrsPuzsai0og5dAJp/cdoyZAB5/vMy1/vXL6AtMHj+AQCbv/zy06//
			/FcFgM8QAL+y+j6ncQAAAELA/cINkBfYROXhcumRWAhEIsYoGXcgYCNAgCAHAVBSlgskwB2DCAH8
			Cw9Tw0DL/qM4ZxjniqxjFqBJozxjCseMDdqlwiHB8HIMscsJYJTG/uPqjYHeqOPgbxNqq63rbCfu
			OcIw5NSZi53Hz5+mxVcQlFwCc1SKP+jAQJRXIVyhGtbAtTGG6ZWJqyOipm0qDp8OIgQCBnrGJpj6
			+/r6r17tZ9dzHr8kkb+6/kft36URZgC0f1pqcWZIEUCef710AKgAqAfo98+88iftAz776G0lAKT6
			n+719NMaAd8WOSFAALWKajfAXiBieoHEWBjQCKB7AxgQlHC7kGgcbmyqx20jzc2HjjaJLDHNGkYI
			tF3CuySIAHzOUsYLAHAQPuzFADiNanBSeenhy0QBlvErydlWtrWdPXPuNL2On7p49uzFM8dPi9ep
			M+1dXK5QIFAw6O29TjVsoKbrPYMD1yfEaeZhaNz07og4ouofim/6iPbB/pevX7/cTxd/zsOXPNbW
			VqXpv5Da/0sidPN3MRXhslIkAIT9tQDEMWAfb/7wy0//+JXwAZ//5Y8fvK3tP9PxJwA8DSRwn+AA
			VIIIAKwOMgKMNqFIxIMD7ElSZoEQMMBd4/m52M5cJCCAf1f9AVw30rx7X2tDVdVKTBGuo2rRho62
			rgtiylj31bEBXS0WhQL68GQA6jfukTq9r1/E2GRFYfpKGrXXduzicby6hA2LR4+1Nx07cZL/E++y
			YAMb/kEcfL1tE8Wn3MQS7hi43k/yBOd29fZeo4Go6A96pLOJ6pjBZ9rfF6YQcoI+uQ/8/qWerkuX
			0fOcPg9f8ije/auqrbVuf/PVbzD/0oXMAPL8cwCwXZx/sQoUEPCnv3wuNcD7bz4hb/7ObP45c+59
			+l6DBJACsDS0bZORl9YIqCjL1aNlk1wEICuExnhpmR/OLRH3h3CwXOnhnftx38iBw5gjXIkQqKZJ
			ozhn8GznuW6aM9Z3+VKvys5h8p7DaGAA8A0OChCPXFAzPujLPV0dKsRm22MWurqtXRocNWh7K8ak
			J1uwARchQdtvyrl9xSACClAuI2+DARFavQOXr/IXAgDgmzRSSEJ5mmW+sCyAd5P9e8ELXSYWYhS2
			cgWOpz/R9Y/8uuJ0sD94gMVpqSnZAXn+E0UEKFeBiy7wDz99hRDw+ecQBfzuzV/Fzf8IALD/0wwB
			4gAIBebNezG8SawnrK42pWCEQoF8ywk45gkmWZlBs0JA3SK0g76+Zuf+XXv27j1aDwBYwxBYJyZN
			trWf4SlT3d1Xr/d0aCU+cG1IOngZeYWF8dXTBmoGpsXRKn39F7p6KwXtl7PMohfY+ziEoKBAD508
			TKPum45RUIoL0BATrVy4FhCQKID45PI5ChsxdAM+uEQGRaCJ/JEJAUfYCR6gh0gf7X+2C4R/W9fF
			U8dPMw4PHT2GFTO2v7z9ky0YAFyAZADkfz9lgLarAOBj7gF7+cNPP/vTX/6C9v8UJMAW1fcdx+ve
			exkCwgtgUhB7RMJAfiI7qYUABoNqOanhBAJ+x2BZGwKqcxz8QAnGhJGaA8v27NqzeycDYM0aLhRU
			05Sxdp4yhRgQD5cfsMoSarcr5ZY6a73ipOGT7qTxWmx9YXyAWGsT9Vrh0u1D2KtQW1Xb2nSYolL8
			zRZcgMMlK4MIeAx6J76n8/0XIHIjPPShp0KHEJ72tY3ueVzq7INPPncO7d8G7wnLIUREiEQsmjeI
			DfB8/SOnrjh1aZoAQEoy2z/Rv379elMAiDlA77/7wfsf/uGVP/7pz3/646cfvSMJIC4HMGfOPffe
			IxCgnMA8eIVf5Pm0DgSUcneaSwbYo6WdJKAhgH4gAgywY+/eXXv372wqBOCvWWOyQDUtpGYIGOVi
			llEch1/lVsKwz47yGAGXhL4613mB2JyIHzVGFVW5wNikP5v3797XhFUq+Gho2ncAw1KCxcnD3MFE
			dKSZoK2HiOl8d+cFzN109PZ0nqMjjXP8YhtfKEkMPM/T2Jyz7V3VGPe1tZ49eaqFG/9bdu+r51BL
			3/4NAgOA8akRL4UYAM//ej7/0gGIW0B4Cwwh8Omnn/7h3XfeVAQQz/kHANxDHHCvdAJYHCQEhNkN
			CCHQUCu8QIUxXdqggIBBBl6CUHcN4s3TGlw+uXfZvlIwAWaHmAWqapEEqrhShBg419nTpoQ4dpJy
			HEXzk6NhN9FyLrHzHIf4qK/x1KPx8VsgX9a079D+Pc17mvce2kej7nHuFvaxYxvznoPNB5sPAQXU
			MhlJIgAmAKd9iv5aiNvaIFLEqejnMIOEU7w6SCg6PrbJwBMX6SB8MPA8hddkqgmTre2HD+1H2oF3
			sx8v/4A0AvOL9t+kbMkACIBkeKp5BABsAVD2V7eAPsAZIB/8DmDwztsvSPvHSQBzvnUPQUDLAAmA
			ebpFtZo7xhkBJSWuUICHi9tiUOtBu1sAG0YAAFm4ebCmvrCxgROEAgIreczUKRoxcv40HDcZjW3r
			7WEV3o01FA+apecN3vUSXasEfQWCDuMrGrCKQRaGWY2HUX3sodsWNOa4sLCAbrNhAw5vQTtwuIm7
			FwwQQOhAoSO8o4tdbXjLoYOlyvnzzAieLylBgD/OnuGwE29JcNBf1Xr4xCFa/IZvZyet/4XTxbc/
			83Oyl6TSbRxmgADqP7/sAVDnn+fAySbgt3gE+Jafxy8ACQB3320gQAFg7jxxpBxSUL7JJM9VMx4R
			gathJL+sbCtuH126dwcAAOLeAn6tUeXCphMnW07TTurjZ9rbZGZGed2+/h7BunzUwvqJV1KaBwP7
			I6ePUIBVTcanDQvwNcDQB3D19a69O/dVIAAoQQmRKaiS3XvYFgf2kTRAPmIMiNAB/8rTeNOtHG86
			4VBsTB4BJfQQJWDLe6W0+rZKFXli+IG65jh+9kVskmdMovQA1InOX5BDFXgTRw5/SQoWGwBIDgQY
			AMoBvCbmAJD9gQDEHthfP7HFyADECQCNAKYABADeaZgnWFXGgyoWKIntBVwQ0ILAaBcoq8vejYvH
			duO+AZUilhCAR4NC/QhPGYHn3UFp4o6Onk5Rt7l8qYtpgSpIm8Rp28Bira2tneUV3qtux04UHK9P
			5i9sjNTznh144JEINj0WUmqitLSxnpoYcRPeftqDRfJQEUHrsYs09eTIqRNCWOBX4XRiJ7B6ZYeO
			GYTtyyvL1QsVHwaZh060t9LfWUtPE6UHmX/XrqwdNRGctaOWP2anMADoOlYmUAAKALEI+hMeBC9u
			gclLAL8R899naX8AACDgbqYA7QPmzpunetXUpGqpA4r0klr/9FsH3RlC/LyyUHFG1lL6puEYFjoh
			0FCFU2ZajoiCcVu51OE4hxyFOLtdceTM04Z5HpRXGOhBTHdoH260QtMX8EkH9bmb9p3hrosKWrnO
			LxC39Tt3AzRoEyeqQ0SAwgBxksgTiBihrY2amjB9KG4/UsxAP4kfOvwApwbfDyISG2TxL0Z31NCI
			1yfA/tz6WxbJV7c/k5IyFQMsRABA/CcdAJUAkQHELdDfsv3l/P/ZCQB43UUAUBTAAMCmZo2AbQYH
			8EjB2AjwgkDIb1WLcyDGAQDgxgksFBYVOiBQW9vUdKCFIvMjR06dbeV4DFNETLqoDPSJ2yBsLxM9
			Va2t7ScoqmvGs9xYUCB4vogz7LRlZcdOOG6lOOBOAqAE/t9u3oW4+0ANRicMARp/2kD9Cy0iTaCN
			SqQAvM66znixcJAvXPML308LDXupFY33uPSldB++H2z93JW1M7usTD1VAYCFixchA6xKFgQg7S8E
			gMn/b5rnX3R/xQuAuwQCiAJEHEBt7QYCygUCyA0UlRbllkzHAXK6qJsECAQ5GOPgrpuasgr4u0SN
			QEEAy4X7DvH9cnjk7VXi2baBECfWxdmJZPty/GE8dKGuRKhHXenCzZOZK2qyecI+XrUoK0HGxfxk
			CXWyY2iyjLZw7cJPA/sUKAy0HsaJBxCynzzczpFKdRWfamKFY21V0uLlQjYKy1eLBqijhyDKbD5A
			O/Ya2B9RsyTQThZ3/mUty95apm//+TPBBaADWIQMkBxIRADQJtDtchHwZmV/dQdAtADNigDm3HXX
			t4QMMGQgX2wJuziA08KYr8gt8QoFpvUDSgyEIMbJwlanOuwY4fRgYZGGAA8ZobgcePxwKwXlqMRO
			opKCFwR45nkrX1fOwZ6I9Vrr9x3aK65V0tV6epWUltUUy2U3eNpyaeIK/gAkYKVrJ+9FRwdBAQJA
			gDAgZp7QTUcRIaBV4Vhj+hAA0FrF5pYnvkpYXnh7AiQTEl26IeOTS4pAPMyNX9T8naO6//3ZBIBF
			BIBVmQFh/+1yEzwGAHwJ7A3T/j9/dpYCgABACLjnHuUDiAGQAny+GAhA55mb64kAY/uoq0wg00Oh
			TBpxmrGkLj+3okTQcKHhCcA70oQB2k4PvEkFw6rqYydEEefUMVxXXY2WxzhfPnU2P6qr+gPkXPfu
			2FcWKRWzlXPL6gQBZGTXicwkpyfxOhNmJ7ZiDR4UAnxaPahTbGIiGmig6+7NlDvEJYm1ZNfWw+Ro
			WhCiEhXGq7ZKePtauuTRvKd5P6d7GmXsAeQnqr68+SUbtz/K9l9igIWLJAOsVw5Ab4IXlwDZ/twD
			HE8LmAcASAbcY4sApABfTAQ0yoyVFQ0G3CzgSBIyCII4c2RpVnE2Qj43V0JAYaCAJgzgcvo9eMOc
			n+86OHQnTnLV7tCJVs7s4g/4P9XyrK0R99rq9+3YK85yWYRGa4KRt1J+nZbdyL5Fkl25IkOVvxXT
			E0uXCgqgZTiEgUaK15qbIUBsqlUvnIZGycNDlDio1R/K8sz3DVz62kVbFnEYH/zVuGgDZ/7Xqda/
			rKyU7BzV/g0ASE9D+y9atDA1fXkAEMCroNUi2I9e1peADf6POwNsMcBdygfIQJAbm32qpGVGg7U0
			UlCMLHEmhQNOBLiCw6RACIcOpaUXB7cmyfuEkgakGqjn26V79gBzHsXrhZQfgDN3BOs4x6mRRB02
			jPRXorDGcarUvxKhptpdS/dmgLcvoWp0Pk06oA0bdNRcL/oTO2glJsQndWglzBAABJpqgI/27N2/
			7zBfcqnFAkYD7m9vBmbnN2i81kjDN5CQaMTvBXMPu2uQV0pBQimvVMFfkTp/cPNHjl+0fwcIAAsZ
			AGuT80QNQDgAWgT9/geC/5X9t8wuAyQBMEdQgIgDpAqMiYAqLlyiF8iPgQB2Bg5BoDGA31xaasaS
			UA5tpOcEsQ2B0np8aCIz09TEF0uamHRBGBw9xneNVpLlRVRF4or7DdC5YlNlFq024iOeAwRAw7WL
			Q3TTivNS8h9+1RULlVhTU1JKPUzwg6K15r0UUzQ2yBcpg+Zmyh02NfFprxUajwxfgM4eHhR+OmvL
			Gu6SL5VOCfxOGbwp0fqHu1/o8hXK5UAwWQEgLT2FAKDtz3sg2f56/9eT1uSX2/QBrAJlrd3tBeAb
			w1ggv8RbCQYCigxcqjAQRP9GRU6eNCmLxYYaKCqs55QtAuDQvsZGTBTjAEKaOwJq7DCQAth+ZS2n
			eAsaONpvLKB1SuBc62qEKYuzxd1qHq6+FJg2lJMkvFe+aF+UIGCSoAClolTCkVMEQAD1OAWxoVGY
			t6EBQNrMuUMGRoGwfIGwPEO5lGJPeO2oqS+pKC0pLRHWJxFSB+9K9P4BJ2aHAhxXBXAEIJofXitS
			U5aDB3j8PZoFDPwP9sc1YG8g/7/6tlgAyfaPrwfECwDfutupAhUCFAcYCMDouigWB+iPgIcuQHCn
			4rCZzJA/B1tGVJnIUAOl9fuWIW/ShAxMzKwpwOtSEBugMGjmFA9gQmT5KK6iZRroXStwC5ZQ/ED4
			oa2cXcfyytK0jOJQiKW2uHCpIQB8lF3Mi5h21GzFwgz1M4NSw9rlzpom2pMKX6dBFhAofbwLoIGN
			bgWkGQr5A03PH6T0d3HeK1KBwSd+o6Q9cxFyxVlpaH74kZWeHAxxXB0I4AhABgCEAcl56ABAAMLx
			V/anIQC/sfl/1tY3KIByQffdb/kAnzcCVmL3OjcvqNSV0SBkHH4NAvU7SAAAgIzkIC0j9edICs7l
			MUMEglK8X45ZGfjYSyuq1xQ0UM0Ox+aAoEYAcMyI/8K1VYXas5aUlNFom6zFGGyi1kzKyV6SDk86
			jQnA60UICGVnpIlAoQwYGt9LJEIEsIyrR41UQaAfjRFwDeINNtHvCtOXIhBR6FGKqWbnDrrkhckH
			HLzG0Wd+rqr6ZMjOD+B62ftD05kXSgpIX53H24Bf2/yLzS+//PL7z+MW2LfUHeAfm/w/awiwCKBc
			kJEKMhjAkwNqeXq1rQRDDkegfhiSIJiJBIAJbho2GDL6BQxPUBKpYR2PwdzufZFGip73CWUIrIt0
			TKwvsrzS+rRMBx/w1rpitCVGm3i1jhyAOGShWPbHoYjFuIgJo/KtRNN80z1rF1auikrR/Fw+gh+l
			jfWs7sC70wpVafpSI8kM30gxXfGg7FNFSVmujD9F2pfHMIrWjwxc/yUcJTymRQuFD1iVR8Pgf/EL
			sv+7z+MS0LdepwGg4gr4Lek/AwB3SRGgwgAWAQYENALEBms+c7mmGwh5aAFLDQYCwv7pNG0qFAjp
			IkFSvo4J8HYxPDfMk1P8VNpIACBhgKNHdtdzLVe8xAMvKYLjBW+IBl1vxSXXYEzwrMEcCDxwsrpU
			HsbLb/1XTqg4PWsxhwr4VgCPW1FPZtGmbL7pSFYmQ9cL774M3yDuTioyTU8fFVtrxK51JBWReZDG
			x+eWk52yTAIgjfwiM0AQfMBCBYDl67cD/4MAAPs//+5vUf69Lq4AWgXAWwGAFAEyFWS6AHXFKWyU
			hrQXKCjk/UXTIEABQLwy0belrUAPEMBtpO5LhbnkCggAGMntWQoUsLMeDhfel9pLnIvZWqTjIna1
			6uzn8jKF3CSacsw7buHQLwkGs1Mg8oQnnIFeVlpdpqZNDISy+ZMyaCwHUhKmj7KydhfXV+AlN9qV
			KV+RGnqPorZUxOpe2p5fERFYLMV4xAo7xeUZPwXFPIctTQxhoseGsdIi4QMQAGD/X2z+Cdj/t+++
			wfb/jX0F7BYJwMEAdhjggQCqvBAH4BY7dHRygrGxYUaEfRoDAgcBHDy/Io1KnMEg/LejTqQ8QX5+
			mYjJl3LxDhFAV2YRAEv3ECkQ47qsL55tDtI57dTJSknOpszDYnSyQdmioD9MJghhIZ55Q2zFIgsu
			y6jZCpKgtEQXkIoADJa+E2eeKwz4YpFH3wZqkdBWbXoRfgjIpaapMXxyClOAfQC9Xlq4dvX67WD/
			n2xG+/8W5d/regSQmAByq+dfcIB3GIDzTTw4oJIWmWsO0D1CHgvIDV/gJwcA4S15AOA50UXk6hkh
			H76Ds6R8xHBTOVZziXL3LBUtNJJrS5j6c43DlZMUCi0BPsetSinF4ADw+SIBWMY3UCAuYIayWSxC
			9CAiwx1AAKgJwINHUMMVlfAPkId1mMndhZWcerwHq1+ce8LVbksy+I4fRB9lpvU152DhbyFW/hbD
			c0Fi5MeWl5yxQlDACgIA2v95sP/vwP2/LtK/v7Lzf7eGgLs8wwCmAJ5vYuoAQsAGLHcBB6zhPYYM
			9qR8NwQ0D9ArmLwKU9z0jQYDYP+gs19AXS6GJy+ypPCIl+3ABg4cPUXlfD5zBIASffZtbkV/nsme
			PzUDf1qIKptcbEhftTN+Eogge6QtTc1YUheivTzoSMiB58N3WVZGMZw45BXwHkUlZ2tZCdeWJAux
			0MshUUmiYklOjtv6+LyCSzDns3jhQhrHDcQoHho4S8EAiwAAG5H/n6fz/8vXX2f6N9I/t0MAIhf4
			LZ0M1okAgwI8OUAjwJxjhxAwfYFWgJzhxsg2SIDw6hkRCEBBvlS+wAlsrSBBvou9AiAC6TiXrW+d
			ffGAQ0m06BqdQGo6wg5FtseYM2V/iEgCuB5lCbqLtHQey4CaIItiSTq/ZRzCURWxJL8M/NRS4eDL
			RGWJ34r8Vw5NWgYEpBbjrtUkp/UJAOifFgEBLEIfsDwoHxfOgmf7r1ixev1r//cnL/8X2v+X70j7
			G6O/b4f/dTJYhAG2CjSGLZkI4IFiKyUHgCnKLAh48QA4gFWpssSdFwgEA/aNEvMmAXxsXZKhEAAk
			W1NWUlbDt+aRE7LrKKmiYyqdzxHvAXcbJadQzJHGBIC04y5RGu8ANQknKilhgBodvQjoyLoco36g
			EAcCIYsqOcs86wtJmH5cygywJCQy0A7zIwBQ78NzWbwInVReUPqAlPSFaH74J3X1K6/94r/I///y
			lyj/XzDsf3vHX/oAZIB7rTjQHHLmQECYLo49V71uJbgBmRKySCCJj5QJAcZ0KmW3UexIAgjEwAD2
			jVBWhjUUJvVpaKUsn2+N5OpqXpIHteJ6s8wlGWx9otfkae3PoA2B42C/kRxCGUGVa9qVnYTbM8wy
			IhYPlmCBEezLs/wMjcfvCaJKtP/CNKp8uI2fJGojC6n0SyIgM09cuAQArFgoKGDV46/9BM//f/7y
			rdd/+upvhP2f3MITYG7P/BIBnomABLXRx6ED8Ab5c+AFkAOEG6hAH2nNM7YXUGMIwDVuCgICQREh
			2ofQuFcYyk7hMcVs8ZqtZZjgFZSgcvye1pcAgC8JCCD747N1XGHyAAAuRCK/kUopo2QUBGnpS7BS
			m8+ViyTjiOcQxS8lzZiTo2goSan87CXp2N6/NC0j0wEArUNQGfNzWSyeDPzmelSBDICXFr20YlXe
			a2D//3zjlz96/dVX5QRIMfl/zm0TAH4Y1QCrHigRYHPAi9u2bSAEsBfgYECSgLaEOlbqG02V9a3l
			BACP1iETAuCA0wUC8BFnl4mSLh05DtOS5IcjueNPwv12wSDnHWjhjSCA4DQAoJVYQfoUSspk4lou
			+NLCejmygCBgkKRFHoh8qV/F2yEdihDGDA87FOPt+Y3cORV+JAWAD2CYBgLLVwkVuOilVcsBAGz/
			3/wG7I/0/3Mx/vF2j78OA+72YIC5NgAUB2zaRvOlGQFrCqUbYCWgtpoIV5AkAICpDfxGKQoM6tYh
			d/OgyNRwAhevyYukPjd1LMbEGnBqvpf11eEK0XorUgEssDH3GHSQQMD+CQAgMIN/XkQR6cWcPs7x
			ax0n7RxCycipw5Cwu/F2Qpkc4wOHYALKL34Y1hcPJjWNGYB8AEqj9QgAVoEvURjw2n8B///o9Z8C
			/ZP9f24vfrk9AGBj4F13O+NAyQDOmbsAAb44RsOE1q1DBBTIi83gB4zeRukKCAMCANjoip4uEPTH
			gICiAeBwfL58TzoLiTiHIAG/gUdua5L7pSN8MiYAIDklVXkAFJ5SkchGFaOPlTaiZWamZDAAkqlx
			gdQAvZscv/OrYSqf3FQaOnn3uwnB2cY3m4Z/hZl+sHkHfQA9mEXiHtB6P969zktZKxIBL61dvf15
			sD+5/1+bix9vl/4VAO7ivkCdCVIM4EIATV3DC+Q0WRRIwBACRUURYAHHdguRcZFdLgsVA8TqIdVP
			Cp5vehrekVxM07JCWyE4RK+K/xXMcdre8XRxyzWe53SOAZODBuu4mpjpJzj+mcnIGQuxXJWcLJBA
			p1fsSXO+MIpfzElG7/+ZJqo8IUWFLscjiv9CBOBNQD+OAguQCHiJVODqx5//T7D//5H2f/Y2qj/e
			PoDDgKddmaC57sHb4blIAQABHCimESCW20JE6IYAfvPS16nT6Gge9CABXFoqimXwjDNSQqGtFDUD
			AERZRxjFZXw2J55ntucKONB5LDtjNC9ynJKZkrIqHWIV2o7CSMD0YSAUw/5+kckloWD9AXxLuNt1
			IXoAxFAs3eH3y8IPiQB4nwwAv1+IAFKBjz//y58C//8a7f9zM/l7ByBgMYBdELYYwPACCAFEAHHA
			c4AAkwT0gmMbA8FsisqZXbX9lQE8IIBOIJ1rJZTUh9hecEJqBskqWmAZg1sDocxMCQCqs5AHCLgA
			YDQw0p9mzZCawQEEX89PCoKm1JMPOG/MXqqYT3mG6OYw/TxyHnuAYOzgIyCL/1IEBAO4EWhB0vq8
			FNUVtGr9yz/66X/g+dfF/6fujPnn2PVAz1ywAwJzWQfQMKEND9tuQELAAwN+CspSU9MzRKzj1UTs
			AEGAtmPyzqLU9CVwykgWsFtliCTF4lZ06Mn0JcW2G3YBjg4VCwq4JBe3pKKfIgJg8einCNFv1xHY
			2tjimso+QADAQCMBgFKQMQJQSTzJqAIXLWZ9BAwA9p+/YH5eMosAcAFrX/mvH/2fF379v8H+P3/y
			yVtr/puRAe5WmSCcH+3FAJoD5vnmhecBAl7csAkR8B0igQIKBwgCuUW5uVSfmW9AIAQckJJCW8iD
			9hOIYX98YVVsMV6TWszFnGA2BXZpon8KpF7Ms4X2X5VBZlwhAeDZpaZ+oWQKWm0ViweRPgiEzNKB
			NHFSiDu40xainw/YRQaW90gi9P063qgWoBQgMwFQOQA+fUESAGC9LAi+tHDt8pd/9B8vOOx/Z8wv
			EKCKAfe5NICNAByM75sbnosAmPfipoc2PLTh4eeIBNasZCUACChEABQxBPIBA/Pzk+YzYWYnZ2rz
			OyHg4QiwhYyLJdwzFcQSj+D0ECVupgNASgaeaDzPdMc2EAMAqnOZFSPfx0jPSNfho5G1lnkNTnQF
			+P1wpjmkbC9zfKmcg3RGn8rrBYQIyEjlMACZJNOfND9x/vz5P5ufJ+tBK1Ys3/wjtv9t1f6ndwF2
			KpAQ4GIAZgFAAFDAvHkv0pqBh4EEviNIACDwWAE1ZxYVPQL2h3/mIwQQBISBQMjvzBDOhADUgQsX
			ir2FmUGmAE7shOjDg1k5m07th+JAr8JKgMv+5jnUkeoiAsCq1DQUg6sy6RM9y0jY1MLFA+UrzP9L
			nZ1EVjYAAtaXDchywCLuCQiGyP4//NmjgWTZGbpi9S9++b9+9eOf4/m/o/RvuACzJ+gBnQdIcO/Q
			m0sImAsIwJlyDz380MNIAt9hJYAsABh4pPARgEARQeDR3PkmBmjtaUw6dIGAttcvFAjIAARkylyt
			WGUd8DCLkHT0iVx/EifZPHiuHwiAFSTHQY2l8ifT1wkEvHkmwBSQTmrRJfUCmAciXYf5x4B96s23
			ghhaKL/FlCA8pfmP/uyHP/zhfEwSU2fwilUb//sLP/6fP7/z9G8gwLMYMNfFANgnSLux8PUQvR4G
			DDz3MEDgOyu/u3LNdwkBjxU+8sgjRY88Agh4lD4AAvMJAvOFJkxMcprMjAfks+TcrHg+VNEhRHAs
			ASI/015lp/+OgHSt9ENXWmOqDfjdPPnE8RPSUyV3ZObFAgCcXpFqQJ0ZtMEr7CoYIBC0wWboniD7
			CuoKSi8GAMx/9NEf/uAH/+OHwRQQvOgcVqSv/88XfozH/1abv+NggBjFAJcHSOBl2UgBOF1aQOBh
			AAA4gpUAge8CBh4reAww8Ngj9Hr0EUDAo4/mP0pEgBBYQCzg2j8SsEEgAJDJTmAReVpAAP33Clxl
			TS+TeU0e4SoLMTrGVzhpZdpSEFqCC9aLKCeXyrVre1+qk8opeZxCjY7pmMMJmN9NZopggEzsh7bt
			bspe1jkc7GakhPLB/mD+f//3HyTiqCB6+2uXP/8fP37y2Wefuv3izwwM8LSjK3CuGwC8FAUA8CAg
			AIfMf5sR8PDD38EXIABfj333MXg98piEAL7m40t4ggW0AT3R73iyTjdAV0nYCSxiGbCcs/UYT66C
			j5TMPFVXtoP8zORVaQvZ/gwAp72d0WOiMBnfxyDQLSIBmZwX0HMxzffK2SbOHohyk1+TPOtXrn1x
			DsI76gkEIVhdTPnOtIzsnPmPPvKDH3z/37/3/33vh0FMMuA98RWrf/LT//nk7fZ+xESARy44RiKA
			fIBAANj/wYcexDHz3wYMfBsR8C+Ige9+hxDw3e8LEDz2g0fgA+yPKJhPKEjCH4lEA4l+8cN8uMZ1
			Qk0BjICM5OUiu5eaSlmF5Ewjw28Gd0HwwWRLTrI7ASAagRgFAoiZsghPFED0sXChrCQ76EoAIE+k
			G6mbQzQ/SkmBIiSNsntBKwKxeASTpCRswfxpy5aE8h959LEffP973/vXf/u3/5GUkbWYXMOKlGd+
			9ON/AP07XcC999nVIF586PgQOxLnaQTACwBAEHj4X77zL4CB/wcR8L3vfl+8foCvRx79IfMAM0Fi
			0nz/AlqD6nywljYTKkAAAM5TBtA+N3lRqz8evKA/4PERlPXHxdSFlGm0oOqUnZG7A0IKcEDGFKDk
			gFvgSwVA1aNMzCAjFgmKRomB37eZhdL/zwQipbfSs3BsChBA7iOPPfb97/3rv/6//+2//duj2al8
			cSgt/fH//sSTT911pxHw/wMSzZ7BgH0bhgAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="maekami" size="405" prim="Triangle" parent="NULL">
		<coordinate>
			0.206495 -1.839364 0.928706
			-0.129055 -2.117554 1.203816
			-0.491975 -1.653974 0.533516
			-0.437145 -1.790534 1.111776
			-0.491975 -1.653974 0.533516
			-0.129055 -2.117554 1.203816
			-0.043225 -1.581314 1.160786
			0.173455 -1.506084 1.560346
			0.502705 -1.657164 1.401576
			0.502705 -1.657164 1.401576
			0.206495 -1.839364 0.928706
			-0.043225 -1.581314 1.160786
			0.206495 -1.839364 0.928706
			0.502705 -1.657164 1.401576
			-0.129055 -2.117554 1.203816
			0.502705 -1.657164 1.401576
			0.066775 -2.260074 1.764396
			-0.129055 -2.117554 1.203816
			0.173455 -1.506084 1.560346
			0.451945 -1.390434 1.984116
			0.770435 -1.582994 1.866316
			0.770435 -1.582994 1.866316
			0.502705 -1.657164 1.401576
			0.173455 -1.506084 1.560346
			0.502705 -1.657164 1.401576
			0.770435 -1.582994 1.866316
			0.066775 -2.260074 1.764396
			0.770435 -1.582994 1.866316
			0.095805 -2.301134 2.309906
			0.066775 -2.260074 1.764396
			0.451945 -1.390434 1.984116
			0.683855 -1.296574 2.315956
			0.967485 -1.558014 2.309406
			0.967485 -1.558014 2.309406
			0.770435 -1.582994 1.866316
			0.451945 -1.390434 1.984116
			0.095805 -2.301134 2.309906
			0.770435 -1.582994 1.866316
			0.967485 -1.558014 2.309406
			0.967485 -1.558014 2.309406
			0.037525 -2.191154 2.763626
			0.095805 -2.301134 2.309906
			0.783135 -1.707014 3.109566
			-0.110015 -2.013574 3.223486
			0.037525 -2.191154 2.763626
			0.037525 -2.191154 2.763626
			0.967485 -1.558014 2.309406
			0.783135 -1.707014 3.109566
			0.967485 -1.558014 2.309406
			1.380475 -1.151214 2.759846
			0.783135 -1.707014 3.109566
			1.380475 -1.151214 2.759846
			1.953125 -0.771724 2.220176
			1.572595 -0.148274 3.542256
			0.967485 -1.558014 2.309406
			1.953125 -0.771724 2.220176
			1.380475 -1.151214 2.759846
			1.653175 0.075506 2.645596
			1.372635 -0.053434 3.225855
			1.572595 -0.148274 3.542256
			1.572595 -0.148274 3.542256
			1.915855 0.014606 2.742556
			1.653175 0.075506 2.645596
			1.953125 -0.771724 2.220176
			1.915855 0.014606 2.742556
			1.572595 -0.148274 3.542256
			0.889405 -1.120144 2.081786
			0.996805 -0.968154 1.811946
			1.405985 -1.271074 1.711066
			1.405985 -1.271074 1.711066
			0.967485 -1.558014 2.309406
			0.889405 -1.120144 2.081786
			0.967485 -1.558014 2.309406
			1.405985 -1.271074 1.711066
			1.953125 -0.771724 2.220176
			1.735385 0.098216 1.937316
			1.653175 0.075506 2.645596
			1.915855 0.014606 2.742556
			1.915855 0.014606 2.742556
			2.128925 0.188006 1.965706
			1.735385 0.098216 1.937316
			2.128925 0.188006 1.965706
			1.915855 0.014606 2.742556
			1.953125 -0.771724 2.220176
			1.953125 -0.771724 2.220176
			2.057585 -0.400114 1.636356
			2.128925 0.188006 1.965706
			1.735385 0.120916 1.486156
			1.735385 0.098216 1.937316
			2.128925 0.188006 1.965706
			2.128925 0.188006 1.965706
			2.083315 0.179896 0.926706
			1.735385 0.120916 1.486156
			2.057585 -0.400114 1.636356
			2.083315 0.179896 0.926706
			2.128925 0.188006 1.965706
			2.057585 -0.400114 1.636356
			2.052065 -0.314074 1.051026
			2.083315 0.179896 0.926706
			1.799175 0.063406 0.845976
			1.767605 0.090646 1.027596
			2.083315 0.179896 0.926706
			2.083315 0.179896 0.926706
			1.973955 0.114476 0.685766
			1.799175 0.063406 0.845976
			2.052065 -0.314074 1.051026
			1.973955 0.114476 0.685766
			2.083315 0.179896 0.926706
			2.052065 -0.314074 1.051026
			1.747915 -0.274854 0.226476
			1.973955 0.114476 0.685766
			1.405985 -1.271074 1.711066
			2.057585 -0.400114 1.636356
			1.953125 -0.771724 2.220176
			1.215225 -0.749334 1.548236
			1.333615 -0.635824 1.342406
			1.516675 -0.924284 1.300166
			1.516675 -0.924284 1.300166
			1.405985 -1.271074 1.711066
			1.215225 -0.749334 1.548236
			2.057585 -0.400114 1.636356
			1.405985 -1.271074 1.711066
			1.516675 -0.924284 1.300166
			1.516675 -0.924284 1.300166
			2.052065 -0.314074 1.051026
			2.057585 -0.400114 1.636356
			1.440285 -0.514744 1.148676
			1.577325 -0.416374 0.954946
			1.662195 -0.706484 0.873966
			1.662195 -0.706484 0.873966
			1.516675 -0.924284 1.300166
			1.440285 -0.514744 1.148676
			1.516675 -0.924284 1.300166
			1.662195 -0.706484 0.873966
			2.052065 -0.314074 1.051026
			1.662195 -0.706484 0.873966
			1.747915 -0.274854 0.226476
			2.052065 -0.314074 1.051026
			-0.322955 -1.658164 1.548236
			-0.371385 -1.646704 1.160786
			-0.437145 -1.790534 1.111776
			-0.437145 -1.790534 1.111776
			-0.403995 -1.859064 1.560166
			-0.322955 -1.658164 1.548236
			-0.129055 -2.117554 1.203816
			-0.403995 -1.859064 1.560166
			-0.437145 -1.790534 1.111776
			-0.129055 -2.117554 1.203816
			0.066775 -2.260074 1.764396
			-0.403995 -1.859064 1.560166
			-0.274525 -1.674284 2.055086
			-0.322955 -1.658164 1.548236
			-0.403995 -1.859064 1.560166
			-0.403995 -1.859064 1.560166
			-0.430515 -1.876744 2.086975
			-0.274525 -1.674284 2.055086
			0.066775 -2.260074 1.764396
			-0.430515 -1.876744 2.086975
			-0.403995 -1.859064 1.560166
			0.066775 -2.260074 1.764396
			0.095805 -2.301134 2.309906
			-0.430515 -1.876744 2.086975
			-0.274525 -1.578834 2.432116
			-0.274525 -1.674284 2.055086
			-0.430515 -1.876744 2.086975
			-0.430515 -1.876744 2.086975
			-0.538485 -1.858634 2.454106
			-0.274525 -1.578834 2.432116
			0.095805 -2.301134 2.309906
			-0.538485 -1.858634 2.454106
			-0.430515 -1.876744 2.086975
			0.095805 -2.301134 2.309906
			0.037525 -2.191154 2.763626
			-0.538485 -1.858634 2.454106
			-0.110015 -2.013574 3.223486
			-0.538485 -1.858634 2.454106
			0.037525 -2.191154 2.763626
			-0.110015 -2.013574 3.223486
			-0.820435 -1.724024 3.124716
			-0.538485 -1.858634 2.454106
			-0.516685 -1.434184 2.335245
			-0.274525 -1.578834 2.432116
			-0.538485 -1.858634 2.454106
			-0.538485 -1.858634 2.454106
			-0.683595 -1.791454 2.313126
			-0.516685 -1.434184 2.335245
			-0.820435 -1.724024 3.124716
			-0.683595 -1.791454 2.313126
			-0.538485 -1.858634 2.454106
			-0.820435 -1.724024 3.124716
			-1.706575 -1.308574 2.633016
			-0.683595 -1.791454 2.313126
			-0.683175 -1.349024 2.141526
			-0.516685 -1.434184 2.335245
			-0.683595 -1.791454 2.313126
			-0.683595 -1.791454 2.313126
			-0.839595 -1.709474 2.097226
			-0.683175 -1.349024 2.141526
			-1.706575 -1.308574 2.633016
			-0.839595 -1.709474 2.097226
			-0.683595 -1.791454 2.313126
			-1.076695 -1.549674 1.760696
			-2.025225 -1.024534 1.541216
			-1.943145 -0.661664 0.406466
			-2.025225 -1.024534 1.541216
			-2.149185 0.072156 2.204246
			-1.943145 -0.661664 0.406466
			-1.760765 0.041806 2.997456
			-2.027015 0.183536 2.185356
			-2.149185 0.072156 2.204246
			-2.149185 0.072156 2.204246
			-1.867295 -0.092044 3.132586
			-1.760765 0.041806 2.997456
			-2.025225 -1.024534 1.541216
			-1.867295 -0.092044 3.132586
			-2.149185 0.072156 2.204246
			-2.025225 -1.024534 1.541216
			-1.706575 -1.308574 2.633016
			-1.867295 -0.092044 3.132586
			-0.839595 -1.709474 2.097226
			-1.706575 -1.308574 2.633016
			-2.025225 -1.024534 1.541216
			-0.934425 -1.193314 1.850936
			-0.683175 -1.349024 2.141526
			-0.839595 -1.709474 2.097226
			-0.839595 -1.709474 2.097226
			-1.076695 -1.549674 1.760696
			-0.934425 -1.193314 1.850936
			-2.025225 -1.024534 1.541216
			-1.076695 -1.549674 1.760696
			-0.839595 -1.709474 2.097226
			0.783135 -1.707014 3.109566
			-0.022755 -1.745564 3.611936
			-0.110015 -2.013574 3.223486
			1.380475 -1.151214 2.759846
			0.733795 -1.282944 3.619826
			0.783135 -1.707014 3.109566
			-0.022755 -1.745564 3.611936
			0.783135 -1.707014 3.109566
			0.733795 -1.282944 3.619826
			0.733795 -1.282944 3.619826
			-0.000135 -1.412394 3.899186
			-0.022755 -1.745564 3.611936
			0.733795 -1.282944 3.619826
			0.008395 -1.090214 4.106316
			-0.000135 -1.412394 3.899186
			0.733795 -1.282944 3.619826
			0.690565 -0.821804 3.914546
			0.008395 -1.090214 4.106316
			1.380475 -1.151214 2.759846
			1.074265 -0.710884 3.691236
			0.733795 -1.282944 3.619826
			1.572595 -0.148274 3.542256
			1.074265 -0.710884 3.691236
			1.380475 -1.151214 2.759846
			0.733795 -1.282944 3.619826
			1.074265 -0.710884 3.691236
			0.690565 -0.821804 3.914546
			0.690565 -0.821804 3.914546
			-0.025875 -0.611514 4.321755
			0.008395 -1.090214 4.106316
			0.690565 -0.821804 3.914546
			0.567205 -0.138944 4.255716
			-0.025875 -0.611514 4.321755
			0.485105 -0.045204 3.855676
			-0.043225 -0.039924 4.042456
			-0.031285 -0.132964 4.467296
			-0.031285 -0.132964 4.467296
			0.567205 -0.138944 4.255716
			0.485105 -0.045204 3.855676
			0.567205 -0.138944 4.255716
			-0.031285 -0.132964 4.467296
			-0.025875 -0.611514 4.321755
			1.074265 -0.710884 3.691236
			0.567205 -0.138944 4.255716
			0.690565 -0.821804 3.914546
			0.971045 -0.046294 3.522566
			0.485105 -0.045204 3.855676
			0.567205 -0.138944 4.255716
			0.567205 -0.138944 4.255716
			1.117675 -0.140184 3.878366
			0.971045 -0.046294 3.522566
			1.074265 -0.710884 3.691236
			1.117675 -0.140184 3.878366
			0.567205 -0.138944 4.255716
			1.372635 -0.053434 3.225855
			0.971045 -0.046294 3.522566
			1.117675 -0.140184 3.878366
			1.117675 -0.140184 3.878366
			1.572595 -0.148274 3.542256
			1.372635 -0.053434 3.225855
			1.074265 -0.710884 3.691236
			1.572595 -0.148274 3.542256
			1.117675 -0.140184 3.878366
			-0.110015 -2.013574 3.223486
			-0.022755 -1.745564 3.611936
			-0.820435 -1.724024 3.124716
			-0.022755 -1.745564 3.611936
			-0.772865 -1.372894 3.668096
			-0.820435 -1.724024 3.124716
			-0.022755 -1.745564 3.611936
			-0.000135 -1.412394 3.899186
			-0.772865 -1.372894 3.668096
			-0.772865 -1.372894 3.668096
			-1.706575 -1.308574 2.633016
			-0.820435 -1.724024 3.124716
			-0.000135 -1.412394 3.899186
			0.008395 -1.090214 4.106316
			-0.772865 -1.372894 3.668096
			-0.772865 -1.372894 3.668096
			0.008395 -1.090214 4.106316
			-0.860635 -0.945764 3.980656
			-0.860635 -0.945764 3.980656
			-1.706575 -1.308574 2.633016
			-0.772865 -1.372894 3.668096
			-0.860635 -0.945764 3.980656
			-1.641775 -0.625044 3.536896
			-1.706575 -1.308574 2.633016
			-1.641775 -0.625044 3.536896
			-1.867295 -0.092044 3.132586
			-1.706575 -1.308574 2.633016
			0.008395 -1.090214 4.106316
			-0.025875 -0.611514 4.321755
			-0.860635 -0.945764 3.980656
			-0.025875 -0.611514 4.321755
			-0.774795 -0.176534 4.192346
			-0.860635 -0.945764 3.980656
			-0.043225 -0.039924 4.042456
			-0.652295 -0.051214 4.015796
			-0.774795 -0.176534 4.192346
			-0.774795 -0.176534 4.192346
			-0.031285 -0.132964 4.467296
			-0.043225 -0.039924 4.042456
			-0.025875 -0.611514 4.321755
			-0.031285 -0.132964 4.467296
			-0.774795 -0.176534 4.192346
			-0.774795 -0.176534 4.192346
			-1.641775 -0.625044 3.536896
			-0.860635 -0.945764 3.980656
			-0.652295 -0.051214 4.015796
			-1.282985 -0.047904 3.635516
			-1.528995 -0.194884 3.670806
			-1.528995 -0.194884 3.670806
			-0.774795 -0.176534 4.192346
			-0.652295 -0.051214 4.015796
			-0.774795 -0.176534 4.192346
			-1.528995 -0.194884 3.670806
			-1.641775 -0.625044 3.536896
			-1.282985 -0.047904 3.635516
			-1.760765 0.041806 2.997456
			-1.867295 -0.092044 3.132586
			-1.867295 -0.092044 3.132586
			-1.528995 -0.194884 3.670806
			-1.282985 -0.047904 3.635516
			-1.528995 -0.194884 3.670806
			-1.867295 -0.092044 3.132586
			-1.641775 -0.625044 3.536896
			1.799175 0.063406 0.845976
			1.973955 0.114476 0.685766
			1.747915 -0.274854 0.226476
			1.662195 -0.706484 0.873966
			1.577325 -0.416374 0.954946
			1.747915 -0.274854 0.226476
			1.577325 -0.416374 0.954946
			1.799175 0.063406 0.845976
			1.747915 -0.274854 0.226476
			-0.934425 -1.193314 1.850936
			-1.076695 -1.549674 1.760696
			-1.943145 -0.661664 0.406466
			-2.149185 0.072156 2.204246
			-2.027015 0.183536 2.185356
			-1.943145 -0.661664 0.406466
			1.799175 0.063406 0.845976
			1.577325 -0.416374 0.954946
			1.767605 0.090646 1.027596
			1.577325 -0.416374 0.954946
			1.440285 -0.514744 1.148676
			1.767605 0.090646 1.027596
			1.735385 0.120916 1.486156
			1.767605 0.090646 1.027596
			1.440285 -0.514744 1.148676
			-1.943145 -0.661664 0.406466
			-2.027015 0.183536 2.185356
			-0.934425 -1.193314 1.850936
			-0.043225 -1.581314 1.160786
			0.206495 -1.839364 0.928706
			-0.491975 -1.653974 0.533516
			-0.437145 -1.790534 1.111776
			-0.371385 -1.646704 1.160786
			-0.491975 -1.653974 0.533516
			-0.491975 -1.653974 0.533516
			-0.371385 -1.646704 1.160786
			-0.043225 -1.581314 1.160786
			1.333615 -0.635824 1.342406
			1.440285 -0.514744 1.148676
			1.516675 -0.924284 1.300166
			0.996805 -0.968154 1.811946
			1.215225 -0.749334 1.548236
			1.405985 -1.271074 1.711066
			1.767605 0.090646 1.027596
			1.735385 0.120916 1.486156
			2.083315 0.179896 0.926706
			0.683855 -1.296574 2.315956
			0.889405 -1.120144 2.081786
			0.967485 -1.558014 2.309406
		</coordinate>
		<normal>
			0.699454 0.034089 -0.713828
			-0.157414 -0.953490 -0.257027
			-0.736717 0.395306 -0.548540
			-0.979675 -0.195563 0.044374
			-0.736717 0.395306 -0.548540
			-0.157414 -0.953490 -0.257027
			0.198218 0.936125 -0.290414
			0.306528 0.862270 -0.403058
			0.842524 -0.141362 -0.519730
			0.842524 -0.141362 -0.519730
			0.699454 0.034089 -0.713828
			0.198218 0.936125 -0.290414
			0.699454 0.034089 -0.713828
			0.842524 -0.141362 -0.519730
			-0.157414 -0.953490 -0.257027
			0.842524 -0.141362 -0.519730
			0.020325 -0.982879 -0.182958
			-0.157414 -0.953490 -0.257027
			0.306528 0.862270 -0.403058
			0.404736 0.828455 -0.387036
			0.887234 -0.148747 -0.436659
			0.887234 -0.148747 -0.436659
			0.842524 -0.141362 -0.519730
			0.306528 0.862270 -0.403058
			0.842524 -0.141362 -0.519730
			0.887234 -0.148747 -0.436659
			0.020325 -0.982879 -0.182958
			0.887234 -0.148747 -0.436659
			0.043184 -0.998810 -0.021638
			0.020325 -0.982879 -0.182958
			0.404736 0.828455 -0.387036
			0.038667 0.250313 -0.967376
			0.537065 -0.802271 -0.260537
			0.537065 -0.802271 -0.260537
			0.887234 -0.148747 -0.436659
			0.404736 0.828455 -0.387036
			0.043184 -0.998810 -0.021638
			0.887234 -0.148747 -0.436659
			0.537065 -0.802271 -0.260537
			0.537065 -0.802271 -0.260537
			0.101382 -0.969390 0.223487
			0.043184 -0.998810 -0.021638
			0.537980 -0.767022 0.349590
			-0.139683 -0.917997 0.371105
			0.101382 -0.969390 0.223487
			0.101382 -0.969390 0.223487
			0.537065 -0.802271 -0.260537
			0.537980 -0.767022 0.349590
			0.537065 -0.802271 -0.260537
			0.725669 -0.595050 0.345378
			0.537980 -0.767022 0.349590
			0.725669 -0.595050 0.345378
			0.863979 -0.475326 0.166051
			0.785058 0.108737 0.609790
			0.537065 -0.802271 -0.260537
			0.863979 -0.475326 0.166051
			0.725669 -0.595050 0.345378
			0.017701 0.982635 0.184637
			0.129765 0.966765 0.220161
			0.785058 0.108737 0.609790
			0.785058 0.108737 0.609790
			0.708335 0.609943 0.355205
			0.017701 0.982635 0.184637
			0.863979 -0.475326 0.166051
			0.708335 0.609943 0.355205
			0.785058 0.108737 0.609790
			-0.527635 -0.488876 -0.694632
			-0.549333 -0.461318 -0.696677
			0.083743 -0.804193 -0.588427
			0.083743 -0.804193 -0.588427
			0.537065 -0.802271 -0.260537
			-0.527635 -0.488876 -0.694632
			0.537065 -0.802271 -0.260537
			0.083743 -0.804193 -0.588427
			0.863979 -0.475326 0.166051
			-0.126499 0.989715 0.066713
			0.017701 0.982635 0.184637
			0.708335 0.609943 0.355205
			0.708335 0.609943 0.355205
			0.852107 0.507523 0.127659
			-0.126499 0.989715 0.066713
			0.852107 0.507523 0.127659
			0.708335 0.609943 0.355205
			0.863979 -0.475326 0.166051
			0.863979 -0.475326 0.166051
			0.916593 -0.384167 -0.110660
			0.852107 0.507523 0.127659
			-0.494675 0.867092 -0.058199
			-0.126499 0.989715 0.066713
			0.852107 0.507523 0.127659
			0.852107 0.507523 0.127659
			0.621418 0.759453 -0.192511
			-0.494675 0.867092 -0.058199
			0.916593 -0.384167 -0.110660
			0.621418 0.759453 -0.192511
			0.852107 0.507523 0.127659
			0.916593 -0.384167 -0.110660
			0.886868 -0.406262 -0.219977
			0.621418 0.759453 -0.192511
			-0.723441 0.651479 -0.228370
			-0.711570 0.672475 -0.203497
			0.621418 0.759453 -0.192511
			0.621418 0.759453 -0.192511
			0.454512 0.669668 -0.587298
			-0.723441 0.651479 -0.228370
			0.886868 -0.406262 -0.219977
			0.454512 0.669668 -0.587298
			0.621418 0.759453 -0.192511
			0.886868 -0.406262 -0.219977
			-0.458968 0.129795 -0.878903
			0.454512 0.669668 -0.587298
			0.083743 -0.804193 -0.588427
			0.916593 -0.384167 -0.110660
			0.863979 -0.475326 0.166051
			-0.609638 -0.419904 -0.672292
			-0.707785 -0.385388 -0.592029
			-0.010559 -0.804529 -0.593768
			-0.010559 -0.804529 -0.593768
			0.083743 -0.804193 -0.588427
			-0.609638 -0.419904 -0.672292
			0.916593 -0.384167 -0.110660
			0.083743 -0.804193 -0.588427
			-0.010559 -0.804529 -0.593768
			-0.010559 -0.804529 -0.593768
			0.886868 -0.406262 -0.219977
			0.916593 -0.384167 -0.110660
			-0.894650 0.063448 -0.442213
			-0.936033 0.145085 -0.320536
			-0.145329 -0.820276 -0.553148
			-0.145329 -0.820276 -0.553148
			-0.010559 -0.804529 -0.593768
			-0.894650 0.063448 -0.442213
			-0.010559 -0.804529 -0.593768
			-0.145329 -0.820276 -0.553148
			0.886868 -0.406262 -0.219977
			-0.145329 -0.820276 -0.553148
			-0.458968 0.129795 -0.878903
			0.886868 -0.406262 -0.219977
			-0.891995 0.444777 0.080538
			-0.757653 0.641346 0.120884
			-0.979675 -0.195563 0.044374
			-0.979675 -0.195563 0.044374
			-0.943205 -0.331431 0.022034
			-0.891995 0.444777 0.080538
			-0.157414 -0.953490 -0.257027
			-0.943205 -0.331431 0.022034
			-0.979675 -0.195563 0.044374
			-0.157414 -0.953490 -0.257027
			0.020325 -0.982879 -0.182958
			-0.943205 -0.331431 0.022034
			-0.813257 0.575488 -0.085849
			-0.891995 0.444777 0.080538
			-0.943205 -0.331431 0.022034
			-0.943205 -0.331431 0.022034
			-0.937956 -0.330363 -0.105197
			-0.813257 0.575488 -0.085849
			0.020325 -0.982879 -0.182958
			-0.937956 -0.330363 -0.105197
			-0.943205 -0.331431 0.022034
			0.020325 -0.982879 -0.182958
			0.043184 -0.998810 -0.021638
			-0.937956 -0.330363 -0.105197
			-0.296518 0.303293 -0.905576
			-0.813257 0.575488 -0.085849
			-0.937956 -0.330363 -0.105197
			-0.937956 -0.330363 -0.105197
			-0.577410 -0.794916 -0.186163
			-0.296518 0.303293 -0.905576
			0.043184 -0.998810 -0.021638
			-0.577410 -0.794916 -0.186163
			-0.937956 -0.330363 -0.105197
			0.043184 -0.998810 -0.021638
			0.101382 -0.969390 0.223487
			-0.577410 -0.794916 -0.186163
			-0.139683 -0.917997 0.371105
			-0.577410 -0.794916 -0.186163
			0.101382 -0.969390 0.223487
			-0.139683 -0.917997 0.371105
			-0.439894 -0.852321 0.282846
			-0.577410 -0.794916 -0.186163
			0.560259 -0.266518 -0.784234
			-0.296518 0.303293 -0.905576
			-0.577410 -0.794916 -0.186163
			-0.577410 -0.794916 -0.186163
			-0.050905 -0.899442 -0.434034
			0.560259 -0.266518 -0.784234
			-0.439894 -0.852321 0.282846
			-0.050905 -0.899442 -0.434034
			-0.577410 -0.794916 -0.186163
			-0.439894 -0.852321 0.282846
			-0.685903 -0.680013 0.259011
			-0.050905 -0.899442 -0.434034
			0.718375 -0.218787 -0.660298
			0.560259 -0.266518 -0.784234
			-0.050905 -0.899442 -0.434034
			-0.050905 -0.899442 -0.434034
			0.020325 -0.896359 -0.442793
			0.718375 -0.218787 -0.660298
			-0.685903 -0.680013 0.259011
			0.020325 -0.896359 -0.442793
			-0.050905 -0.899442 -0.434034
			0.233253 -0.760643 -0.605792
			-0.801447 -0.597644 -0.022065
			-0.323893 0.130802 -0.936979
			-0.801447 -0.597644 -0.022065
			-0.944212 0.327342 0.035127
			-0.323893 0.130802 -0.936979
			-0.509903 0.774926 0.373424
			-0.246040 0.958983 -0.140660
			-0.944212 0.327342 0.035127
			-0.944212 0.327342 0.035127
			-0.907102 0.175085 0.382672
			-0.509903 0.774926 0.373424
			-0.801447 -0.597644 -0.022065
			-0.907102 0.175085 0.382672
			-0.944212 0.327342 0.035127
			-0.801447 -0.597644 -0.022065
			-0.685903 -0.680013 0.259011
			-0.907102 0.175085 0.382672
			0.020325 -0.896359 -0.442793
			-0.685903 -0.680013 0.259011
			-0.801447 -0.597644 -0.022065
			0.819514 0.109592 -0.562426
			0.718375 -0.218787 -0.660298
			0.020325 -0.896359 -0.442793
			0.020325 -0.896359 -0.442793
			0.233253 -0.760643 -0.605792
			0.819514 0.109592 -0.562426
			-0.801447 -0.597644 -0.022065
			0.233253 -0.760643 -0.605792
			0.020325 -0.896359 -0.442793
			0.537980 -0.767022 0.349590
			0.026551 -0.758293 0.651357
			-0.139683 -0.917997 0.371105
			0.725669 -0.595050 0.345378
			0.522691 -0.536302 0.662648
			0.537980 -0.767022 0.349590
			0.026551 -0.758293 0.651357
			0.537980 -0.767022 0.349590
			0.522691 -0.536302 0.662648
			0.522691 -0.536302 0.662648
			0.061495 -0.599170 0.798242
			0.026551 -0.758293 0.651357
			0.522691 -0.536302 0.662648
			0.086154 -0.504044 0.859340
			0.061495 -0.599170 0.798242
			0.522691 -0.536302 0.662648
			0.452925 -0.380047 0.806452
			0.086154 -0.504044 0.859340
			0.725669 -0.595050 0.345378
			0.617115 -0.391400 0.682577
			0.522691 -0.536302 0.662648
			0.785058 0.108737 0.609790
			0.617115 -0.391400 0.682577
			0.725669 -0.595050 0.345378
			0.522691 -0.536302 0.662648
			0.617115 -0.391400 0.682577
			0.452925 -0.380047 0.806452
			0.452925 -0.380047 0.806452
			0.047884 -0.335429 0.940825
			0.086154 -0.504044 0.859340
			0.452925 -0.380047 0.806452
			0.465011 0.167119 0.869350
			0.047884 -0.335429 0.940825
			0.111454 0.972381 0.204962
			-0.012818 0.963378 0.267800
			-0.009522 0.502243 0.864650
			-0.009522 0.502243 0.864650
			0.465011 0.167119 0.869350
			0.111454 0.972381 0.204962
			0.465011 0.167119 0.869350
			-0.009522 0.502243 0.864650
			0.047884 -0.335429 0.940825
			0.617115 -0.391400 0.682577
			0.465011 0.167119 0.869350
			0.452925 -0.380047 0.806452
			0.148259 0.969573 0.194739
			0.111454 0.972381 0.204962
			0.465011 0.167119 0.869350
			0.465011 0.167119 0.869350
			0.509110 0.488876 0.708335
			0.148259 0.969573 0.194739
			0.617115 -0.391400 0.682577
			0.509110 0.488876 0.708335
			0.465011 0.167119 0.869350
			0.129765 0.966765 0.220161
			0.148259 0.969573 0.194739
			0.509110 0.488876 0.708335
			0.509110 0.488876 0.708335
			0.785058 0.108737 0.609790
			0.129765 0.966765 0.220161
			0.617115 -0.391400 0.682577
			0.785058 0.108737 0.609790
			0.509110 0.488876 0.708335
			-0.139683 -0.917997 0.371105
			0.026551 -0.758293 0.651357
			-0.439894 -0.852321 0.282846
			0.026551 -0.758293 0.651357
			-0.393719 -0.635578 0.664052
			-0.439894 -0.852321 0.282846
			0.026551 -0.758293 0.651357
			0.061495 -0.599170 0.798242
			-0.393719 -0.635578 0.664052
			-0.393719 -0.635578 0.664052
			-0.685903 -0.680013 0.259011
			-0.439894 -0.852321 0.282846
			0.061495 -0.599170 0.798242
			0.086154 -0.504044 0.859340
			-0.393719 -0.635578 0.664052
			-0.393719 -0.635578 0.664052
			0.086154 -0.504044 0.859340
			-0.426771 -0.451430 0.783593
			-0.426771 -0.451430 0.783593
			-0.685903 -0.680013 0.259011
			-0.393719 -0.635578 0.664052
			-0.426771 -0.451430 0.783593
			-0.739830 -0.232429 0.631306
			-0.685903 -0.680013 0.259011
			-0.739830 -0.232429 0.631306
			-0.907102 0.175085 0.382672
			-0.685903 -0.680013 0.259011
			0.086154 -0.504044 0.859340
			0.047884 -0.335429 0.940825
			-0.426771 -0.451430 0.783593
			0.047884 -0.335429 0.940825
			-0.438398 0.199744 0.876278
			-0.426771 -0.451430 0.783593
			-0.012818 0.963378 0.267800
			-0.219031 0.886868 0.406720
			-0.438398 0.199744 0.876278
			-0.438398 0.199744 0.876278
			-0.009522 0.502243 0.864650
			-0.012818 0.963378 0.267800
			0.047884 -0.335429 0.940825
			-0.009522 0.502243 0.864650
			-0.438398 0.199744 0.876278
			-0.438398 0.199744 0.876278
			-0.739830 -0.232429 0.631306
			-0.426771 -0.451430 0.783593
			-0.219031 0.886868 0.406720
			-0.376354 0.806452 0.456008
			-0.616932 0.445143 0.648976
			-0.616932 0.445143 0.648976
			-0.438398 0.199744 0.876278
			-0.219031 0.886868 0.406720
			-0.438398 0.199744 0.876278
			-0.616932 0.445143 0.648976
			-0.739830 -0.232429 0.631306
			-0.376354 0.806452 0.456008
			-0.509903 0.774926 0.373424
			-0.907102 0.175085 0.382672
			-0.907102 0.175085 0.382672
			-0.616932 0.445143 0.648976
			-0.376354 0.806452 0.456008
			-0.616932 0.445143 0.648976
			-0.907102 0.175085 0.382672
			-0.739830 -0.232429 0.631306
			-0.723441 0.651479 -0.228370
			0.454512 0.669668 -0.587298
			-0.458968 0.129795 -0.878903
			-0.145329 -0.820276 -0.553148
			-0.936033 0.145085 -0.320536
			-0.458968 0.129795 -0.878903
			-0.936033 0.145085 -0.320536
			-0.723441 0.651479 -0.228370
			-0.458968 0.129795 -0.878903
			0.819514 0.109592 -0.562426
			0.233253 -0.760643 -0.605792
			-0.323893 0.130802 -0.936979
			-0.944212 0.327342 0.035127
			-0.246040 0.958983 -0.140660
			-0.323893 0.130802 -0.936979
			-0.723441 0.651479 -0.228370
			-0.936033 0.145085 -0.320536
			-0.711570 0.672475 -0.203497
			-0.936033 0.145085 -0.320536
			-0.894650 0.063448 -0.442213
			-0.711570 0.672475 -0.203497
			-0.494675 0.867092 -0.058199
			-0.711570 0.672475 -0.203497
			-0.894650 0.063448 -0.442213
			-0.323893 0.130802 -0.936979
			-0.246040 0.958983 -0.140660
			0.819514 0.109592 -0.562426
			0.198218 0.936125 -0.290414
			0.699454 0.034089 -0.713828
			-0.736717 0.395306 -0.548540
			-0.979675 -0.195563 0.044374
			-0.757653 0.641346 0.120884
			-0.736717 0.395306 -0.548540
			-0.736717 0.395306 -0.548540
			-0.757653 0.641346 0.120884
			0.198218 0.936125 -0.290414
			-0.707785 -0.385388 -0.592029
			-0.894650 0.063448 -0.442213
			-0.010559 -0.804529 -0.593768
			-0.549333 -0.461318 -0.696677
			-0.609638 -0.419904 -0.672292
			0.083743 -0.804193 -0.588427
			-0.711570 0.672475 -0.203497
			-0.494675 0.867092 -0.058199
			0.621418 0.759453 -0.192511
			0.038667 0.250313 -0.967376
			-0.527635 -0.488876 -0.694632
			0.537065 -0.802271 -0.260537
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.423999 0.630151
			0.407219 0.643901
			0.389679 0.617341
			0.380129 0.639301
			0.389679 0.617341
			0.407219 0.643901
			0.411509 0.641751
			0.422349 0.661731
			0.438809 0.653791
			0.438809 0.653791
			0.423999 0.630151
			0.411509 0.641751
			0.423999 0.630151
			0.438809 0.653791
			0.407219 0.643901
			0.438809 0.653791
			0.417009 0.671931
			0.407219 0.643901
			0.422349 0.661731
			0.436269 0.682921
			0.452199 0.677031
			0.452199 0.677031
			0.438809 0.653791
			0.422349 0.661731
			0.438809 0.653791
			0.452199 0.677031
			0.417009 0.671931
			0.452199 0.677031
			0.418459 0.699211
			0.417009 0.671931
			0.436269 0.682921
			0.447869 0.699511
			0.462049 0.699181
			0.462049 0.699181
			0.452199 0.677031
			0.436269 0.682921
			0.418459 0.699211
			0.452199 0.677031
			0.462049 0.699181
			0.462049 0.699181
			0.415549 0.721891
			0.418459 0.699211
			0.452829 0.739191
			0.408169 0.744891
			0.415549 0.721891
			0.415549 0.721891
			0.462049 0.699181
			0.452829 0.739191
			0.462049 0.699181
			0.482699 0.721711
			0.452829 0.739191
			0.482699 0.721711
			0.511329 0.694721
			0.492299 0.760831
			0.462049 0.699181
			0.511329 0.694721
			0.482699 0.721711
			0.496329 0.715991
			0.482309 0.745011
			0.492299 0.760831
			0.492299 0.760831
			0.507619 0.720841
			0.496329 0.715991
			0.511329 0.694721
			0.507619 0.720841
			0.492299 0.760831
			0.458139 0.687801
			0.463509 0.674311
			0.483969 0.669271
			0.483969 0.669271
			0.462049 0.699181
			0.458139 0.687801
			0.462049 0.699181
			0.483969 0.669271
			0.511329 0.694721
			0.500439 0.680581
			0.496329 0.715991
			0.507619 0.720841
			0.507619 0.720841
			0.520119 0.682001
			0.500439 0.680581
			0.520119 0.682001
			0.507619 0.720841
			0.511329 0.694721
			0.511329 0.694721
			0.516549 0.665531
			0.520119 0.682001
			0.500439 0.658021
			0.500439 0.680581
			0.520119 0.682001
			0.520119 0.682001
			0.517839 0.630051
			0.500439 0.658021
			0.516549 0.665531
			0.517839 0.630051
			0.520119 0.682001
			0.516549 0.665531
			0.516279 0.636271
			0.517839 0.630051
			0.503629 0.626011
			0.502049 0.635091
			0.517839 0.630051
			0.517839 0.630051
			0.512369 0.618001
			0.503629 0.626011
			0.516279 0.636271
			0.512369 0.618001
			0.517839 0.630051
			0.516279 0.636271
			0.501069 0.595041
			0.512369 0.618001
			0.483969 0.669271
			0.516549 0.665531
			0.511329 0.694721
			0.474439 0.661131
			0.480349 0.650831
			0.489509 0.648721
			0.489509 0.648721
			0.483969 0.669271
			0.474439 0.661131
			0.516549 0.665531
			0.483969 0.669271
			0.489509 0.648721
			0.489509 0.648721
			0.516279 0.636271
			0.516549 0.665531
			0.485689 0.641151
			0.492539 0.631461
			0.496779 0.627411
			0.496779 0.627411
			0.489509 0.648721
			0.485689 0.641151
			0.489509 0.648721
			0.496779 0.627411
			0.516279 0.636271
			0.496779 0.627411
			0.501069 0.595041
			0.516279 0.636271
			0.397529 0.661131
			0.395109 0.641751
			0.380129 0.639301
			0.380129 0.639301
			0.382559 0.661721
			0.397529 0.661131
			0.407219 0.643901
			0.382559 0.661721
			0.380129 0.639301
			0.407219 0.643901
			0.417009 0.671931
			0.382559 0.661721
			0.399949 0.686471
			0.397529 0.661131
			0.382559 0.661721
			0.382559 0.661721
			0.385129 0.688061
			0.399949 0.686471
			0.417009 0.671931
			0.385129 0.688061
			0.382559 0.661721
			0.417009 0.671931
			0.418459 0.699211
			0.385129 0.688061
			0.399949 0.705321
			0.399949 0.686471
			0.385129 0.688061
			0.385129 0.688061
			0.386749 0.706421
			0.399949 0.705321
			0.418459 0.699211
			0.386749 0.706421
			0.385129 0.688061
			0.418459 0.699211
			0.415549 0.721891
			0.386749 0.706421
			0.408169 0.744891
			0.386749 0.706421
			0.415549 0.721891
			0.408169 0.744891
			0.372649 0.739951
			0.386749 0.706421
			0.387839 0.700481
			0.399949 0.705321
			0.386749 0.706421
			0.386749 0.706421
			0.379489 0.699371
			0.387839 0.700481
			0.372649 0.739951
			0.379489 0.699371
			0.386749 0.706421
			0.372649 0.739951
			0.328349 0.715361
			0.379489 0.699371
			0.379519 0.690791
			0.387839 0.700481
			0.379489 0.699371
			0.379489 0.699371
			0.371689 0.688581
			0.379519 0.690791
			0.328349 0.715361
			0.371689 0.688581
			0.379489 0.699371
			0.359839 0.671751
			0.312409 0.660771
			0.316519 0.604041
			0.312409 0.660771
			0.306209 0.693931
			0.316519 0.604041
			0.325639 0.733591
			0.312319 0.692981
			0.306209 0.693931
			0.306209 0.693931
			0.320309 0.740341
			0.325639 0.733591
			0.312409 0.660771
			0.320309 0.740341
			0.306209 0.693931
			0.312409 0.660771
			0.328349 0.715361
			0.320309 0.740341
			0.371689 0.688581
			0.328349 0.715361
			0.312409 0.660771
			0.366949 0.676261
			0.379519 0.690791
			0.371689 0.688581
			0.371689 0.688581
			0.359839 0.671751
			0.366949 0.676261
			0.312409 0.660771
			0.359839 0.671751
			0.371689 0.688581
			0.452829 0.739191
			0.412539 0.764311
			0.408169 0.744891
			0.482699 0.721711
			0.450359 0.760321
			0.452829 0.739191
			0.412539 0.764311
			0.452829 0.739191
			0.450359 0.760321
			0.450359 0.760321
			0.413669 0.778671
			0.412539 0.764311
			0.450359 0.760321
			0.414089 0.789031
			0.413669 0.778671
			0.450359 0.760321
			0.448199 0.779441
			0.414089 0.789031
			0.482699 0.721711
			0.467389 0.768281
			0.450359 0.760321
			0.492299 0.760831
			0.467389 0.768281
			0.482699 0.721711
			0.450359 0.760321
			0.467389 0.768281
			0.448199 0.779441
			0.448199 0.779441
			0.412379 0.799801
			0.414089 0.789031
			0.448199 0.779441
			0.442029 0.796501
			0.412379 0.799801
			0.437929 0.776501
			0.411509 0.785841
			0.412109 0.807081
			0.412109 0.807081
			0.442029 0.796501
			0.437929 0.776501
			0.442029 0.796501
			0.412109 0.807081
			0.412379 0.799801
			0.467389 0.768281
			0.442029 0.796501
			0.448199 0.779441
			0.462229 0.759841
			0.437929 0.776501
			0.442029 0.796501
			0.442029 0.796501
			0.469559 0.777631
			0.462229 0.759841
			0.467389 0.768281
			0.469559 0.777631
			0.442029 0.796501
			0.482309 0.745011
			0.462229 0.759841
			0.469559 0.777631
			0.469559 0.777631
			0.492299 0.760831
			0.482309 0.745011
			0.467389 0.768281
			0.492299 0.760831
			0.469559 0.777631
			0.408169 0.744891
			0.412539 0.764311
			0.372649 0.739951
			0.412539 0.764311
			0.375029 0.767121
			0.372649 0.739951
			0.412539 0.764311
			0.413669 0.778671
			0.375029 0.767121
			0.375029 0.767121
			0.328349 0.715361
			0.372649 0.739951
			0.413669 0.778671
			0.414089 0.789031
			0.375029 0.767121
			0.375029 0.767121
			0.414089 0.789031
			0.370639 0.785591
			0.370639 0.785591
			0.328349 0.715361
			0.375029 0.767121
			0.370639 0.785591
			0.331589 0.760561
			0.328349 0.715361
			0.331589 0.760561
			0.320309 0.740341
			0.328349 0.715361
			0.414089 0.789031
			0.412379 0.799801
			0.370639 0.785591
			0.412379 0.799801
			0.374929 0.793331
			0.370639 0.785591
			0.411509 0.785841
			0.381059 0.784501
			0.374929 0.793331
			0.374929 0.793331
			0.412109 0.807081
			0.411509 0.785841
			0.412379 0.799801
			0.412109 0.807081
			0.374929 0.793331
			0.374929 0.793331
			0.331589 0.760561
			0.370639 0.785591
			0.381059 0.784501
			0.349529 0.765491
			0.337219 0.767251
			0.337219 0.767251
			0.374929 0.793331
			0.381059 0.784501
			0.374929 0.793331
			0.337219 0.767251
			0.331589 0.760561
			0.349529 0.765491
			0.325639 0.733591
			0.320309 0.740341
			0.320309 0.740341
			0.337219 0.767251
			0.349529 0.765491
			0.337219 0.767251
			0.320309 0.740341
			0.331589 0.760561
			0.503629 0.626011
			0.512369 0.618001
			0.501069 0.595041
			0.496779 0.627411
			0.492539 0.631461
			0.501069 0.595041
			0.492539 0.631461
			0.503629 0.626011
			0.501069 0.595041
			0.366949 0.676261
			0.359839 0.671751
			0.316519 0.604041
			0.306209 0.693931
			0.312319 0.692981
			0.316519 0.604041
			0.503629 0.626011
			0.492539 0.631461
			0.502049 0.635091
			0.492539 0.631461
			0.485689 0.641151
			0.502049 0.635091
			0.500439 0.658021
			0.502049 0.635091
			0.485689 0.641151
			0.316519 0.604041
			0.312319 0.692981
			0.366949 0.676261
			0.411509 0.641751
			0.423999 0.630151
			0.389679 0.617341
			0.380129 0.639301
			0.395109 0.641751
			0.389679 0.617341
			0.389679 0.617341
			0.395109 0.641751
			0.411509 0.641751
			0.480349 0.650831
			0.485689 0.641151
			0.489509 0.648721
			0.463509 0.674311
			0.474439 0.661131
			0.483969 0.669271
			0.502049 0.635091
			0.500439 0.658021
			0.517839 0.630051
			0.447869 0.699511
			0.458139 0.687801
			0.462049 0.699181
		</texture>
		<image name="yellow-maekami-t3.png">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABGdBTUEAALGPC/xhBQAAAu5pQ0NQ
			SUNDIFByb2ZpbGUAAHgBhVTPaxNBFP42bqnQIghaaw6yeJAiSVmraEXUNv0RYmsM2x+2RZBkM0nW
			bjbr7ia1pYjk4tEq3kXtoQf/gB568GQvSoVaRSjeqyhioRct8c1uTLal6sDOfvPeN+99b3bfAA1y
			0jT1gATkDcdSohFpbHxCavyIAI6iCUE0JVXb7E4kBkGDc/l759h6D4FbVsN7+3eyd62a0raaB4T9
			QOBHmtkqsO8XcQpZEgKIPN+hKcd0CN/j2PLsjzlOeXjBtQ8rPcRZInxANS3Of024U80l00CDSDiU
			9XFSPpzXi5TXHQdpbmbGyBC9T5Cmu8zuq2KhnE72DpC9nfR+TrPePsIhwgsZrT9GuI2e9YzVP+Jh
			4aTmxIY9HBg19PhgFbcaqfg1whRfEE0nolRx2S4N8Ziu/VbySoJwkDjKZGGAc1pIT9dMbvi6hwV9
			JtcTr+J3VlHheY8TZ97U3e9F2gKvMA4dDBoMmg1IUBBFBGGYsFBAhjwaMTSycj8jqwYbk3sydSRq
			u3RiRLFBezbcPbdRpN08/igicZRDtQiS/EH+Kq/JT+V5+ctcsNhW95Stm5q68uA7xeWZuRoe19PI
			43NNXnyV1HaTV0eWrHl6vJrsGj/sV5cx5oI1j8RzsPvxLV+VzJcpjBTF41Xz6kuEdVoxN9+fbH87
			PeIuzy611nOtiYs3VpuXZ/1qSPvuqryT5lX5T1718fxnzcRj4ikxJnaK5yGJl8Uu8ZLYS6sL4mBt
			xwidlYYp0m2R+iTVYGCavPUvXT9beL1Gfwz1UZQZzNJUifd/wipkNJ25Dm/6j9vH/Bfk94rnnygC
			L2zgyJm6bVNx7xChZaVuc64CF7/RffC2bmujfjj8BFg8qxatUjWfILwBHHaHeh7oKZjTlpbNOVKH
			LJ+TuunKYlLMUNtDUlLXJddlSxazmVVi6XbYmdMdbhyhOUL3xKdKZZP6r/ERsP2wUvn5rFLZfk4a
			1oGX+m/AvP1FwHiLiQAAAAlwSFlzAAAewQAAHsEBw2lUUwAAIABJREFUeAHtvYmWI7mRbevOOTIr
			q0p3qaX3/v/nnrrv6lKWKmPg+M4xuJEIBhlDjmRiQ0q60+kDsOEVdmAwAP12u911JAhAAAIQgAAE
			miIwaqq0FBYCEIAABCAAgSCAAOBFgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CAB
			BECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjp
			FBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQAB
			CEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCA
			AOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEI
			QAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAAB
			CDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQ
			AA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVT
			ZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQg
			AAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAAC
			gHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAA
			AQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg
			0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAA
			NFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6R
			IQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAA
			BCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA
			3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAE
			IAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBA
			gwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQ
			YKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWG
			AAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQ
			gAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4
			ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCA
			AAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAIN
			EkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECD
			lU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkC
			EIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAA
			AggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAd
			gAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAAC
			EIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRI
			AAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1W
			OkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhA
			AAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEI
			IAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcA
			AhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhA
			AAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CAB
			BECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjp
			FBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQAB
			CEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCA
			AOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEI
			QAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAAB
			CDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQ
			AA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVT
			ZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQg
			AAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAAC
			gHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAA
			AQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg
			0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAA
			NFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6R
			IQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAA
			BCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA
			3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAE
			IAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBA
			gwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQ
			YKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWG
			AAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQ
			gAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4
			ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCA
			AAQg0CABBECDlU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAIN
			EkAANFjpFBkCEIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECD
			lU6RIQABCEAAAggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkC
			EIAABCCAAOAdgAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAA
			AggA3gEIQAACEIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCCAAOAd
			gAAEIAABCDRIAAHQYKVTZAhAAAIQgAACgHcAAhCAAAQg0CABBECDlU6RIQABCEAAAggA3gEIQAAC
			EIBAgwQQAA1WOkWGAAQgAAEIIAB4ByAAAQhAAAINEkAANFjpFBkCEIAABCAwAcEVE9itTme+n3ad
			f/OWBAEIQAACEDhBoN9ut7sTxzl0yQTS8O/WQy5rIWCnzljGv9J2CIFLrk3yBgEIQOCHEKisxA95
			Pg99KwEb/92Drtp2u81S+xYBG/1bdrut7P5opv0iAPqx9ysvAEJAPEgQgAAEIGACCIBreg/C+N/J
			0MvSb/+Q7b/XvsTA9n5finDnjBYSAnOJg4WO33RdfK+qGiGw58UOBCAAgVYJVFahVQRXUu6h5e9W
			/27zHxn/j+rm1z9tI6UIkLF36ie/df16HlsLgM6egdF7CYOqylsTAtl1EoSGDzPw8dZY1AzYhwAE
			miRQWYMmy38dhQ7jv5bhV4vfxn/5r2778N9dv9P+6rZ4AaqSuPXv37ZLGbfxb7L9v3U7ewEm6jIY
			2SOwlhCoBoD87MavNvzRfaIukug20dZdKI6XyHN+dhYq+VYichTdQ9VLwy4EINAcAQTANVR59POv
			DsZ/6Zb/v7vt+k8ZruL+73ebbtfbsOmQhMLGXQNK/eRef/DlJQghIAERQuC3wSOwLUIgjeDPaPwG
			8WSDv9vK2IenxDETToXXoYtk+P4Tclit6kDRXu/HqhuPdgiB8iLwCYEmCSAALr3ah5bpbn0bxmu3
			eVBj9V8SAMX47zbbbqQ/5Nttr+1m2O66XVeEgW37rvvzkRAYz+QdGH0YPALqGujlMXCL8GcTAmH8
			xSsM/ydt1X2SXSZDvUeshPcnvw5dJIM4+ElEwN7wSyCuN7tuvV53k0n5z97ho5MJQmB4FdhAoDkC
			CICrqHK33tSCdb+/DZhb92r5u9Vv8y4Lrv8pMLDapjCohUA3KgGDm41iAsa33V4IRMCgDODPJASG
			lr+9IV10h3zs+q27RSSkohtAuJxU5vHsnYTTwyCIbrQtP117XEAYf70j9w+l9b9cqgtIKbez2SwE
			wWI+DY/AdFqNGBkQsIEABH5eAvmn7uct4U9QMkf9u/Xad6tuu7oLARAuf03h0I96/fZ06y7+cnxo
			0e7UAnZ3wXZx8Ahsx+oS+Lta/4oPsAH8mYSAjHy0/Afjv73/lzSUBJS6AMJ7ovciW/+bjbtE/uhG
			83+oSax9/5b/ZVypJ8DG3619/7PB92iR5fLxlB8+lgwWGjTiXgJEQFQ/HxBogkD+mWuisFdZyOj/
			V85luLZy9/e9DFv2+58x/qdEgbsIHCLQbyUEtOPbbvSvH6lFLKNnz0KMHEijsLtij0B0m3io5Ce1
			+D8K3b9U7v/bbZZ/xCvg7pR+PIpYia6XIFoqoFLiJ3wo6mLJ8MhrFQEO8luv5fIfjP/DfekOun+4
			7ybjProCFvNFd3ur75ODKEAEXOVfCDINgc8mgAD4bHTXdaG7CPrdIVags0fAQkBWLw1gjBw4KwTU
			bXAtMQLKZwyXVJyE3f5u+YfxH7pNell4iynHTtQcOo2uCKGlqg0RIAUwxFVKKV2Pe3wjsXfK+PuN
			dRyAk8VASeoWGnYdGzCEBwy/sYEABH5mAgiAS69dN0NlrDONxmO13NVq3fylVmufh1+9zViBDBqs
			DeDmwS7hIdjwWoXAEDRpsWIXt/v894F/dnkMXpNDF4m6UEIMDF0kA8ndWD7xnFNBzK9FAGTr38Wo
			W/7nXhALgjT6Fg1OdAOco8VxCPxcBBAAV1CfJUJf/fSa2Gdv39RGlen67Nw/JwTSI+DWsI3neP63
			EiT3KEagTDgUGbi41nEJmnT+S79/CZrUoLeTzJKFyxIzK6rMnmfBXoB+MdMxeQIsxC6unEH/0Ydb
			/04Z6Hdo6T86bf/FXQJOFgsOCnRy/AAiIFDwAYGfmgAC4Cqq16bIM/mp5d9r+J5b6WMZtxgF8GUF
			SOO3Dxg80TWwsSFVkNxeCDhQzpH0MWrgqGvACuVHGUo/O93/HvKn/vx9Uut/9GLMhEZayB/ubpHO
			8yyofGY+mskDkDMo/qiy7Qvy8k625NfrqvwvXBZeAHfxMDv4C6T4GQI/DwEEwKXXpQ2O/zDb2LoF
			HkZJW0Xz231/KuDveFRAcffr9BOjBU5eny7xoxiBEAIaPtiPFTA41VTDlRBw2HyZXTDzO7xa39pg
			pkvE9biP/FegpFrxMXOixYvSyXIe8chukRABRu5Jk7bvxE2CZ+N4gMvvCgjjr/cl3f9ReH2slwr4
			m0lADjx8fKLyjDRF9GRsoSDv0najHhKPGlHd/Ugh58yRIACBb04AAfDNEX+FB0QwmlzRGr/vaX23
			bn2rf9ujATwc8CXj5v7ut4iAw/kyBk88ApqHwKMGNL5+LwQsTNxfHpFzdiO7xSzjGR3ttqR6zZ4T
			Am81Nmn0o8Vqg1WvjKjFkrRIUgT/DZw8Z0IEPDoQ8pluk/SGRI35GomIzYOYe9KkLNvuhbJ8her+
			3Fu4/99pubILowT82fBnWmtERKaJq2inyaM89kFCaDItXQE7dyFEcOTwp+G5esubsYUABK6SAALg
			GqotvAAK0Bt/kPGVcZNr2xH7nu43WqseHviMYauLeK4fvD7H+2kMs1V8VgjISO4n08mlh8P4SxRM
			HCfgiXXeSUhUQiANeD40DLm+HJ9zbHx83WD0yxh/3TNa/TJ8atlG/722ff9JhltBfXLjxzEN9evW
			f72iC0AUwytQplUu8QDqCrhP74vmYhgPowGO85Zl+YHbjP53Ftz3b+O/UpCf55AYdaU7oBevqSaE
			8uSI3XwmVq5rixxxG73TaIm7btLfaH4ILxxlATjUW5Yr3sUf2M2T+WALAQh8MQEEwBcj/E43iP52
			j9n7Va1b/wH3uH0ZqpX+cMeYdv8hf31QYAqB3J4rRQqBNIxPhYBb/xpD70mFdoNxtACQl2C0VrN5
			8ncZoDsZk0oIxEI8fqInOHKZipEpHoPByNtrUAsFt+b3LX0JHxm1NPpu7W9yhr8QAFo3oVokyXMf
			aNDf2/hYVDnOYqvyeQIhCx17OcIbc5n/2dTufxv/T3f33VjzRqyXEowSAJP+rtt4nQi9L5Pxrpv3
			mgZYoq2XSBtJCfTdO4mD9936wd/F1ytI1t4cV1kKgqybCxRCziYJAhB4mcBl/iV7Od/tnREtLxtK
			tUZlXB2QZ+d3dAXIQB3WA9Df6KO+bX8/uPWLSIgx8Lr8petOdi+kcdT1MdWu4hE2EiKeVMfJsQpe
			sXDnGIGYclj96JUQiJNicZ7iso5ofR30QkXb3awbu6/dxlbJoiBEQvRdF/e+W+bHRj/6tnXcydP6
			5iJJ5Xtxb8ePr/iw18PJwwPX6k6wrPGEQhuVc/7OqykO/9lckPEr0/6uu7u722j92/ivl5+6tQz1
			ZvWXCnDbPYjhdCwvhkTBdG5pt9H/Ft1s999iJtGmLqadBM9u/KvqYYjzcPeOU3hzakEgBo5HsRC4
			IA4ls3xCAAKvIYAAeA2lSzknWp/FMNqg9jbEnupW+dtJBOiv/LM53bfmHdwXRjw6tuO6spKg/cIv
			J98nJxWy9+Ewu2A1w55uE4Z6JMOpqXb7mVvUMi6DYfdTNprWeNQtY676ubwZSxmh6VTz08sFPZvZ
			syCDNGQnWuAyYLEYklvj3rcokLEPV73PU799plwLoXRh2A3uO50WAuU33SoMv9rKywPHXXfbrda7
			brz5t7Kj/Chfq820m80vKyDQrf/bO88A2EkE3GmiI7n/JQA28oSEWNJ2MlaLXxgeJAbmGv63davf
			IyWmEjVrTYXcv9NEQfo6/1Pcy+yQITg1VbS9OTt7CyzqXIfyDvQTdUlltw8iIF89thC4GgIIgKup
			KmV0+CPbj+02H7oC9Id+NNU0t24Vy2VdZriz8X26PoBb8/s+fbeyh2Qj7pTdAbkdfj67SSFQnmV/
			hJ6p2QbDoI4VNe9phwejbGPdT36PVuNa4mOn5WgtANyHv9Gllh7O0oP62yfzX7u7peIGlCwILBLK
			oj4y9urXP2X0y8JIxYjbq6GcxPXOYxr+NPS5NQt3m7i8xeirxa+8OdnoO603YxlOeR5Wf3Tz7bRb
			b2eyl0WEORxgrHJmvcQFP+Aj5/23EHLf/1Iu/608Fzb+d/cPcvVr2OhO4kDdAn0IIQcKOu9mpHLu
			VA9K69UnhQWMupU0wcTv09D676eODVBhbfjlCfHiScWjI2/C5G86Ly7/4RyGXLCBAAReSQAB8EpQ
			F3OaRYD7YdVXO5oVF/r2Tn+sHQ+gw9FvrZEB54x4GsRYTMjz3A5u+1hdUMF6xWAXI3juHq9h4fun
			2AjvhFr3NtxOa01otJGB6iRe3OLsZYCWGm4XSeWb3KkFqnxN1dreOiJdaT596FZ3H0u0eooKGevs
			wojpfWXQw/gPXR5FmJTAPt+jlGfb3Q89Dwt5Jcp+Mfw2+mv/i2VzCwNLk/Vurud/lCjpu/n7STez
			8VRxZvNtN5ZrfCL2Y4moUSyp/H1d4jnznyf+8WI/NvJu/YfbX+Jq3ksw2fiL90SGerXuu6nm/x90
			jrGEAHt/Y89HYT1WrIBcNUV0qR429w709KiO0h2w9+h4KKjjBNy/xPwBwZIPCFwTAQTANdVW5tUB
			de5D79T6Ug16Fbs0VxYBDtSzIXwuRevX9t+tdImJvRDwH3rdM4YY6nd7FPRjtJSfu9+p31Js2B3f
			yZXuyYuK8beBuVNrtVxlg7vSAj2ZRuoqGKnVvZHBncpn7SFrWrdGhkvGfDjvVCs/n5f38dYiIA1/
			7dr3b3/dFWrHhn9lj8TGQYNrufsVJqe83N2Pu8W7++4/d//bvftl2y2E7F5DMheLG4mSDxIr8hRM
			JAgsBEbfTwRk5P++9a/me68AydVqLS+AOR+Mv8vsZBHgRYA2Q936mNm49e9kjp5jqjB2t0sJiAwv
			jN6PTl0wW9WZqkXvjkXBWO+MIyWU6AooHPiEwBUQQABcQSWdzKKDAf33ehga6N1aBNiwO50M4hta
			yGHc7Xd3i9p/2OP80sqL2fD8XUY73euf6xEIgyI3uw3JSm5pJ7v9nYrxL+769RB8p4g7WSm1KSVi
			lhID84mC1vSmeir/0lKVAR4annUr/7is5QnlM1v9dvGnwc/fs8V/tzRFucC9Lq4EVkkKrFt5nPy4
			u7/VaIDRtrt1TJ1gbzWc7kECYH6joXPThcTArYTAOxnXG3Vd6OrvYAzd95+tf3ezeLifI/6n/Z/q
			65fC0jG3/NfKr7fHyWW3sDpOUWe6RstHFSEg+OYbo0D0vth5tJNA85oJfQQI2oPDn5NjjnyHwCUT
			4L/YS66d5/I2GBf/Ie66/4ozP1cERAxAJQJ8s36i5YBlQGK1wGG5uJHGhRe3vv74S0QcG9xz3yNz
			+nAr06ZmvTkYHM9Fr8bqPpVWqXSNWtIPMrxjiQFNUBdCwefey029UEv1XvcauuL3157b8XNrw58G
			3y19Jz9TJn4w/P7+1HuyDlGgcntoYPdH95em2R3P7jRkbtEt7+ba/1v3oCV25+9+696/Ux/89hcJ
			gbW6CBRg941SRv779p72d6N/HufvlQ/X61UE/bmLxSmNfy0EHAegEYDPpmOvSnqOIvBS4qIEZVpA
			Oh5AN2NUwLM8+RECl0QAAXBJtfHWvLxBBJy7tf/AR+BeNOkcWa+/5XLretVBOYVj32Ph/QdfE8ep
			hVk8C5/jDbCL2QY8k1v1Nv43cjoojCGSDb8NcgqBsh2pb1uj1d1n/6DODxlodwuEMZLpPiVGnD+n
			2vjfP3hYn/v95QWQaz8mE9I5vYb1rVdDYIC+20ieTYqg95S5vSbOcaDdSn3g29VNN156LoIPur/u
			sxG/2T+69+81mkE3+mYiQH56G3hP+xuT/cj4P8jD4ol+duq2uL0twX1Zltr4+9hs8Nrn76/Z7t8X
			i0K/F+oO2DkWwBfr+d3ol9fchnMgAIELIIAAuIBK+KIs1CJg97e41SlPwLnW+eG4YgqKO0HGRC1Y
			GTHPhV9uqK1ae+ER8AF5C97qDfBlNsYyt2rvY2qQAAAgAElEQVTdu5XtI+7XLyLAgWkeCrDvBig/
			x2eKAbvo3S1QkkxO3M8T2qnE8smnKCllKmd5NMBqPQ4Pwt2DAvrUt39/b5dDsfLF2K9CiGRefGW9
			X+50+NzpophYZ1L6+lf3/+6mi99jVMNKQmC1/Ed38865+V3Z+k1DGhXLoHn4v3ZyK9/uf897sFFs
			hIP/POQvhkfqYWbq/v40/OkFyHy8ygNwYgGl2guw9+XY+HcKjCBBAAJXQwABcDVV9UxGUwS4Nh3B
			p7QXAW65+4Bd/DHYzl9OpzJ2XkGBEgIRTKhbhQiQEIitRYBbfLKdnoLYIuBzU4oAb0t63BWQR70N
			Q+UdzXHvVut6OwpvgLsEFvIeZLeAT3HeHWg4UdyAt2sHAcqIfVLWl7t3aiG7fGrHavy7vQ/uDihJ
			XgAHGQwpXef5PaPny9ZxBDKwMfd+Cfzrdv8jY2xjX1rduSyv7799V8zk1xQBJU5BQsrD/eR16OV6
			320UOKmhlb0C/3byVDivTudiAGoPgEWUBdo+EHAw/Fn+s1u/E/v0+e/D/hbsQAAC340AAuC7of7G
			D0oRYIM6eALGiqSLP8melc8NXvVf74ZgrlNu85wtMBwBFgx28eqyMCNjz+onr4CL4b5fGcBch8DX
			nbpfehdKy7y0uMu4+2KY0vh7GwZVLVa7+uuUxl+9AjGv/b0a3Yupuwg8NLCc6db6/UrDBhXMNtX4
			PMXrdQ9r5Xeivnkb/0+62CveaURBLw/CWq3l1XqqeyhafjCSMqW62eNnZz42ilkY69r7h1Fs79SV
			4C6Icq2vW+teE/2m2fM0V4BTr3PsuXg3CAx3G1gMTLTu7jQiBOO0z/+w+18BgJ74x63/taZC3m3+
			lPtfoyuW8uY4cGIIynM+JupaSU9A/VCLqEw2/qXP3w6VV478sJcoRIBfPP0jBiBxsoXAxRNAAFx8
			Fb0hgykChlq18fafZZuCbhAB/Ujz4sd4+dNGO0SADEZZX8Az7mkWOM16t7OL11O/SgiEydAzDusQ
			lAjxcyJAD5RYGKl1WboBLAIy5YQ9NuJuddvFn90DtfG/ezhc85fG6tv7/qsCz5e79927uQIDx+qH
			l0BZjzTZkNLi/by7XWm+gZVyq2C8pSLjlyrDppdbXGsWrHd/KugvyGhMfOYic/V46ydn4GK9PZhO
			n7+RICj3W8lL8k5d4fclXCJu5rLcSEi8e5cTHH1GB3zcqXyE+18eEbv/961/eQIcrOgx/9ltUm9L
			fu0bKsnxFg6OXGhaYCd7ADy6wsLNdZYC7ngbgk/n57wAMUFQ3MEHv6xceRu2EIDAtyeAAPj2jL/v
			E/YioLS4n4gA5abvn58xsBYB7jrYPPyhngUFvg0z+fkPvk2GJ+vx78cG4vh7AnDrsnY12+DUHgG3
			Rj3Zjm66d/vfaySAW7lOh9a6v2mS3uW8WyiA726lde1v/qlW76x7byEw/UWGXsJF4yS3cn1s+78U
			FKcIdQXGrewK0VC+B3UPjDq5zGX8y91i86aPlCQWBc71SIbz/mElT8S2+/NPeShuLL9Ksjbw0EGn
			m4WMpAfay9XyOd6AmPxHlztWw+7/MPJy+6/kBdhKPbn1b4/Kxg/0PABaXyH7/32uDX8mMy+CTN0p
			Mv4WavuM5knPbS0KnYaup/KFTwhA4BoIIACuoZbemse9CCgXPhIBXiI3DGoZj39srPP7sQgo1+jv
			vF2+/qfkFmDEA2z+erUIyH7m3NajAnzP2gMgW/XI+NuF3euBNmAWAzsFBY7k9t/KKzGSGNhqEZup
			5rCfe6Ik503/67z0rbsoZOy7fi3RcqM4gD+ja2C98Ri4wwRENuKZ0rjn95e2Pr94EpQvTYc8m953
			D5o0KNPSngglR+tv1h8UJPirugPKU94qAiK+QBXimf8y+G/lCYCGSX9s5N29IUsuQaWhlF4RUN0h
			Ew3V81oMEXAZufGHmAxdBXVXzf7no51yzkAnJgEq70EIAETAES2+QuCyCSAALrt+Pj93z4mAvKtn
			AYwO/6GJnceHrVvsj4YI+jS9MXtDaQNgF7Rdxi8k38vGo0y/e/AEHK487PlWNv5ey97Jxt5GLc/w
			/k6te7+8a8UpjDXYTuGBythCcYKaulZi4CYmCbBi0L00I95WYxj3gX0hDuyqrgPY/KRD8rMGM3c4
			+Io9X2MhYJf/SJ6AFAFyoGgApbohbv6hfLj/vus+fHB3QBFTbxEBMfnP4P7faux/Bv9thta/uwdc
			Ue6S6D1200GPOi9EgPrrV2tPX3woXXoAXlG8OCXemWHiKK8LkILwtddzHgQgcBkEEACXUQ/fJhe1
			CFDrzH/yR2ojyyxGila9g/20oM1zwYG9ov3jj77OjWvUqlZgQBh/38i/lREEbuE60E4m5dR2EAEZ
			C+Br3SVgL0AGAvpY9v3bSKbxj+Na5GaklqwNXi+X/nqpRXrUop/MtACOugrUyR9d0At53h3nsJJr
			3veYeAielsd1yqj/fa+/jKOa7PGbP2347crfOv9x9POEgEXAVvPyd3q2RcAm+zF0z+3mV30vN58v
			FCiouICxYh9iLYHhmc9tLADS/b/UfXwvD/2r+/4zHsFlim4Ol3MQAWN5CqZet+CZdK4Os//fl9ob
			5BUCR14Z0EskD+/bM7flJwhA4IIIIAAuqDK+SVZSBLg7+sw8ATFE8BUiwPmLyH8rCLX86/TS2gP1
			ufYGZCxAiQPwfdPc1mcO+0M/tr+5JWsZs9NWS93I3e8I+KkEhJYdVpfAMrrdf5dBGvqmdbYXyHHa
			blb6d5jwJw6e+bAIcEohUCTCmZPPHPY1sThPekjU2+BpiG/epQTz/XMqvndisnxRBOTwv1j4Ry3+
			ieI5YiVIMYoJijTyo4gce00OTO3JsScgU3pXYn2FgX16abx9KQXfqjuohJu+dBW/QwACl0QAAXBJ
			tfGt8pIiICPB9ByHgeWf+dd7AtSytys+psPVDYYgQGe7jCx43kxGV8EwIqAWAb7+OKWBsrvfQWxu
			9TvX7hUIY+YLJAI0r49mwnMg22PDHvMFaDIjJ9/Lk+Tsk8SLW9CRhtZ//nZcgloI+Jzj3/O6c1uf
			Hz0ZDwo4VFkmMTyvnL2WR6Pr/lFd+k5dF9XXM7uHyX/UpSDPx2j3Hw2DLDlz8N9zKQSUxjBOh+F/
			FiQTDXEU1bjM9XKu9R/1V9881qMQYwcCuv+fIYA1HfYhcPEEEAAXX0VfKYN7EaD7DcFanyMCjoMD
			69w9N7zQxiN/144MqZ9+Otl4e7x/RP1r6N5WRsrGP1vjvspH/H2liW/Go7UWvhmCGiUEYpEeR7dr
			ilpHyWfyXPlOjgmIpBUJo1VciYBsI7urwUFzKT5GLrhSCfR7oxDQ/UME6Pm1fb5R9/lff/637lpE
			wGzqcQkaJfCMClivPO1vGn4LGU8EJGGhJXzvJDDOpSIPDr9aFHnK4OlE4upw+HV7Fn7ysPReE9le
			gAz+owvgdfw4CwIXQgABcCEV8V2ykSIg3OSnFxB6TXdALQK8UmAJJHx9CdL4pxcgRwJ4LgCvCeAY
			ALdQ7+TW7nr1L8u47bw+vR6RBtpP83cfLxHv6utf/q/mAdCwwWjRKr5ABrYs7KMgQbnLnbbhSdB1
			mgkw+/7jh+EjW/zxVc+OhfI0qsDD6dza9sRCTtGvHnuv//A1G0XrZ3LU/uL9Px6JgN9+/y8N57s/
			OXWw3f8OZLT734Y/Iv+HqX9t0BX1kLd+5P7PgxZMWT7zXSmAUm4U/YsXIk971db9/73mXXDqB3H0
			qgs5CQIQuBgCCICLqYrvlJFaBBzPGBiucf1B91LCVYv9VEDfXgSoYVwCAMuiPI9N9OMyeXKhWIJY
			h238D0Ig26DFuNoDkIsD2fDayDvVxt/7viq8ADGbnyfB8Vl/dDNFuD9ky19DA/t09/vnKOPBCPtQ
			ndJIZm+JJ8mJfne1eme9WtjKTwytE5/P9QbYcNfJImB59y8d+qeGD/6PthJnp+YIkNhK9/9OQxnX
			WvhnKw/IVh4NTwBkJu7/t+fEMxfmpEX5LPOaTXWWhI3LMYk4ibGu8y813bzi6XYv9ob+/14BgJJr
			utyjKkgQgMA1EUAAXFNtfa28+o+1O/7ditNa7ltNixv9uENk/270voiAF55nI/5Ww1FmGCyu6loE
			5KM8Rl1z6USyR8ANdxut6OuujK5PSBFQzla3wcNSEwFpTvu7j93iRoJgKe/B2EsYy00tN3xvl3+m
			ej+PaZstZM85MNcMgpPJNP7pBoqytxgo6xB8kTdAeUkRMO43MRhxp0WDnP4z+acK5nkKiijaDw9U
			//pKKxba/b9bfYzrvfBPWQZYkzGp9V/3/x8bf9/b3gvn+9d58az4mAjr3/numDjl6CMCALP//zO8
			B0e34ysEIPCDCCAAfhD4S3msJ/KJFKu55b76mdUCfe2Kf+ENeGZ64Qgee6arwDPQ3csm5doAcxn8
			nPo3lwfu1fq2J8BGzK30OmW0u8WDF/lxr/9Yc+JP5A3YytVtB4JmAH5V2nsA1P8fQY4y/HaXe/I8
			rSCsNNXsfdr4hmpF26A6jiADE1/5mBAkDsizL8CO9I1a7JYnW3kaetWFhYh6MCJZBHjaYgcyLrXy
			4MODFmLa/rv7dCcPgLs9YvrfQ+s/eQyXxybb98UDIFEzsspy632s0Qda27CaBviUx2cfADj0/+e9
			+0nmMo+whQAEroUAAuBaaupr5tPR2k7qR46FfdwfHvvael4AJfftZ2R/Bu+dMww+bhHw3O97AxJ3
			P3wcvABFiXhqWrdkbaAmNnzFr69gtXExtodLY6/2Atj17UV6pjKrjrjvHj5245v3MpC+d2lh22i/
			Kg1uct/Nxj9XzrMAyVg7T6gzU/s9RYDv+5bYgBAygwjwtRYCpXNA0xr3f/hQEQGqi836U7d8+BQx
			BJuHf3X3t57RUd0AYuWJf0qXSRn695wIsaAae14HC5mYDKhIg7dOAzyaiae7AZwyCLB84xMCELgS
			AgiAK6mor59NiwAZAi/vm//kXrbhd3ps/NWyfqGF/5Lx9/Ux6WDcvXxYFMR16krIeQE8Lt392G71
			rjVmfx1vqAP9ikCwJ8AR+ae8AKXf2+av13j6kfrsJUoe/q3n/irvgcWN/tmwV9P/Vtl5vGuhoNbu
			busgOa/0JxWg5On9S17sFdAqgBotIGi69+PYgDj5hQ/nNEVADGfU9xQBFkKfBpfIYj5RN80ndWl8
			VJ///2pOI02EpJX/PPf//b0lg/v7vZKf954mH7dHwezc4u9Hmjtx6LL3EMAHBRWav8VY1snTu+je
			QwXGdNA6ofT/iwv9/6dwcQwCF08AAXDxVfQNMqj+/52H4qkF6Wj4XuPIvarcTsvKaobdwdiXoL6D
			e//LREDcR0bcEwY5Xj0NTW6zlNkNYINrI2iTVscC2IC5xW2DliIgDV+6vu0FyK6AG00UtNppyNpo
			mAcgPQCaQbDblaGD+Wxv04D6GTfjpQylBUNJXqfAreYYnqgzx5r9bu8NGGID6gDBvO65bYqApeYE
			8JNszi0Cbv/yZ0nbjX6RwX+4/aO7+6QgQQm2T58+qVvA/f4WbCZwyHt8OfExnd4o/+vSpRF8VyrF
			RNMzl+vjHkfdK/VtyogPHRkCAF0X5V99FvsQgMC1EEAAXEtNfdV8ymiECJDRV7/yTtHkdv2HcT7h
			zv+qIiA8CUVcpPEvWxk+tULdF23DH8ZWXoDJVK1bGbqMBTCGjAc4RpLGO0cQ3Gic+71WCpxMJAJk
			RMu8+K/zALivfLPVfPryRuTQPxv/yJu7GfRfzp2M6MEbMFKf/KS70Wx+FgFpUjNPx3mtv9ciYGoF
			dq88jj4qmLF4HbYSF5P+trv99DFc/yuJBRv/9IqcCvir75+BjfZYlC4Ad7H4qRPl01sJsmFURu0F
			eFw/Ok+zReYMi7nF/V+TZh8C10UAAXBd9fX1chvT/+l2VfDfc27+ryECslvhZHeBDFEOC1yo8etu
			AI8GcADezsv5xYiDYnAzHuCcFyC7Ary08HzuhXfuZbu0Op9b0iq3jVfMA3CGpvvxPRfBzcLu/8FX
			rr3ikSjG310VzlN6A2xMfZ1HCTiy34GB9lD4LJvYl1Kes9KMgR6CuF6q20EjNGzkPXvxTN6Iu7/+
			vxjy53kCfNyt/+eMf4oQP3s2s0fBZT+4/y1iwhvzCuMfYiALkUsAZwxAHmcLAQhcFQEEwFVV17fN
			rFt/6U4+9aTj322wSwvy1NlPjx1fX59hAyOLGV6AT3elpT2X7fXQN4fd38kK2mCpaRzGL70AtQjw
			rzakdVeADaUd1aull+G1QdfMd+ruiOS58atZAMvBxwQ8v76Ne2kxa+0+2VGX2YbzRnMEuLuhXOEn
			2+QWwXB3v4luirfMFeBz7W14UNCi1zh4uP0fDWf8oMA/D3FUq18tf8cC3N+vw/hnOZ0Dp9rglyOl
			79/7bv07rsKCyqkOACz1eOj/P2755/cAGVfrA+OfJNhC4GoJIACutuq+JOOyWorczvHceaf8Q//S
			9ku8Ac95Gcpz3dIuxtSu/AgG1LbuAvC+U0TfZ+a1tWnzlf7nZC+CAwkXWn6wlwt9p8VxikEvv3dn
			4gCGX2PjFrPH2Fs4ZHJXhZO7K8aDQc2na7ReZGCjFneZpvjpFMZx8ZmPDApcu4wKWIypf+XB0Hi/
			CPpbxYgGxXDstALjUNJThr++fQz904GJ/mv3bQu/ElTp/v8izJRteywkQM5ufdOcAjgfQABgkmAL
			gasjgAC4uir7ChnOYVtqxXk+911MAOTJcj49bwAqA/G5IsDXnTUw4TIvEelreQFu3BUg9/94tNXs
			fluN77fhteu7MLBhu38ohuyYSraO3dL1MLmQFDuJngj8e37FnRQQ9h5YMFiEOE0nGxlL56EYzYxZ
			8GyBJfXdrxoW/+fttFtYNMhInwtYHC54svGzLQLcFRBJQYsTdTf0XutAwzc97fFScQ11AOSTmwwH
			9n3/svpZhiJmtM6BhEsGXJ67/qXjDiDMkr90Lr9DAAKXRwABcHl18l1yFAu5qP/f87n3k9/LiAAN
			88phgJ+Tibd2CZx6xrEXwK73mBp4q1a89sOd72n6hpRGrjaINqLxTzMAreJcXecLZUxXMXGPjbi/
			y8ie6AY4ZdSKy7wEKpaLLQO2iqD3s3xFyoa+W0gv3Fm46JlahSBOv3/I333d4ey8V731mXJedCMJ
			kBAsm0Hx6LhjDqL745Wmt2792/1vIZDdGaX7ppQ2W/51Pp7sexKgIW21QmNOl5zH2EIAAtdFYPhL
			eF2ZJrdfSCDctu4GsPH/Lf6N53/T9/IHPoPxXnpKuo5fOu+tv/u+6Wa34c3I9UP/dbqxZWDlBThO
			ecR96k42mrlgUByw4Q/j76GAB8Mcv+nj6ZH85enWhrMIARlXyWl7LW4Wo+7dvMxlkN0Vi3lZzOjp
			Hc4cUb48U6CHB9oT4ZRlcOCfy5jljB+PPlIY+XCJnSju/zytDgBM4//c1l03OUmU/DFaKsITKllV
			kSAAgWslgAC41pr70nw7BkDu/36ixXK0bO5u9PeICfA6AB4OeAnJsQA5JNBegOgWV598GtXcOq+1
			wfP3NI7ZFeBjjprfd9n7QHoAvP9S0uiB8TM+c4uA9zeDCJhto6V9M1uF8c18ujyZz8zfc49Nr4bP
			udeQiDLioFzxXA3lMyyO4tkSfCme/D29GTn+/9kumSEmIN6JygNQJgF6Lvf8BgEIXDoBBMCl19C3
			yp+9AB7OZYOvaV39r5/9cy8CXmMUssV4mD/g1Pj+FwLLqriCvJ+3mdxSTS+Ajy2GFn+2an3slBfA
			x53SUNbGM1r92fLPbTn9/KcF0/5uT0/LPNvIe3TAL3IujMczeQNm+xa4hy/W6VDK+uhh33m3CKiD
			HS1ofN1L1+Zd7PL31L8WT5m+Rv//sLpy3pItBCBwhQSqPwtXmHuy/GUEJALKSIAPYfzdDZAiwJO+
			OL22O+DLMvL06roboPYC+MzZYP1rEeB+8Wz55t3SSNZegOwWiHPOGP+8Lu9TzlXk/WB2nbc0+PU5
			pSvAht8jGfruwztPaFQmMUovwHNipb5X7qcI8Pfnxvzn+cnAPA7PLHVpL8rj/v9yVS28zgm/7ALY
			aVbFw8gHD3kgQQAC10oAAXCtNfe18j26KV0B4w+yDn/vQgQ4LmCsbgEHBarpGH/8v9bz3ngft6jT
			0KdB8y1yP7fZuk4DWD/GRrQWAfVvp/bTa/Dotxc8APW5dq07z/ZcLDRxgEcwOAYg8+qJipxPP+ek
			2KhvNuxny//ETycPJQ8P/TtOyTOFzDmjXx8/7gIovSGPPRrHz+E7BCBw2QQQAJddP98nd6NfigiY
			/lcRATf/bwkOlAhwsgiwJ6A2CK9pNX7p+bUXwMY0RwTYnW0vwMGgltfYrV6nNK7erw3sa42or8l7
			+R6RFAPwmhZ4egayK8B5djeAUxreNM513uKEMx8nBcmJc1P8ZOvf7n8PY0z3/4HXYTTDa+soRWDf
			D5MonXg+hyAAgesicKJ9cF0FILdfiYBHBAxBbjY4Y/Vhb3Io+uajjKoXA3rbzH9fKWcxMZD71T3+
			P4yYJsNJo+aWtecCSOOW/eW1cfV+trZfa0yf5H2YO8GiJLpFNGvhORHkuQ48imGnNQE8KsAyxKMC
			bh/K0EBH9bsr4E5DA0NsDPl78szPPJACw63/6dCVk6v/lfx85o2dT3UBlETr//MpciUELoMAHoDL
			qIcfn4sIChxGBgyeAMcDjKbvJAxKd8CPyOSxF8B5SGN2KhYg+9izNZx5ThGQ31/a7jSHwHFyq97G
			P0XAs61nCYW6K8CtcXcFeJspFxnK76e2KRBO/eZjWc7c7lv/g7Qv3pJydd3/7zKkt+Lcvevj0QWQ
			B5gGOEmwhcBVE3j6V+6qi0Pmv4jAMDKgV/R6PTww7qkhYI+MwBc96PUXp5GqXepu7dciwN/Tve47
			nxMBr3/qy2emAT0nAvIOzrcDAudq8Uf0vSPyB/eFjfXecOcF1dbG/7mU1+bW5+5b/xIaOfTPx/38
			iElQAz7nWPDxt6aRlhTOmRjfei3nQwACl0WALoDLqo8fnxuLAK8U6C4BTRE8nk80H72sxrCAjvuC
			X5zOdxg7fs5F/tbjtUvdRkyL2imoT90Bg3z1fP12SOcwfU+Y02uGP7fibRxzPP1bvQBpqE9VymvK
			oAeXroDogPC0xnPFEWhef3kR7oeu9FNTGb9k+J2f2uhn/lL4pJfBIxC8XwTSNoYnOvQw/r2xjnIp
			YBv/xXu9D+4SGbpF8vlsIQCB6yKAB+C66uv75Xb4475dP9aI9gKca/V+0+ODS92taCcbtfQCZEvX
			8QDlN4+91wiGKigwftDHa4xrnpsz8Pl7Pjd/e+3WnoKccOdGEwQdBwTmiADfz3l7KX82/MfGP8vp
			e3jUgdcM8HwJGj8RnPzc8D5IJX1J69/3n051f6WNpgImQQAC100AAXDd9fftcm8vgNIuWqzeccv1
			x6XsCrjxFLvDiADnxiLAnoDjeIDS6j2IgDrnLxnZPPeUB8AG/bUp4gVksJ2cbxthu+IdEOh7Zx5f
			e79jw+/r0vi79Z/5TZFhNu7393P9fAsR5/9zRnTENNHyCC23mi5aMQBeoIkEAQhcNwEEwHXX3/fJ
			/eD+98O+aSv/Bbe0vQ9uwXpEgFMavNgfREAxqvHzIwN7bDzPiYD6eO0BiH6Hctuz0f/H3QLOb+ky
			Kfl2nIKj8CMgUF/83fmtYwGGRzzanGr1+wRfZ0+Huzqy3Lnkbwgj3dtiyc+pW/5vETF1RjwCYC5R
			4YWANhoRojmk65/ZhwAErowAAuDKKuxHZtcTAzn9SBHg55eAwNK69ffsCrAnwCmNYfl2PiiwNvY+
			9/i773NIk70Rdflf04pO4x+81PJ2vm2MPU2whcDEgXr6noF7x4be3QPnUhp/D3u8WYzjPr5fTpXs
			vMccBBJLfq6TDX96Uo7FynPf6zysu1/KvUYY/5oL+xC4RgL1X7hrzD95/lYEcty7Fgzq5Pp18lLB
			aUC+5LF5j1Pbl8SFjZhbs+7qdus2jXSKgOwKSBFw+L2Y93OegGPj7/KlB6DcY909LIvb2/mujWmy
			8PE6/+kBiPP1m/Od0wS7K+Bmug4R4NiFDODzvVIIZBDj/v5q8dvwp/H38dr4ZyxEuv4jYFLn+LnO
			72tES53/LE/MCKl3YNNLuQypH8RgfmcLAQhcHwEEwPXV2bfPsYx/79D7Ybx37221EtznZsAG5aX0
			qnNkzNyfHX3bCnA7GPnH8QB5PLc2sh4RcE4EZN7y97yuCIGDB8At+zqf9X7e43ib3oAMCLRxdsCe
			RYCf43+1CKivT6NvQZAuf//ua+xBCE+C+vn1NbwhmW/zyda/z7cgOZeyDMdbi4ZMvVv9eg9EPw+x
			hQAErpjA4b/uKy4EWf8WBNRqHGk+AC0VbCHgIYHZBfClT/N98l71/mvvm0YqA+vs6k6j53uEIdSk
			O07FxR678eHW9ikRcDjj/J49AH52GtK6DHlV5i23Pu7zfE12Bdh7EcZZxzIewPmqRUAafW+d6lEN
			PnbO+Ptc8wiBoedk69/HT7Xu63z6nOMUZR3E32Y37TZd8QYdn8d3CEDg+gggAK6vzr59jiO4S/39
			w1wAvRYHim4AGYI0em/JRBqZ2tiPb2QU35WhZN53qu+d15x7jl3anmLfxjT60wcRkF0BWtYwZt5L
			YeDtYb+0hLOlf+oZbo275e85BpzWmxLI55Z8XQ6XwV0jWZbje3kdBSdf4zL5n70AdRdGabmXoECf
			62dnSz+3q/UmjrnPf+FIPKXjlr+PZRkdKOmBgE753GSa2/hx+KjLdLwfp0gA2gMwGimf08Kkvp59
			CEDg+gggAK6vzr5Pjt0NoP7/nBGwn/wuAyBr+4VdATb2afBdkNy3Ac19G6BMNlbPtVxtTN3KTxHg
			6ywCwu4OIsDHfI6TDWTdmj4WAf6erRp6yPEAACAASURBVG6f78V06mSDnmXI/Kbxd77r/boccS/9
			HudIrNRdGJlfG/RaqNT5cJ6dspvAHgP3+RfxED/FRwn8czkfR/4fzjjsBdshTz7q8tT14H2LG6dY
			A0CC0MkjAEaaLZIEAQhcN4Hhz+J1F4LcfwMCOSPg6L1EwDKWCd5sNRfA+mO3G2s7BASeM855PHNm
			w5cG08dGN4+jyL1wzm6zDgO0vV2WFvNgfE6JgLyvPQHvb0bdv/9T3N5SKN2DWslONo6brYTFuMxp
			oAFshwWF9Ltb1Rlod6pbIFvTvpdd9nXqh0V2egkQ593bTCkCNnea9nfwbjzeVy5loBfzjWYE9NwA
			XeeWvQ36Toa9XtzI9yxCoAiAImAsBMp/unuPh84rv3loYPEyxLWCcNzzb6Oe4iTz53PrNPlFXT5D
			fXgqiJHFxmQaXoeyhFF9NvsQgMA1EkAAXGOtfa88RzCgHja66XaTv8vIOQJ9JaP6IKNyLwPhuezd
			SpZJeKalnsYms23jP5odvXpqUG6XMud3qxABNphOvrYefeDnZMr9nbrJHQ/g5XpzxcCZjP1yVUSA
			F+FZrrML4KkI8P1GLsiQsrXtr9kFEPtD69/G3wZ/X4ajxnCKmb0RVXlTMPg+XmnRqWw20b1wsxh1
			f92WLge72FerVRh0d0NkftL421PgZIGTyb/VM/5l18MpA+9VHo+PZ5nyfrFdljoay72y2x0C/9wN
			QIIABK6fAP8lX38dfrsSDBO99BOP/dYQQBn+rZqD/UQtSDWqe3kC3Ep8zvhn5tLg1Ma/V4uyTmnP
			bECLkRx36Q3weXXLtd4faYGdxc2ku79bSwiUZXZl0tXELwF0JR5g+awIcCvb3oC6tZ3dBvs8RvfH
			am/8j/PvFvJuLdURgiDLNmwHkbBdipem6M0yTtdzeRduhzH7epI8ApI98f8UM/n8yI/q5Nj1b+Nv
			17+9FBETMXgdkrmvPyVA8ngtZlymKIN+3HrRBaWYBFLufwsTke40qpAEAQj8BAQQAD9BJX7TIgwi
			oFNXwGi2jEdtd2Ulm91KvmG1hrcveAJO5e9gPDOq/EHCQn3gNkCz1SNvQF7/uOVaXOL2FNjlbqFg
			EbCTiXK6e9hFLEB6AdwVMFNXxjlPgK8JN/zQ126j6hTGVvs5pj4FzNP8++xSBu+dS7VI2PylroXJ
			QxhtBxk+DB4LmWtdLuEwODvsDcgFfixwnLXa9X+I+j+4/m38s1W/91TorhYg49lNbJ3H/O1QHj1W
			dRC/6WMrL8BosejcDeAYkAgAHOaIiJP4gAAErpYAAuBqq+47ZlwiIIYB7j7IOMjmz/9WzKy7AjYf
			ZWg0tO6MCDiVyzQwClOTVZFr2U3MXiMNoql5EAI2TjZY2ceerdi6393Hsq/az0q3enluaU2fEgH+
			3S3qbGXb1Z4BduValXMQATawO02CM17IQsswl/yncNGhJ2XIO5zepv3sZ5oISH3tNxIOd1pxcby8
			k/NgK/FShMd6XXrva+N/fMdc5jda/+qWyCDFFCo+/8Dbeu1g3Ovj5b5VmQYxM+osxlzn/Kk4Zs93
			CFw7Af6rvvYa/F75dzyAZwVUcjyA298RFOjvEgH7ce4nYgF8zcmUIwoebQdBoAtCbAwegbi+7mvP
			fW0dO+CUbvUUAW5VrxWxXscD7D0B+wluSjdBLC8sg28hYMOf7v9BA8i9rvxIbGSLOR6Y+fYXCxgZ
			zf02xsvbU2KjWm1D5JRjIXDsZtd9ZqNPcuOLqRwYfqayIe+ALj1K/i1b/yWfZaW/3z88Nf4HA18b
			dt/w2FOh3+uyVHmMewyxAGU+CGUgvUJHeeMrBCBwXQRO/Im5rgKQ2+9EYPij7+j1bvdriSxX33W0
			sYegwF598Z+V+l91TxtPGaLc2mgO4evZYj4YUz+lGFHvZavWXQd2qzt+wH3rv7y71a9qUS/PiIAh
			MNBG38Pq0hvge9ZpND42oOe+63iUQVfHkLnhvH0Yvn/Xb4OBjXLZJS/PwmL1Ti3/T3vBkl4A52Ml
			IXOq3z+D/tzvny3/FCnF+A/Pr427b7jPj78oHf/u75HH8nN8agGgXrafBAEI/DwEEAA/T11++5Jk
			yy+GBqr/ePHPziMDx3MZ3oc/ZFf0RUGBp1I9DO7x72mkJAKcwnBmi9m/eb94Hvzzft8Gat9t4OND
			14HiFS0C5h+Uj/+8U1Dg60VAtvp9N7euPdQuW9seWud0aFXHV31k/odtnDSUJU8pl8qouixKYWA/
			lv3hc9wrNL9K6XmwJyAX+Mm8OG8Z9Oc8e06B7PMf/1J1UewNe5U380wDn9vquce7GRDo4x5tobEP
			x6fwHQIQuFICCIArrbgflu2MB1AG9kGBaq7uRwbIle1hgXVyxH6OjfdxG5UysiDPSgOVht5bG3gd
			3/05bAfjGZfYiNnlrrQ3rv5SRID71ju5rR1g9/6mDA10a/k1ngDfpU42tpl228yf85J5rvd9Zh73
			/lCOylvho5lq4+oWvIcyrtTv724AG/uMXfD5x8bfEx/Z+Lt8vtbJxr8k/ZjG396VOkXVmN9Qltw+
			yaPLRYIABH5mAgiAn7l2v1XZNC+AJsrVsLkSFDia/0OOdiV3Bbhlrm6C4+GB6QFwP30ZJnecORuk
			2ngOv4eBt8Gqfxv2o0Xt/cGgDcYt+9bdKvbIgZxw5zUiIHPl8f9p+2cz93vY45Fqo85LXpFbG07/
			nsZ/OJ6tf3+t3OvBYzjFs/d5tIFHAzil0S/filciI/7tkfD56fp30J9TeCjSqO+N/8AoTtD+Xp+d
			MfJV/jwKwMlBnskjDvABAQhcPYFD8+bqi0IBvisBGeR+rFkCxxYBv8XIgFgzII3Pi5kZjM8jw+6L
			HN3nf2lkUxjkd58zpP21j387dtPfSAi4n9yR8hYBxb0vY6kIdxu1saa19WRBOemPXf/uc7cBnk0z
			2jAfWm33hlJlqQ18nJIufpczDa3Pk0DSd7f+Y4TD0GViL4mT8+jI/uOUbn8LhBgKKONv17/TfnRE
			RPgPLB4Z/+O71d+T3ZDHIX8+w3ncaWTC9lYeHIFyF0CoO29IEIDA1RPAA3D1VfiDCrAPCpSBVlDg
			Vq3/zkGBE00ONMwPkF6AOoc+pnbu4ZAN596Q18Y2922YsjWdxsqXDwbrcKcnezaMDghc/6UgOxnL
			jYLpbPYtAlZrG89puNl9oUVAdCfomvheSePpWJPsTKsDccbwYYMZokf5SY+Ebx3lGrZxqn8vxt9f
			c3hj7GsOA6fMowMAbfBzRIJ/y5a/jb+X+I1V/nROTvazH50Qeak5+WonHztmdnSsyl8KlLhUHzHM
			M758ZqBn3ogtBCBwMQQQABdTFVeYEYuAwYB7ngCPFfdEeDaIu/WthgYeFvI5WbownmmEbOSLISwe
			gLwif/d3n5Mt6/zd28eGLfvWi9iQ617j+L2Knw1nsfJhoYf94g+v+9t9R7f+6/7/WAjJP+yTn+m8
			KYXh1PaREPDxKl+Vcd3cqlWtKY+d3DVS2vHOmb0TEii6rScyUs7D8Pu80ud/MP4+lsnzIjyK+s8f
			Hm2rvOyPV8eq/KXxdx4395qcaSjm/jJ2IACBn4IAAuCnqMYfWYjSP+4cbB60mI86pk8NBCgu7nJu
			zEY3TEhTjLctjFvHp1JlpOIcnzscCwOb+4+FQd237rtaBLjVfDh+EAFePMgG3yLAqe57t+v7fKrz
			prMiP6esZTkvDWvmwbMXyn//6PbpBfAcBpoTMX5zt4AD/l5e4c/PsUiq06k81r9rPwWMd4euiRQo
			PnO7kpjbO23UD7ATqBwR4hNIEIDAVRJAAFxltV1Ipm0IPCegFgbYuQtAycbCBsXBaTk7YPygjwwE
			9HcbmhgHHzZuMOrZFM4L9ttaHAwGLY1/ZbzyvnXfet3C9u82sA9Ld2b7YQcRsJaHwBMGZdop0HEv
			NLRXypfG9bFRdVkyuUylbMVi5m/Ok1Ma1sxX9v3n9d7aU2FXv+clSMMvX0px+yuPO3kGMvgvr6uf
			Gfku2kFFFNvaExEXOP/HQmWov2HmRZ9WBIrqd6R5HzwXsNJuq1iJx5oljvMBAQhcHwEEwPXV2YXl
			2EZTRsITAmhGwEzFsNkKPbXqaQTLBD42PINBzSF/cZPzRqoYNP2+N/4lqM6XbdTfn65/f3c+9isK
			DsbTx21k7W73cry6kQIFfLT0u3tv0pc8WcT4+N1Sywrf65p3h/IcG3dfp8UGYrPf6ptb/HWeTrX8
			c0VF9VWEoe8kUoZlCcr3iqO7Cpwn38fDK8OjkCETySSz+cT4p+EfmJfcxqfLk3l13ITrbrPT/P/j
			B61YqO4J1zEJAhD4aQggAH6aqvwxBXGLcKfJ4h1R76WCHQzoZYJtVOtVAp07G+Nc0MeGZtPdyaCq
			pb2zcJBhCls8GP4IDHxqpPbG3zcchIMNVwbVpaGNFnZl/ON0fdh4uivAyZ6AhVraxyIgfqw+Vlpm
			+EaCwDPhbW4PywBnqz6NZnXJyV0b7BAj+rVu+afxz61FwEIG3S19J+c5Wv3a5hLIghz38u8us6dD
			9tll1kS3+k8Y64xROBkQKA0n8bL+pErQve89XDPSbbeSCJhrgqWleM2nEjixFOS+T2A4jw0EIHBt
			BBAA11Zjl5ZfGwO1DN1S3noGG6XSQj2f0dIVoN81xtwiwBHspTsgjb9+27dc3WIdjscttV8ZtzT+
			6VXwKeda2HH58JF5tGvdImAjI+8Wdwm+k0NAXQJO241bvzfhjp+7fMpzLpMbvw/BfN4v5SpLGOcK
			hTb4mXzHU4Y/f6+3YeglBDKVtRbKt71Q0Nf9M4d8HERAXpnbQRTsRUAe97YIre39XEGc9939/SbK
			m2doXcFud/cfdUsoKHD9IE7v8ye2EIDAFRNAAFxx5V1E1m25R4tuNFEr1BmScc7Wap2/NFrpkvdv
			679kTLQaXhhUtT6fCIG4gVqyNlrhJcg7FoN1bPxtDJ3S0Kbr38+O4zkqQU90HhcaDuitW7uHEQLK
			l4cLStccRIBKJkGyuX9fVgQcJsepvQ1xf7WcPWbez9239o+8EMnhS7f5vFpg7EXQwDIKrY8yQmAQ
			URZPIQLyV2/n3ep/7yQmtCqhRh/c618ZJlnOmezuuvnoQze6v+t26jbpxqtuoiWFSRCAwHUTQABc
			d/398Nz3I0XWKxfbtVbKixEADpTTfABpbKttZja7AvzdRlT2JZJd6Z7Gdy8EyuEwviVorRh+H/ZQ
			Oqc0ejb+tbjwb/Fdxj/z4mNO2bq28Y/vUYISZR8HQkKUKHwbwnF/LzHwTp7vWxlJj70vZ+0Fh4y8
			UwoOP9fpeBsHv9JHCgg/w90qTp4TIHl4m7MDOh7hwNQeFaUUAtpubuXBEdq7O0+XLOGjMqf48VwE
			o3E5Plouu8lCXQLrG82LwEiAApJPCFwvAQTA9dbdheRcEekjrRSnweLbZekXrkcApKE63qZxrI1X
			ioEUAi6gDVdJh0j74/5+t7bd6k8DPFyg2ISD8U8RUG/d1148ARqEKMPnEQL2Bni4nbsEHIVfAvHU
			PTCylfVTits9dvThcuRzs0z5m7fHeah/+1r7mYf0OuTkQCkG9kIgH2jj75TGX8GNt/p3pziCfltW
			JPTPNv5O9+uxAgHvNUxy2Y0lAhZTiQ4Jt1yFMU7iAwIQuDoC+df16jJOhi+AQEwEJCupgL2YBnj8
			m8TAR7XqyzBAG/Ta4NoYRqt7MLwOwpvLDe9kIZCGzC3s2itQlzTd7uWaQ6vf16YBTqNbX3duPwPs
			3B1w76BABQg6Xx4hYCHgNIQ2xH7mcf8suftz3yfks3MbF33Dj3xOna9aVKWXIrKgrovxu9qLItEm
			w//wpzwcEj5rOS7c+ndK4+/9reprLeO/kiKaaDtz0OFWAsA/kiAAgaslgAC42qq7kIwrBqDXNLq7
			jeIAZr8paO43GUEZGbUubewdZOdkQ+XvZQy+jwytSxkep9Ifb+OzfeTSdpxAtmjjRH08Mmr6ngY4
			jWGe95ptdgf43Jhed8iXvQFOzu/7m9JVEAf0kc/z93o/f/8R21L20vWQ+XI8wljDBJ1Kl8BC7v7C
			28dWf/zbm+52tZDxtwi43bv+44ejj50CIvutYgW2inVwkCQTAh0R4isErosAAuC66uvycjtMB+xF
			gTqtA9DZC+D1AOQYGGlpYKdo9WtrYyqn/L5FbRe7kye7+XRXDJOD8eayWY56z5ZsurazletrThne
			Y2/Dm78Pxj+FgPNdhuPpefotxIIffiJ9jvg4cZuvcqhmk2Ip4gPU2u9HMvQe6jek//yl1r2M//2d
			ZvtTN87G6zicSBZ1GwkAd5XMNexzu3WXzBBPcOJ8DkEAApdPAAFw+XV0+Tl0F4ACxbwo0Gjxz27r
			IXyeD8BegKEf2cZ/PfSru0Be8MYr2znILqLudWwydgtWr6TOLWP1FYAmIVCnWgTk8TS+X2sr61aM
			/fF2eODXes63vk/y8dZz+sdwP9eNRgHc3Uqc9Tdy7d8pRrAYcvfxn0pu9XejMvRvIgGxk/ufBAEI
			XD8BBMD11+GPL0HOCz+y4fwzlgbeDLPG7TZ/RMs/jb+NfRh9uZDXCjrzKnf393LzTzx6IHuV1UId
			RICNZOlKsEuhtFzrFu73LHwa7O/5zC99lgWYgzIz6n8tY79aOdCvGP8HffdcB14PwXEPz6V+CMxw
			63/ca94H1c0oq+y5C/kNAhC4SAIIgIuslivMlERArJg3/S8ZbDUuPcZeImCzu9F3Dx1TgNlg/Gtj
			4/35VH3QEgT92i1Qt1RtiA4iIAP1smWehji3Opl0goD5aJSmDLziKlQPNvwZ0Hj/oDUblEqr37zV
			5TJ4a+KHMx9jTRo0HakLQJU86g8xB2dO5zAEIHDBBB5HN11wRsnaFRDQAjr9eKEYgF+1WJxiAabq
			DlBMgF3NTtny934aGy+5axFgT4DW5CvnaGpfCwbHC5S4AQcTlqDBNPpsnx/iWPMJ9l6kSWmnusjZ
			Dl0fTlkX8eXMx0it/4mMv2orzphoboRX6IUzd+MwBCBwCQQQAJdQCz9THoYhgaOZPAHjX7vx7HfN
			Ja/Wp/65lV8bm9y3CAgPQDf0QZcJ7XXuAYy7ATLZuDnVRu7NAX/VBEWOaPf1uf3c+37p9Z/73Oeu
			MzeLKCfzdJ+/U4qxrIM4+IoPt/r7YR6B8egwN8MrLuUUCEDgwggc/qpeWMbIzpUSiHgAdQxLCEzm
			v0sEaFigppGVoz8KZGOfKfdthNID0EsEZMu09gLkNbUQyGNfuk3vwufe5zhPx98/975fcp1FwbHx
			r7thjsXYc89yPbl+puOl3P8y+gokHPVa2EhBkjEU8LmL+Q0CELhYAoe/xhebRTJ2dQT2XQF/UxfA
			PxQU+H/ULfCum01njzwALpeNf3oA/N3dAFPNNZ8jA9xqPdUV4HO/pNV/3Gp2690jDt7ais/rck7+
			mBVQBtPHbYCPn/M9vheOh/+0MwDTx1Ncef8tySM2phqiaeM/00iAWP7ZYz39jwQBCFwlgcNfiavM
			Ppm+WALyAGy6d5ozXvPGz7SQjGICHjSffj85rCSXxr92Q4cHYHNYatat1jp5HHqmr2lM0/jn9rVd
			AvvzPRPh4N3YR95nRr/zNj0Qx0MvLarc8v+c1v9EIwQ8HfJ88qBgQg3xjMmeHA9ghUZXwHeuYh4H
			ga9CAAHwVTBykycEYlTAtBtPP3Tb0W8SAB8UD+CpgufqEji9kpwNkz0AkdSyrL0Aa3kKbNA8P4BF
			QBq5bykC9sa9ihc49bw8LxlYCOT8B1/TS3Hq2cf3Ty5p/DNPnnchW/+14Mrfz22nI0X9q/WfyYZ/
			6rkAVpryWRMCMSdAkmELgesjgAC4vjq7mhyPx2WaYBv+8exvign4u6LQ5xrzfxAAL3kB1sOIABc6
			RUACSGNnd7vTawzkscE8/m5j7vukUc/t8XnH331e57UPvDjQEB6f9zo+91t9Tx42/u42cXLEfwqp
			t7T8fa27ZizIPEHTQiEcnh55rREbHt7p9R52649DV4DUBV4AIyNB4KoIIACuqrquLLPyAow1vex0
			pq4AiYCR4gDG8/8nRIC7AtITkCLAM86lF2Czvt+3WIsI8ARCNmYlot1GzsnegP08Ad8YTxrY1zzm
			exl/58WCJfOWLX/HTmT3iVv+Hmr5lpa/71sC/1byAEjI6QlxTF0AsXbwphj/nerMYiASIqBw4BMC
			V0KAiYCupKKuNZsjLRQ00sQxs/n7bn3zaxTjdl2Goo26PzW6X3MHeIGZMOzyDugMG3+Lg43OU2je
			iaIX45+jBm389iJgmL7363gDinGNyXTkZUhvgL8/d/+Xfv9aHoAE4/KnIKpb/v49jb9b828RAD7f
			Uf+TiUXcYaEkOTikuCwC7rX880cx0bwPWg7awYHd6JfMElsIQOAKCCAArqCSrj2LU0X/x7Sx079F
			k31x80GLz5RS1SLARzxO3XECE4mClY2NJMJkonkCFMDmQLS1vACHpN9kqGz86gV89LA45Tkj/VYj
			nEb9IAaeFwFvvf9bz3cB61a/v9fR/v7+JcbfrX8b/+lEwY0hwkqXQng2PA/AVn0C8gL0CuzcbTXZ
			k7wAWkBZIuDQveM8kCAAgcslgAC43Lr5aXJmL8Bkorb+zSKWC/YstP3K/cslWQTshkb9eqMx55pt
			7s5bLTCUIiDPPCUC4jd1BdQioPYI+HeLgdy+1dgen59i4Pj49/oe5Rg8I9nyr42/xdLnGn/fO1z/
			EfinyH8JrOTq3zLFKADFAGyW6toZSQiEo8aeAP1Jibkg8ky2EIDApRJAAFxqzfxk+ZrOvOb8rlss
			iqVfa95/Dx5LEeD25cPdJ7Ui3ZK1S38tl3VCsDtax9e+1sKgtEaPvQHZJeDlhDM5RsBL+mb6Xkb6
			Wz3H5ahb/nb51/39afwdS+Ez3+L2973t+vd1ZuzAPxv/OhWvigIdO3XTqDp6eQF2q4W6bHSyJgfq
			x8MQTkRAjY19CFwkAQTARVbLz5mp+cw9/O9jAZrpzX9p/38eiYDJfNKtH9Sq3Mhqy508jeWB5V2O
			+ICnIsDGzmky6dXi9f6hS8DHF1qQyAbsXl0EFgFhONU9kNtvZaS/9n1dlr0H46i/P41/snDL/63R
			/r6/k41/tv6nYpopZ0rMcuVxb2MkgOIAdgr21FrQEgBWW/xZqRmxD4FLJcB/qZdaMz9hvkpXwKp7
			//5DlG7UaYpgtRQ918+unyma/P+qJSm/gBv6u6WEggahTYshOiUCEtETT4B+sOu6TBpUjL/3a8+A
			r41Z/yQHriFZtNgQ1y5/SSMJn3F4Vmz4PYnSw8ot8M8vk8f8j6fvJQZuY9if2eSza05lsqPiBejW
			/5bnX3M8eHjg+j+a7AkvQM2KfQhcKgEEwKXWzE+ar+lUxkGh5PNFEQGr9Z9R0oc7mbdex9Tvb6fz
			g8avT7XjGIBznoAMDvQNMjbAYqB4BDYKYCvi4X5Z3NgZLOjzS9dA6Y74msGC2Ur+WlvnNTwWQ579
			vfT3WzbJYyIviIdJrhWUt9EMiu6bj2WZfeIbUrb+bfxvZmKvIZuaRSDuYOFxXB7HQbge3RXggMDd
			8l/hBegn8gY4D5oDggQBCFw2Af4rvez6+Slz53iASFoh0KMD7hQUGJ5jHVyrL9mzzM7ks1/e/xGL
			z6w2T7sDyg2KAT8lBA7dAj5zOE9egWxB77sE9KsNnEVAdg34ir3LXcePjd+3/v7o+Ucu//uHNPxq
			+SuOwhP13D/YQLsMxfivVmVqXost74fo8k2fSXvXv+b7T+GUpz9XXp8TAYHDsMDenoCp8uhhgcQB
			JEK2ELhIAgiAi6yWnz9TGRToQWNr2Yt1RPz9Gv39o/k/FBD4UaJA089sbzW7nuafj7iA4g04BLbV
			cQFqDw/DBWt654TA0+6B4mKvr839Wgzksa+5PXV/i5EiVop4qVv99w/F8G8UFLneFXe/h0/K96Fe
			gcO8/LXxr/eP8z5XN4td//aiTBymoTTuNRxTgskzG5YFj4ooeioGDl4ADwsMEWLj7ymdPTEQIiB4
			8gGBSyRQfKOXmDPy9NMTuLnRQkHThboDFhoi+LumCFYg2eR3tWYXMXXwePar1hH4XUZOMkExAk72
			BmSyEHCAXxkqaCEhgxgjBSwoBsPo2QOHuQNKoKB/03kRWJhdAepy0H3S1Z73P7c9Ntj+/tQwWry8
			fLx+Rj7f4iQ9FY7yv3twX7/LJ4e7jL/L6MmS7tS1YYPrURPm4pET2frP8uf39AbUz/O+jb9TRv13
			u7u98c8pje0heSmFF0An5RoBL53P7xCAwI8ngAfgx9dB0zkoIwPc32wD59n/OoWySQz09xpjLoMy
			vutm6stfLmdx7Ngb4OsyQND7OVyw9gZkfEDtDbCb2yIggwXdJfBotIDulYbPhjm6CYatn3OcTomC
			43P8/fi8ODbcN41+OebhfUOQn0WMYOzFzU597nb3D0MlV4MCkoaJZKPfjzx97zq8Atn6r7sC3Ofv
			GRinEl3mM9VfAk/3m8P+Yk0DHXlNinN1qtcIiCscDOgZGa3V8AK8BiHnQOCHEEAA/BDsPDQJ5MiA
			d+8GETC03D0QMLzI3VyjAWScZKi2EWX+Z5cj1Jar26NRAr4onVpDv7+6BTJlgKC/2xtwWgSU0QI2
			xnWcgK+pj9WCIAWCzzlOpwx+npPXnTb8xYPhFr9TGn/b+s1mmEZRx3OkhLcbsRsPcyR4lb6VugTS
			pR830YeFQyzRrJn+prOD8c/pfvM8b4sAep0IyOv26wL4gFZ0ZGbAJMMWApdHAAFweXXSXI6yZTqb
			zbpf3i+6vwYCNn2T8PyrW0CzA5ZpgjWhkIadjRV97hbmSnZ+t1GcgFq8Hi1gb4Bbt2X0QBrOIgLS
			E+DbpzfgWAT4t7rlXxt9zytwPJwwRxOkMff1z6U8z9vnDL/FSonwL0ImuzkO8Q+Hp9j41ymFQCzV
			O0zMEx4DBVgu5g7A3HU36m1xcXAiRAAAEYpJREFUST3Zz6OW/4mI/9d0b+Tz+7Hury6cMP79+zzM
			FgIQuEACCIALrJQWs5QiwGV3UOCwvly30kIzHmrm7oDxVEPdVv+WN+D38AZ43HvvIMEhLMCBgikC
			CsNs/Q++cRldi4DyjBwumMazdAf4txIg+FQI2D3uuQRsuL1fi4M85ustIIowsKk9dB/4tzzP20yH
			AD+VXX35HtbnVLf6/f3Y+B8bfrf+0/jn1tc5eWjgYiqfgMbop8vfrf40/il6XmPsn8Q2DBXg2I3e
			EwLFA/nTUkDwCYHLJcB/pZdbN83lLESAl5v7VasGanqAEAFLf2oNgZ2WmtEqdLvRP7rR9j9hDHeO
			Olc/gfuewyOgM+0R8CRCx0IgYwOyi+CUN6AeLmj4KQSOjXYaf28dN1BPMJTn+lj+5vukcPB9fY6D
			+9zH7xST+ajF77RWFP+x4ffx2vgfG/7y+8H97+9OGQdgj4iD/dL4161+C4CUQJ9j/MuTisCIlr9F
			gESbn02CAAQumwD/lV52/TSXu/0cAYMIWLvFfqc+b/VXL2VIJxquZg/ByK1/GbbSLaClaSMAbdlt
			FR0/Vmt35b5uzyqotHFkoa4oKVvej7sFskvg8TmOji/n1S323H9p63vlOffLnJff7goH99nsaiKf
			aO17VILLlXmTKCja4JHh9/1emzIWwMbf4sfD/G7mElHaX2h45YPy41a/jb7gxfZJy/7MKIb9sEC3
			/Hsb/Lm8Mr9147lWe9R+N7Lr378NMwK+NtOcBwEIfFcCCIDvipuHvYZALQKWsvo2jk9f1LkMpkYG
			qFvA8QEPDzL4vboDNHRwoxgBG6adlq31qAHHAa5lUHN1wYM3wLkp3QKeTMdegVoIOD7AQ/C8/dyU
			wYZu5btDQDlRvrO17yiHg6vf+2n4vV+3+v09W/6eHtn76eY/t7UXZCoBsFCT/2ZeujjstXBygONz
			Lf408rn1NXG+jL7tfpSgMv797J8C/HcJgV91nmqrf1pjvgcJAhC4HAL91lOxkSBwgQQ8fO3+/l4t
			f81xr+39g8a+2xugtNtqNUEZ0q3WoXfq9X2jlmy3KVMLb5b/lkH3eUP3gISAG/NaNiiEgK+xEMjk
			YYMZH3A49vmGP0ccpLH3PXNsfuxXrX1/f87w+/c0/t6v07Hxz98sEtz6//BuHKLmZj6OuIX8PVv/
			x63+YvDLn4Td0Lcf18jYZ4qphtXSH8mdsNP0zW79e/ImG3+3/svvnuKJBAEIXDIBZPol107jeXNM
			wFjD1SaTiYb7lZarjfS9RMBKff8aNBDdAoFJ0ecjiYFek9RbCEzU6l0vP+paxQ8M3QMjxRB4xsHd
			xmPo3T1QXO7pEXDXgoWAUzxn8ArEgerDXoJTBj5PSUOfWx+v3fv+Xht8fz9u7fuYUxr+bPX7mI2+
			U7r5UwTEQX343IVa+iFqlNc0/jb6GZTo1ny27nNrgz8aiY8Nf23wbdiVwuDv5NZ3lH8vV7+ZTzX1
			b3QB2P1fugNo/QcuPiBw8QTwAFx8FZFBE3DLfy0Lfcob4N+XS08/W9J6+ansaBIadwF4CJxnzpto
			ciGPHLCo2K7v9L1c85xXIO/prUVBdEccbetzcv8lg+/znjP6tcHPe+Y2Df7x1r+n8V+oxW+hksbf
			sQjp9q9b+b5m39IfjP5xC9/n2OCPZ+8kIIoAiHN8eN/qt3tlaPXT9x/I+IDApRNAAFx6DZG/PQF3
			CVgE3N7eRpfAeu0WvRYTGroFLALcX193DWwdaT8IAQfcjbVoTq/YgG7wClgEeCih07EQcCs9uwli
			ZkG57dND4PNt5PO4vx+n17byfZ1b+s8Z/bz3sdHP7/69Nv43i+LJeH/jGQGLp+O49e8gykhp+GXM
			061fG3y7+CO55a/kKP/wAKifv0T722Pgfn+C/gIQHxC4EgJ0AVxJRZFNGeN9l8Cv3b38/+kNeMrm
			oVvc/BZegZFskz0COxmn2VwTBal7YL0ayX3uyWruNVpAXgG1bi0EYkGiTU5DpPn2Y72AwUgORvRO
			3QIpCvzcbOmnWPDQP/e9O51r4fu3Y4P/nPFPI39u6/vdLLxiooL71PK38ffohTKToX8taSTPx+4w
			0KAclPF3a340VeveyzG7P19j+cPoy+DHsr+d12KQsY8lG5PHYPR9Fwx/YcknBK6MAALgyiqs9ex6
			6mAbda9FH7EBEgLz5SI8AqfYlAj+MiNdBAzquvFM/dWeo15z6q9372L0QAiBkYYRqv87xueHENAw
			Q3kBcs79NOy1kfczbej9Wx4/Zfhrg29j75T9+8f78ePwcc7o53Gflsb/l/eaDVEekDT+9X2OI/5t
			2DP6N4z/6O/daKb+fAmAcOtrGF8/8fTMNviVsfdNMfimQILA1RNAAFx9FbZZAA8VtMN5pYmCXhYC
			DwoYLPMIWDyUkQNjeQg0K55mx+sU2LYXArrnrtNUwzrRQuAwjNAT5vQhBkz82Mjnd2+PjX0a+uOt
			73MqpXE/tc3zHQCYQuJmrta+/h0bfxv9c2P8HQcQsX5q/bvl7/79TkP5YhKfiTwBpptD+TD4iZ0t
			BH4qAgiAn6o62ytMCgHHAbwsBGTjBiFgUgt5trN7YJxCwHECWqJ4tdFcAm4lq4sg5hNwF4Hd57ts
			Nzs+YLNvxdcu/Ho/jf6pmjll4DOyP8+vz/Gx/N3PsNfhlPHP1n7e49Q2+v/d9y8BEP35HsPvGfzc
			3+8IfycMf+HAJwR+UgIEAf6kFdtqsewRcGDgeqX5AzQv8Ke/Pj4KFDQXBwsWIXAYOWCvgAMGx32J
			E9is/toHDPpe03HOMuggQl2n6YYzxaI7+eWFrQ26Uxry2sD7WP09z8tjcaE+jo2/I/2djqP8M9r/
			eJvD/GL4nlr9MYbfrf/J3+QVGBbwwfgHUz4g8DMTwAPwM9dug2XbewRUdq17s085hM+eAht/pxQB
			6RXI7oEIfLMBHOIExmopu/Hfq2sgnADyClgAeETBSgGGM81T4LTWKIWXDLvPqw29v6eB97ZOea/c
			2vA7eYx/HexXjsVPjz6ila+Yhwj+k7/fLv94whD459n7Sp+/+v3HmtDH3gAnjH/hwCcEfnICeAB+
			8gpuuXgeNuiUswl6Pz0C3s/hg953qocR+vvxLIM5p0AMI4wT1D1gMaBZCA9iwKMMihCoDXsafV/m
			VH/P/dxONNqhThYvDkTMyX3q/n5P7ZsT/NjQOz0a1+8hj3b1K6WBz4j/MntfCfrr3e/vcfwY/2DF
			BwRaIIAAaKGWGy9jCAG1hO8fiiDI4YM5j4DxvEUM+Pzt5i4mGPJ+73gBb4flideadGg6LET0nBhI
			g+9tXB9z6GuMvdJIEfizaTHoHqI4m2rdA01klAv6+Bwv6pPpyZj+oTW/6z22fzhvmMEvJvQZlRZ/
			uP0d7c8kPomSLQSaIYAAaKaqKWhOJGQSOaug973OgJPXGnBaxxLEnq53aFEP6w7kJENeljgX+Vkr
			nsCLETn6f9Ir3kDTCU9HD/Im3JUliod4gefiBOzaX23G8grMuun8Rm76mQIUb7qxpjF2urEmUHfE
			TCv6ee6Cdwudr7xOhi6BOEkf2cLPMfyx9XGN64+UU/X6mGfwU7Bf7/kQCPorfPiEQGMEEACNVTjF
			lWEfugY8l0AEDNpqK6VnIBmlIPB3ewimakmnKPAxL0hkw++Wv9PIEwutlhqHr0gBTT+8XX2MLoJe
			8QL1bIM+N87xjpINtyP6xxqHP9VwPM+vP5p+0KiGhVr+OlfzE2SajSRSLCoyuQvCaZilb7x4r4EK
			CuRLYz8cj9n7cjx/zODn8f26OTP4BT4+INAiAQRAi7VOmfcEthuvIlhc5PYKONXeAX9PD4H3LQoy
			oNDfnewxGCsOcKPLy/ZBYkACQCMLRhIHu+2dtvIUDF0F411Z0dDXjmT4JxMva/xeRv/Xbrr4Lcbl
			exu/q1vAMyCOeomAwdh7bYN98jEb+WFrMdGH5+DM7H2+sB7f70BH+v33ONmBQEsEEAAt1TZlfZHA
			3jugM2tB4AvtIaiTDbFX07ar3iJhGAwQ3QCT8WCkZfztvt8s/+hm45WcDhIDGmrooD6ndPO79T+e
			/tJt+t+6uboBtHSPXPyD617njTTiYOfljp12utb/Ok1TuE/DbH3Hrfv8PY08Bj+JsIVA8wQQAM2/
			AgB4joAFgVcPTC9BdhvU11goeBKi2MoOe/rgybAd9Wphq6tg1G/lEbiVE95zCAxu++EmU03i7/76
			7U6egIln5tMc/Nlvb8Nto12nMP55wCJADwsxMIiA/CmNfn5nCwEIQKAigACoYLALgdcSsDCwa772
			GPja+piFwz4pDmCrFvzYrvy9AR+M9+CSj4C8fT/946GA+/sc72SLPrfHv/MdAhCAwBkCCIAzYDgM
			ga9OIFvyxwIgH5QBeRjzJMIWAhD4hgQQAN8QLreGwFkCaeSPt2cv4AcIQAACX5cAAuDr8uRuEIAA
			BCAAgasg4MHAJAhAAAIQgAAEGiOAAGiswikuBCAAAQhAwAQQALwHEIAABCAAgQYJIAAarHSKDAEI
			QAACEEAA8A5AAAIQgAAEGiSAAGiw0ikyBCAAAQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAEIAAB
			BADvAAQgAAEIQKBBAgiABiudIkMAAhCAAAQQALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA8A5A
			AAIQgAAEGiSAAGiw0ikyBCAAAQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAEIAABBADvAAQgAAEI
			QKBBAgiABiudIkMAAhCAAAQQALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA8A5AAAIQgAAEGiSA
			AGiw0ikyBCAAAQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAEIAABBADvAAQgAAEIQKBBAgiABiud
			IkMAAhCAAAQQALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA8A5AAAIQgAAEGiSAAGiw0ikyBCAA
			AQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAEIAABBADvAAQgAAEIQKBBAgiABiudIkMAAhCAAAQQ
			ALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA8A5AAAIQgAAEGiSAAGiw0ikyBCAAAQhAAAHAOwAB
			CEAAAhBokAACoMFKp8gQgAAEIAABBADvAAQgAAEIQKBBAgiABiudIkMAAhCAAAQQALwDEIAABCAA
			gQYJIAAarHSKDAEIQAACEEAA8A5AAAIQgAAEGiSAAGiw0ikyBCAAAQhAAAHAOwABCEAAAhBokAAC
			oMFKp8gQgAAEIAABBADvAAQgAAEIQKBBAgiABiudIkMAAhCAAAQQALwDEIAABCAAgQYJIAAarHSK
			DAEIQAACEEAA8A5AAAIQgAAEGiSAAGiw0ikyBCAAAQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAE
			IAABBADvAAQgAAEIQKBBAgiABiudIkMAAhCAAAQQALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA
			8A5AAAIQgAAEGiSAAGiw0ikyBCAAAQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAEIAABBADvAAQg
			AAEIQKBBAgiABiudIkMAAhCAAAQQALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA8A5AAAIQgAAE
			GiSAAGiw0ikyBCAAAQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAEIAABBADvAAQgAAEIQKBBAgiA
			BiudIkMAAhCAAAQQALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA8A5AAAIQgAAEGiSAAGiw0iky
			BCAAAQhAAAHAOwABCEAAAhBokAACoMFKp8gQgAAEIAABBADvAAQgAAEIQKBBAgiABiudIkMAAhCA
			AAQQALwDEIAABCAAgQYJIAAarHSKDAEIQAACEEAA8A5AAAIQgAAEGiSAAGiw0ikyBCAAAQhAAAHA
			OwABCEAAAhBokMD/D1oSZyu+M01PAAAAAElFTkSuQmCC
		</image>
	</surface>
	<surface name="ears" size="48" prim="Triangle" parent="NULL">
		<coordinate>
			1.603525 0.118436 0.497686
			2.154665 0.859106 0.983496
			1.745845 0.194016 1.026356
			-1.808415 0.194016 1.026356
			-2.217235 0.859106 0.983496
			-1.666095 0.118436 0.497686
			2.154665 0.859106 0.983496
			2.101745 0.756246 1.291016
			1.745845 0.194016 1.026356
			-1.808415 0.194016 1.026356
			-2.164315 0.756246 1.291016
			-2.217235 0.859106 0.983496
			2.043225 0.859106 0.503446
			2.154665 0.859106 0.983496
			1.603525 0.118436 0.497686
			-1.666095 0.118436 0.497686
			-2.217235 0.859106 0.983496
			-2.105795 0.859106 0.503446
			1.426099 0.682971 0.187099
			2.043225 0.859106 0.503446
			1.603525 0.118436 0.497686
			-1.666095 0.118436 0.497686
			-2.105795 0.859106 0.503446
			-1.489835 0.684296 0.202136
			2.154665 0.859106 0.983496
			1.860655 0.966286 1.235676
			2.101745 0.756246 1.291016
			-2.164315 0.756246 1.291016
			-1.923225 0.966286 1.235676
			-2.217235 0.859106 0.983496
			2.154665 0.859106 0.983496
			2.043225 0.859106 0.503446
			1.860655 0.966286 1.235676
			-1.923225 0.966286 1.235676
			-2.105795 0.859106 0.503446
			-2.217235 0.859106 0.983496
			2.043225 0.859106 0.503446
			1.426099 0.682971 0.187099
			1.860655 0.966286 1.235676
			-1.923225 0.966286 1.235676
			-1.489835 0.684296 0.202136
			-2.105795 0.859106 0.503446
			1.745845 0.194016 1.026356
			2.101745 0.756246 1.291016
			1.860655 0.966286 1.235676
			-1.923225 0.966286 1.235676
			-2.164315 0.756246 1.291016
			-1.808415 0.194016 1.026356
		</coordinate>
		<normal>
			0.779351 -0.469619 -0.414747
			0.998596 0.044343 -0.028169
			0.674703 -0.636464 0.373669
			-0.674703 -0.636464 0.373669
			-0.998596 0.044343 -0.028169
			-0.776849 -0.468123 -0.421094
			0.998596 0.044343 -0.028169
			0.649007 0.018555 0.760521
			0.674703 -0.636464 0.373669
			-0.674703 -0.636464 0.373669
			-0.649007 0.018555 0.760521
			-0.998596 0.044343 -0.028169
			0.651082 0.505692 -0.565966
			0.998596 0.044343 -0.028169
			0.779351 -0.469619 -0.414747
			-0.776849 -0.468123 -0.421094
			-0.998596 0.044343 -0.028169
			-0.642750 0.509629 -0.571917
			0.256691 0.540086 -0.801477
			0.651082 0.505692 -0.565966
			0.779351 -0.469619 -0.414747
			-0.776849 -0.468123 -0.421094
			-0.642750 0.509629 -0.571917
			-0.239845 0.542497 -0.805078
			0.998596 0.044343 -0.028169
			0.113590 0.921018 0.372539
			0.649007 0.018555 0.760521
			-0.649007 0.018555 0.760521
			-0.112735 0.921140 0.372478
			-0.998596 0.044343 -0.028169
			0.998596 0.044343 -0.028169
			0.651082 0.505692 -0.565966
			0.113590 0.921018 0.372539
			-0.112735 0.921140 0.372478
			-0.642750 0.509629 -0.571917
			-0.998596 0.044343 -0.028169
			0.651082 0.505692 -0.565966
			0.256691 0.540086 -0.801477
			0.113590 0.921018 0.372539
			-0.112735 0.921140 0.372478
			-0.239845 0.542497 -0.805078
			-0.642750 0.509629 -0.571917
			0.674703 -0.636464 0.373669
			0.649007 0.018555 0.760521
			0.113590 0.921018 0.372539
			-0.112735 0.921140 0.372478
			-0.649007 0.018555 0.760521
			-0.674703 -0.636464 0.373669
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.243528 0.281350
			1.000000 0.721428
			0.438870 0.760254
			0.109267 0.649035
			0.071843 0.608081
			0.113761 0.579226
			1.000000 0.721428
			0.927364 1.000000
			0.438870 0.760254
			0.109267 0.649035
			0.076872 0.646003
			0.071843 0.608081
			0.847042 0.286568
			1.000000 0.721428
			0.243528 0.281350
			0.113761 0.579226
			0.071843 0.608081
			0.068269 0.553761
			0.000000 0.000000
			0.847042 0.286568
			0.243528 0.281350
			0.113761 0.579226
			0.068269 0.553761
			0.057458 0.525681
			0.711593 0.642714
			0.729011 0.680902
			0.707491 0.681089
			0.076872 0.646003
			0.056651 0.648107
			0.071843 0.608081
			0.711593 0.642714
			0.713698 0.588098
			0.729011 0.680902
			0.056651 0.648107
			0.068269 0.553761
			0.071843 0.608081
			0.713698 0.588098
			0.723871 0.558833
			0.729011 0.680902
			0.033306 0.818244
			0.145923 0.000000
			0.000000 0.230611
			0.673002 0.686526
			0.707491 0.681089
			0.729011 0.680902
			0.056651 0.648107
			0.076872 0.646003
			0.109267 0.649035
		</texture>
		<image name="color-atama.png">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAMAAADDpiTIAAAAAXNSR0IArs4c6QAAAv1QTFRF/+jO
			/ubN/eHE/+C//N7A/tu5/dm0/9iv/Naw/NKq99i4+dCm+Ne49tCq99Cn9NOz+M6o+M6m9NW49s2l
			9Mme8sWa8MKU7sCS7L6R6biH5bB94ax52aZ01aFv0J9uxphrvZFm1KFv06BvuY1ks4pjsIdgzJ1x
			z6F00aBvu5JqrYhlqYVip4JdoX1bso5qm3tb37GDrYtrpoZopINiw5t12q6EtZFutJJyuZVy68Oc
			4ruVyqN8vZl1wp56xaKBxqF8yqWCzaiF5sCa3LaR0q2J0qyFr49w1rCM2rON3riT7sij5L6Y68ai
			9M6pzqqI1rOQvJp5sI9wnH1glXhbjnFVk3VZh2pQgWVLim1ShWlOeV5Fe2BGfmNJdFpBclg/kHJW
			4sOl68ur6Mep4sWq3MKq2L+o3cCm7dC08M+w5cit1cCsy7qryLepzrik07uk69G5072qvrClu66o
			u62iwK6gyrWj5M256s2yrqilpaGjq6Sisaagu6qdxLKi3ci03Mm648qyoZ6hl5iemZebo5yZrKGb
			yrKe08Gz08S628Wx4Maws6qkpqCejJGbiY6Yi4ySk5SaopqUyb65zMG8y7yy0r+xnJmbjpCWhImU
			e4SSgYaRhoiOlJGTnpiWsaKWxLq0u7Szura6vbi7xLy6wraxxrisd4COfIGLsqWb2b6lu7Gqsa6y
			q6uzq665tLO6rKmss6yrxLWqtbGztaideX6Jc3uKwa2cqqaopKSsnKGtmqKzpau4pKizoqaylp2r
			mZ2qn6CmxLCfbXmLb3iGiomMrqCVm5yilZmkipOkjJiskJyyh5GjgoWMaXaJanSEkY6RqJ6YhIyb
			fImdfIqig5GpipeslqCzdIOZeYaaZHGEdICScX6Rbn+Ya3uTkpahmpWUZHSKZniRhI6hlZCNiIeJ
			cXaBX3CHXGyCX3CIYW6CqZ6Ve32DZ3B9XWl7VWV6oJeTm5OOhIOFcXV9Ymx7ko2Mc3mFd3p/a3F8
			Xmh1VWJ1WmV1WWZ5YWp3foCEZHeQaD5wawAAAAFiS0dEAIgFHUgAAAAJcEhZcwAAHsEAAB7BAcNp
			VFMAAAAHdElNRQfZCxoHIheQv7TPAAADXklEQVR42u3SMQ0AAAzDsP7lz7f3MMyBEDnV62IBAAJA
			AAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEg
			AASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQ
			AAJAAAgAASAABIAAEAACQAAIAAEAgAUACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASA
			ABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJA
			AAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABAAAFgAgAASAABAA
			AkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgA
			ASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASA
			ABAAAkAACAABIAAEgAAQAABYAIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAA
			BIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAA
			AkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAAAGABAAJAAAgAASAABIAA
			EAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAA
			CAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAA
			BIAAEAACQAAIAAEAgAUACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAAB
			IAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAA
			EAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAtwHjsgKVih361AAAAABJRU5ErkJggg==
		</image>
	</surface>
	<surface name="eyes" size="60" prim="Triangle" parent="NULL">
		<coordinate>
			0.878325 -1.212204 0.834336
			1.188645 -1.067824 1.021426
			1.033265 -1.228554 1.235736
			-1.095835 -1.228554 1.235736
			-1.251215 -1.067824 1.021426
			-0.940895 -1.212204 0.834336
			0.878325 -1.212204 0.834336
			1.204715 -0.955314 0.753546
			1.188645 -1.067824 1.021426
			-1.251215 -1.067824 1.021426
			-1.267285 -0.955314 0.753546
			-0.940895 -1.212204 0.834336
			1.188645 -0.966024 0.390666
			1.204715 -0.955314 0.753546
			0.878325 -1.212204 0.834336
			-0.940895 -1.212204 0.834336
			-1.267285 -0.955314 0.753546
			-1.251215 -0.966024 0.390666
			0.878325 -1.212204 0.834336
			0.873075 -1.173614 0.167046
			1.188645 -0.966024 0.390666
			-1.251215 -0.966024 0.390666
			-0.935645 -1.173614 0.167046
			-0.940895 -1.212204 0.834336
			1.033265 -1.228554 1.235736
			0.818955 -1.378574 1.278596
			0.878325 -1.212204 0.834336
			-0.940895 -1.212204 0.834336
			-0.881525 -1.378574 1.278596
			-1.095835 -1.228554 1.235736
			0.486785 -1.416074 0.426726
			0.873075 -1.173614 0.167046
			0.878325 -1.212204 0.834336
			-0.940895 -1.212204 0.834336
			-0.935645 -1.173614 0.167046
			-0.549355 -1.416074 0.426726
			0.459995 -1.448224 0.774976
			0.486785 -1.416074 0.426726
			0.878325 -1.212204 0.834336
			-0.940895 -1.212204 0.834336
			-0.549355 -1.416074 0.426726
			-0.522565 -1.448224 0.774976
			0.878325 -1.212204 0.834336
			0.476065 -1.485724 1.053576
			0.459995 -1.448224 0.774976
			-0.522565 -1.448224 0.774976
			-0.538635 -1.485724 1.053576
			-0.940895 -1.212204 0.834336
			0.878325 -1.212204 0.834336
			0.567145 -1.491084 1.225026
			0.476065 -1.485724 1.053576
			-0.538635 -1.485724 1.053576
			-0.629715 -1.491084 1.225026
			-0.940895 -1.212204 0.834336
			0.818955 -1.378574 1.278596
			0.567145 -1.491084 1.225026
			0.878325 -1.212204 0.834336
			-0.940895 -1.212204 0.834336
			-0.629715 -1.491084 1.225026
			-0.881525 -1.378574 1.278596
		</coordinate>
		<normal>
			0.520554 -0.838679 -0.159948
			0.533891 -0.802515 -0.266243
			0.524064 -0.818415 -0.235603
			-0.524064 -0.818415 -0.235603
			-0.533891 -0.802515 -0.266243
			-0.520554 -0.838679 -0.159948
			0.520554 -0.838679 -0.159948
			0.587695 -0.794580 -0.152287
			0.533891 -0.802515 -0.266243
			-0.533891 -0.802515 -0.266243
			-0.587695 -0.794580 -0.152287
			-0.520554 -0.838679 -0.159948
			0.596393 -0.802179 -0.027955
			0.587695 -0.794580 -0.152287
			0.520554 -0.838679 -0.159948
			-0.520554 -0.838679 -0.159948
			-0.587695 -0.794580 -0.152287
			-0.596393 -0.802179 -0.027955
			0.520554 -0.838679 -0.159948
			0.539872 -0.840052 -0.052828
			0.596393 -0.802179 -0.027955
			-0.596393 -0.802179 -0.027955
			-0.539872 -0.840052 -0.052828
			-0.520554 -0.838679 -0.159948
			0.524064 -0.818415 -0.235603
			0.482986 -0.839229 -0.249733
			0.520554 -0.838679 -0.159948
			-0.520554 -0.838679 -0.159948
			-0.482986 -0.839229 -0.249733
			-0.524064 -0.818415 -0.235603
			0.500046 -0.864650 -0.047884
			0.539872 -0.840052 -0.052828
			0.520554 -0.838679 -0.159948
			-0.520554 -0.838679 -0.159948
			-0.539872 -0.840052 -0.052828
			-0.500046 -0.864650 -0.047884
			0.499222 -0.861446 -0.092990
			0.500046 -0.864650 -0.047884
			0.520554 -0.838679 -0.159948
			-0.520554 -0.838679 -0.159948
			-0.500046 -0.864650 -0.047884
			-0.499222 -0.861446 -0.092990
			0.520554 -0.838679 -0.159948
			0.472518 -0.857601 -0.202948
			0.499222 -0.861446 -0.092990
			-0.499222 -0.861446 -0.092990
			-0.472518 -0.857601 -0.202948
			-0.520554 -0.838679 -0.159948
			0.520554 -0.838679 -0.159948
			0.440474 -0.858638 -0.262062
			0.472518 -0.857601 -0.202948
			-0.472518 -0.857601 -0.202948
			-0.440474 -0.858638 -0.262062
			-0.520554 -0.838679 -0.159948
			0.482986 -0.839229 -0.249733
			0.440474 -0.858638 -0.262062
			0.520554 -0.838679 -0.159948
			-0.520554 -0.838679 -0.159948
			-0.440474 -0.858638 -0.262062
			-0.482986 -0.839229 -0.249733
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.527536 0.541768
			0.562812 0.566642
			0.542944 0.598609
			0.542944 0.598609
			0.562812 0.566642
			0.527536 0.541768
			0.527536 0.541768
			0.569324 0.529170
			0.562812 0.566642
			0.562812 0.566642
			0.569324 0.529170
			0.527536 0.541768
			0.559796 0.463355
			0.569324 0.529170
			0.527536 0.541768
			0.527536 0.541768
			0.569324 0.529170
			0.559796 0.463355
			0.527536 0.541768
			0.514099 0.425184
			0.559796 0.463355
			0.559796 0.463355
			0.514099 0.425184
			0.527536 0.541768
			0.542944 0.598609
			0.516349 0.609202
			0.527536 0.541768
			0.527536 0.541768
			0.516349 0.609202
			0.542944 0.598609
			0.467571 0.487889
			0.514099 0.425184
			0.527536 0.541768
			0.527536 0.541768
			0.514099 0.425184
			0.467571 0.487889
			0.470756 0.552568
			0.467571 0.487889
			0.527536 0.541768
			0.527536 0.541768
			0.467571 0.487889
			0.470756 0.552568
			0.527536 0.541768
			0.475435 0.591438
			0.470756 0.552568
			0.470756 0.552568
			0.475435 0.591438
			0.527536 0.541768
			0.527536 0.541768
			0.486529 0.608784
			0.475435 0.591438
			0.475435 0.591438
			0.486529 0.608784
			0.527536 0.541768
			0.516349 0.609202
			0.486529 0.608784
			0.527536 0.541768
			0.527536 0.541768
			0.486529 0.608784
			0.516349 0.609202
		</texture>
		<image name="blue-eye-t.png.001">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAMAAADDpiTIAAAAB3RJTUUH2QsaAzUqyl3UlAAAAAlw
			SFlzAAAewQAAHsEBw2lUUwAAAARnQU1BAACxjwv8YQUAAAL3UExURf7ozv7p0P7my/3WsPzSqvvQ
			p/7ixf7ZtfTMpu7KqPHVu+nVwvLdxfXhyeTBosSrlKSblZyVk5qWmKWfoLWsqcS6tNPFuuHPwOnG
			qLuso4yKjGpsclNaZ0xUZFxia2Nrenl+ipSUnKqmqry0s8i+uszBu/fQreC/oKOcm3N0e0hQXUZO
			Wl9od3N4hYSLmqGiq+3IpZqTjmFmcUhOYZOWobSwtNzLuvLeye3Zw+rFo+TAn6WUh1tkc32AiqWh
			o9nHutvJtti4m72lkWpueU9bdFFbc3F2gaylpNPCtMm3qeG+ntW9qISBhVRgdFxpjGBul1lkhE5W
			cLyxrNG+sbSpoayimqmemFVie11rk2Z2p2JxnFtrg4+QmbmijWl8tWh1n+7cyIB+gllliXB/sWp/
			wGyCyJSRk/Pgx5GOkXNydcywl4SIlWJxlWyAvnGN5XCK226H1G1xes7As7Sdh2tygnOQ7J+YlomB
			e1ple3+AhuXTwJyZm2Rpc2NmbKuSfVNderCmom5wdoN9e1Zof4yLkWFsi8q9s5WKg8u6rHx6fIOD
			icS1qomGiZuMgLqtqImFheLNupmKf+PRu8a4q3l3equglp2co4yIhs66p9XArbOonlVignST8rKl
			m8OypFdjilVfgPvewpONi8m1o1xpfIeIj2Jtg3x8g3OEuHiLxoeb2Y2i44GGlZGn65aZpIGTyunN
			tbCsuGNwhnqFnNvFs5icrdvBrK2ntHSEnH6Qy3p/lbimnoqKmaqdlMCuobKilbKdinp3d+PKtcC2
			s7qpnO3QtbSXfuzSuuHGrujPuOXIr/nbvdPHwLy4u6SotZqispygrK6wubSzuZSesZegs46ZrYqV
			qquuucS7uru2uaGms6qrs4yUpV5wh11xjHyFlqeruIWRpWN0jG5dVKyoq4SPo1VpgYFsW3pmWJSb
			rEhfeWp3i0xhenuKoY+bsWZ5kn+KnYV0aWl7lHaAkoWSqXeIotfJv4NxY3B9kXZ8jGtfW6iPevTZ
			v00YryUAABrjSURBVHja7d17YFTVnQfwe+48mDwuhIeIZCZoDQEmqIFUIAE1EdAIJSG8khlqwmsI
			WvJQCYJAg6AV1AoFaRGUdylKH7ZF1m5XqaibUkQqbQVB2Eotu221tnS7293tH3t+59553Mlk5t6Q
			m0mZ7ydaMaLccr7zO79z7kuSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
			AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAoLtgJNkHAUkk
			S4oiIQIphYVIcuum9GOz6hCAFMKHXVFRBNKPHZuzTkEAUkndoY/Pnn3llZPnBo9RFDl9U2trso8I
			ug6TNmYNXPjxiQ9OnetzQ+/bb7xjtIIApBIm3fGVjLrjf29VlNGZJWXX9Nvc/+ixZB8UdCFZUf6e
			nt7ayv9M371brjs2auNGGT1AqmDS7vT0Y28fUx0/vluWZSVDTvZhQVdh0vH0w8+93Np6rJU73nrc
			KdNWAKQKvgQ8/NBh6vz5h1/MAk4Mfyph8uaZP0vPPDS9pH9Zprx7924nApBSmDKzrO6nX77rtyd/
			ddef92Y6UQBSDJ8CMr88ftnsv548+cu/Dfq/t51oAFIMU25fduHVtT/46K9/fO+jcVtG0wIQGUgd
			TBr8h1c/u7j/3ImTH77/7l/+9whOA6QWxvr/7fLs3988R1Lm/O5X5/7nNztwKjilMOXWH3xW9cmH
			CmPSqNPv/Xr4f2cyTAGpg0n975p9uarqLK/8TO7/welfLumHfeAUwuRbl124PGXte2Lq/69TJ069
			fxuuBkkhTLpx3+XPqs6fph+zzH4ZJ85+KRMBSB1MeWb/Xy9OuXSOpgBJmdY/9+zv5iAAqYPJfQf9
			50XRBFIaPndmznt/ysU6IHUwZenaT2cvu/CXMXwVwJS771YG/6E3tgJSB1M2rP103/nL+26nK0KV
			nw9VBu/bgACkDlZ316X391/8tGrfjXXS6MEfreABWIQApA5WN+zC+/svfLZ2yr6bf/3urT/sM/qd
			4csRgNTBMv98+f395y9WTfnkk8vvnvjh1+U5gx7ARkDqYJnf+vSP+85/tqzq/IXPTp3505tS/2XL
			EYDUwequP3l2X9VFCsCSM2duvkPK3bcCU0Dq4AF45cyST2ZPqVp7acmbp18ZzT4Y9DECkDooABnf
			/n1V1dqqS0tyT5+WlI//8BVsBKUOpnzzw9zfXbp4fvb53w/MOHVKkfusvwMBSB1M+fi3ubnfPbfk
			0qUl1ww+OZjV/ft/4GRQCmHyiY9y5dGn9l1c/Pk5J34xmj34myfQAqQQJo36xSmJ3XL+wr8NfufX
			HzCl79wxGP9UwpSz741Wcs99mDvnzHfnMGX1mWQfEXQpJuWePvPBLbeeyX331RUKU/pjAkgxTH7n
			vVMnf/HLX73/xTIeB1wQmHKY8s6JW949+fNb50jieUEMq8AUw2Rl9LWj6RFR/G/qrlVkVIEUIz7z
			NPxMPtR7df83N6IPSDnaiG+ccfeD/QbjCSEpS1YUSZEZxj9V0bNC8aRgAAAAAAAAAAAAAAAAAAAA
			AAAAAAAAAAAAAAAAAAAAAAAAAAAAALASHnuW0pgkEyQgtYQ/9Uy22ew2Gx58mUoiPvV8/B12u8OB
			BKQSPup2/iVTFGj8OYct2QcFXSb8qeelwB6EEpAyqACoYx76EWdDI5gymBwOgCNcAhCAVKGNO28C
			IgKANjB1IAApLlj5dVMAAtCdsXa/05F3mGm9H1UAux0B6P4Yk5lG0v4qy9pOntjSMTt2WhcoS+FF
			AJrA7ooG2tnDSUMtyTTe4n9tNvoRk5y2t1tbbelOk/9Nsf/D/xMRiwBUgO5IfNapYNuivmjEbGIO
			b307z2FPNzd64QrgQAXoxhj/sDttYrQdbf6g7VunzWE73mp+F0dtAlABujuxZx/xGY3Ftjud/uI0
			+fGVUQG6P90+XUw0kTud6nxutgQ4UAG6u8QBoHFz2sRsYLYJQAC6P0MB0OYIs6dyEIB/AMYC0KEZ
			HBXgH4GZAGAKuAqhAqS4yMs1ElcABOCqwySjw593TDG7D6AGoOM1BKzHnEangPRWs6MXrAAd7iLA
			ciZmANOnA7UARJ4Otif7/y9EMd4Dmv/wsmAAIi4IMbubDJZidKpXHZ08dYQc6leMUJgv3jECgMuC
			uxEmhl/r744e/pk2+g4tA9EFwGk+ATECgC6wu2BMnAWmoXm79WjZc5N/SrdxaKgEOPKiMtDD/CVB
			sSpAsv+PA2H08QyeBW4t2fr63sk/zXM4XC5XQVoa/98YVcBhd5q9wRsB6LbU5l+b/Y8+1+tfe00/
			6iooKi4eUrp16+QhPQtcDnU2yLuSNhAB6K4ie/+8l6fvfevI3rJDk0rv73XkyJYtr2058tbeycEI
			RFQBh83kpcFqABgC0O2w8FU6eUen73hrx7qy6XvvfGjsExvmrlm/fv2aDXtm7i12udrMAx04GWRH
			ALofxsJ7M2+XXXfktc2Htr71k6+teSM7xy3kZK8Z0au0yKWtCsLDZ64EiAtNowJgupGAzqY2gMHO
			buNTL8zctrn0yBNrslflePLz8730p9ed/YWsHYcLHFE1QDaVALHNrA8AbQ0n+zcgxbHI3V9H3qEX
			XpvxzOs/2XBfjtvj9XrF+BNPzn173hoSXA90rILLPext9gFoOYkakEQs4gNJQ1s2NOuZbSMe5p9+
			bxglgBeBb9xZWqBuC4T7QFOjJ4t/QR8Ah8kyAp0qcvzFuB59c9q2EW+s8ni8Hq0CBCPg9axa89rW
			lx2RO8PmAiB+LbnN6QabjD4gWaLGn3+5Brw+dg3/+NOXVv5D84A3540tk126EmBuIcB/MaoAUbvK
			DvQByRJj/AtK7314FR97j1cbem8wByIBD//4sL4NMLMQoKGXpVgnnNEHdAkWut1X+3sp8uoPGlWX
			a1Kvr2a7PeLTz1PgqZwwYUJlYagV9K76xg61DQidGTAzg8s2mxzrhLMDT4vqAnS6R7vXl2l/b9MN
			AhWAotKfvJEjxt+b76msKq+oqKie1+IJFQFP9ohSl0O/EDAcAAqcHPuKA5wWtpp2useuPayP6cu/
			XT3prxYArfnz7Cr3+321vtraiqnahEBrgfVHerrsHVsIMKmHvW0LoJUABMBSLHS6x6F2XazNakzt
			AB6amyPKf75nXgUffB+prd0VDABvA55+PU1XAkzcIcZ4BZBiXnOGCmCt6OGOujpbS0Ceq/j+sc+6
			af8vv7CqQh19oVotAV4xCfQe0uGTQrwCxL7oFJeGGcc6sGqOMfFGf4PmgIJJvcYOG1dIQz2xmsZ/
			vhaA2omhAHg9a14viLpKzHAJ4F2gzR4rAD2S/bv6j4PJdebLZeJLPWlIXQWT7hy7fDgPQH4ljf/8
			cAmYJ04LiCWhN2fhVpf+lIDhEsDbwNi/PFYBhrG6hzJNBoBJBi71dfAZoKC012t7ltFQV/l9OhWV
			ovyL2cFz3+q0qMuDTJSAmL84zgob15EKICccfrvaA066/8f/MpHGePGBAwciA6C1gSIBXvee5/L0
			CbAFV5bxj6zdi84RABPM9wDGbvagKaDn5Gf+mVqAqgMHDx78UcQU4CunNtDrVnuBYde59H2gXawr
			mXghAIt7JO2UIiwCLGTwZg/aBhhw+J/2UwF49aXvcD+KCIB/oqj+w92UgJyhRXn6laBTvA9CvAYk
			ztYgKkBSGL3bh5eAtEOv8IH2LnvxIAXgIJUAbTFY2yICsH8cBcD95D3RbSA9WMwmvhVnSc/anYtQ
			ASxk+HYvhyMt94c0Azz+PTUAahsgIlA7VRT/fftFF/CA2gZGJiD0d+1vDbZ/4yEqgJVMPPPh5e//
			gAegcvFLagBe9NVGNAE08lP2u8VK8IboNlC3MSSbPhBUAAsZD0Be/+9WefO9LYu/951wBagNNgE0
			8p79w0UzuHxznsPR3n+13a3Bdg8EFcBKxm/5zrvm2+7CfM/2igOiCXwpchngU+eAQUs8lIPxz+jP
			CUZ/oGMmgCEAycGM7AOIAEy7ia4Fmef3HXjp4MGXXtSGvoZ/+XzVlRSA4TeJOWClaALarQGxB7T9
			40AALGV4DshbPZ4v9yt5AGoOvPjiAW0RUFMj/qgQc8C468dRDsb1LYhXAWJPAnEqEXoAKxmeA9L6
			Dvd68yeWi1GfrzUANPycr7ZKtH+3DaKrBXL6DHDZ4yQg5uZw+4eBCmAtoyUgbWkOH+SJ1eITT8Pv
			94ssiAD4tosAfPMB2hN0L+wZ65bxiCGNWQJQAZKBGTsZwBUspA5vYoVPHXGfn6MABAKB+hq1C3Qv
			up6aAM/AIfErQKwSgCYwOYyvAgYMFAHw19QvWMBHvLaiorqi1lcTaGpuaKz3TfWIADxGVcKzoTT6
			dECbMW37oUYAksHQyWAtAE9TlW/x1weaKAD+iurqat4QBhqef765yTdPrf1DV/IgeL61o8CRoAS0
			CQAqQDIww4tAu72IAlBY5Q80Ngb4HMDHf145nw8Czc8//3xTzWwRgKynhlEXeNfqAXGH32GyAqAH
			sIqZZ78WPU0nfLb7As0NPAD+ivJ5U+dVBwMwX2wGu1948FmaJ8avmJ4XNwExPtTxtoKT/dt01TL1
			8OcBX6DpfaqvSQ1A9dRdLdvL/TVNFIDGmsepAuTMKNlAAchZtNll77QeALcGWcZUAIqW8yGupAA0
			B3gLUN4yYULLTr9aARrnP07tf851o/a46WzA3GmJlgFte4D2uxFcFWwVEx0ABYCmgHItABVTWyor
			J+yq9qkV4MB+0QPM2DhCBODRfq54q4DYPYCpegGdwEwHYLf3/FYoAE01vupdlR5PZUu5GoCGA+JM
			sGfLqCz+V68nu82Vofrxd8aaAczUC+gMpmYA+3QRgOAUMK+lsrCwcsJOn5gCGuarAehdsoU2Arwj
			Z6bFmwJi7QTGOxYEwBqmZgD7upvoRM92tQL4d7Z4CnkCdoamABGAESUztQDEWQfGLADxAoApwBpM
			MjEDOPK2UgXwttRqAZggArBdVIDmRlEBvLwCaAGYFTcAkqkA4Knh1jCxCUS3BeSte5KGdqJaASp2
			VnoK8wsrd6kBaFID4M4qmblKBGDogHZPCMe+KCzOIgA7gdYw0wI6XI606Y95dAEo5AHwqBWgQQtA
			TpZWAXKWthuAdi4LjZdGzABWMHEWwE4PhnY9JwLQQgFoVKeAUAVoCMzfTw8OWDWrZFaOuE28d0+z
			499+GlEBLGGiA1SfDD75mxSAKl9Tw/ONahOYT02gFoDZFICRM0uy1AAsLI55OtDR3mXhcY8GFcAC
			5iYAPv5Fe0UPoAZgga+aloFaAJobAr59dL3gym0lWaIHcC/q6Yp8WFTw2RPtNPSMsbiLgGT/Zl2N
			zOwBUACKinbMFQGoCTQ0Nwd81dt5F1jYspPy0Ny4oHYZBSD7OgoALQf2DIm4IEi9M8husznl2B9m
			uc3DgfS3F6MCdD4TARAzQFGxFgBfU2NoHVjZUk0ng0IBGPYUXwWIK8P30DVBwQjYxMOn2rs3lH/T
			ZnPq6hHFBRXAWmYCIGYAHgC1B6AK0Fjv37mr0lO501/TSAGo5wHIz/c8WbJpSzb9LPfAyRF7wfS0
			z8gn0OnJkpNPDrr7yXfbIh8WgwBYoQMBWK5WgACvAA28Cdg+gc4FLWjgAWiqrx3n8ea7F24cNTOb
			pgD3onWuUA8Y/1Fhcg97m27EZpMkBMBaHQjAk55QAHgTwEvArnnibDDNCItFALI2lszMVi8IWOfS
			VYA4R9LmgVSiVYh8fyB6AAuYDkBROAC87eNNQPVOuiCoSewD1Tw+hf/DnJkbS17gAeDrwT5DeAUI
			PzA0zgi23ZC0Ra0KsBVsBbMBKCi+5zEP3RuqBqCxxieuCV3QyAtAQ4AHgFf+kds28QC4eTOwcukQ
			l4FbwtUjid6RovGOenUMEtDpTAeg6J4v0m4vrwBNfNrnK39/hXpNMAXA9/hEHoDszZtGbXuUx8ST
			vWJIqAdI9KzINm+kpivA9IeHAHQ+M/sAFABX0T03TPHS6WBeAagJqKHbQhbQLkBzY8A3m84GP7su
			o2TbfaEAaBUgweeXyT0c+gcTirzgNeIWM7cPUMCbgK038HneO7WmvokC0LSA7gtTw9C4wLeMqsPc
			5x7ZuG0Y/0meR5cGK4Aj8Zuf6EUBEfsAWmBke/R3oDOZ3wou/vpEPsjLavinvqG5oTFQ46tZoAag
			qd5fRf3BN0oyNs4QFeCBWeEKkGj0qOGTpYhfTvwLus4AFcACZk4G0cnAgp4r+BSQ30JlnzQFeBQa
			aUlIq8ApNOwjNo3ZNONRvhxwD9syJHhVqIGPL4ta9YnvRXYGpt9EDImZ7AJdrqIV9DC4iT762HON
			jQFKAh9/vgosn0gbgVseGbNpVjZFYf29xS6xCHQYWsPpzwWpiekRWROS/Zt1NTLXBfIMFAylALj9
			C/jA8whQCppp/GkRUE6LAPeMMZmbsujmQPezdxYHVwHGJvDoCqB/Xwl6ACuY6AKoBDjS+tKpfo+/
			JtAUHH81AI0B/1R3YX7+ys2ZPAAjKQDrexUb7gG0Y4lTAdAEWoIxp9EawNcBPAN3j6QLf6tp6o/4
			/NMMoPaAw8rqlE0j6JIw98O9ioIBMLSGaxuAyIPDDGAJk9cEOtKeGU9ng8prtCZAHX4xA1TQRrB3
			wyhF2bjITU+L/VpkAIxUACl66z98cKbfQw7GmLskhBeBp26iYZ7qqw9oFUAd/8Z6n+gB3b0fUZRR
			T9Ndwqu+WloUuiLM0JvDIpYksv7gTLx0BkwxdV8QXRSyTpwNmuKrpzkgHIBAjW8q7QOunJYp15WJ
			c8Yrx9JrZEOfaAMJCM/4agEIHZwN428VcwHgTcC6x9zqM2ICEQFoaFxQ46cXh3nn9lfkOdc9QAF4
			9N5Jhs8FiUOJ7Pl1AbA5JUwAFjEXAB6BdTeIZcDimvqIJoAKQAX1gO4+GbKc0ZcaRe963gLo3h2X
			+FAiKoDu4DD8ljF3b7Ajz1U0dLi4P5gHoCnYA1AB8D1OLcD4r9RJyoOL6L1y7ifEi8TtEQlIfDpA
			H4BgE4gJwEKm7g3lA5o2YzwFYK0vGAD+xdeAvlpqATyPXStLddPm0kmhVQ8Vu/SPi080jG23AYLL
			QGwBWIdJJgJA7wy5Z7m4N8ivLgTVPYDAfH81nQgYuXq0JM9Z/Si1CWvuL3LoHxOZYBhjXQDWAxXA
			auYeD8ATMGApLfLdfA4QZwSb1XOCi8Wp4OV3yJL8yIqVPAurvjzJ5Yr12igjRxI8d8CchqIDV8Bc
			E8C5+i0RFwbXijZQjH+9zz+7kjYBlo7hhXzUwhyPbhtQP6jti5iMtGNDBegC5h4QwU3/EpWAysU1
			PAENDY1N4mFR1AHmP/CgIklKycAcj/u+hya5ot4em7gAtGkXUAG6gMk5wG5Pu51eCeKZ55vP24AA
			PS7SXz5FfURoBv8Y15UsGplz39j7C1zRLw5MdBwx2gVUAOuZDoB9yG1iM7BavCfA56utnj1FvC1o
			fD9eAOQ5ZSOGzR1LJwL1LWDiALS9C0SrADgRaCnTXUDaLHojhKeqWrwoqGJ2VaX6wuAvlvFxU8aU
			ZQ0ce29pgUPfAprpAYMBCPYAOBNoKTOPClan88lfUN8PVl5RUT51SqV4XXC++/ppiiTLSsb0GTPv
			LBXXAukrS8IAxPi5srHwwBXhHzRzk4DrTtoMyve6J0z0eMQb4/O9nrvuHiXz8Vcyyu7pVcqXgNHj
			n+jCcN3DqrSfG9qkQAAsxPRXXhnRc+w4Merq2NPwj7vt9jtEAVAySkpLiwvaPCM04SowsgAEwxI6
			G4Q5wDLM6JujdZPAkBEjxeCL4c8vdN/0+VtHKYyPvzx6TFFxUUGMZ8QmujMk8h6QYFgQAMsx0y2g
			loChwzxqBLzu4TfdfMs11ypMkvlXZl6Bi49/9KuCEm0D6NciEgLQRZj5RaA2oAOuG5jt9nhyBl1/
			w+duzB18LV3wwSPgzHO58lxtPv6JTwbrGtHQT0YArNXh8edcPXtl9e7Tt981/a9V1P+URG+HpzOG
			scbf+DagPfxuAFQAa13J+FME0tIzMjOdCm/+qfqLZ/qYeSxg5JHoDwQ9QNe4svGngVGJ5zlpT4Hr
			0PhHn5DoEXWAeDqEJcw8JrQ9jog/2o1J4gtCozrR6AqAnSBLmD4P2EEGLgiOKkXRFQA7QVYw9aD4
			K6gRRm7piApAjAqQ7N+tq1AXFQAjY8cSVQAEoPN1bAfIvITPBpHaBgAVoAtc8RLAcAUwEgD9v4MK
			0AW6KgAGFoFtzkZEVADtO2gCO11XBcBIFxh9KOG3hGInyDJdFgADF/REHUp43wcXBFinCwNg5mow
			fWKwF2yd7hyA0L8Q3KxEADpf95oCdD/fEar4oWfEYArodFcUAFv83X97xD91GGgCox9UFC4Z6mXB
			RlYSYFLHA2DT3v9js+tT4Ij402ZTf0Q/z0D57qH/FcJNoPr0WGMPGgRTOr4TSO/9oZf/SE6bLTjy
			Drst8kuWZe0NUZJsZCMoqgL0CPcAbWoCdJYOngugis7ES94YC46zNuZh/GcEf2Bk4KJPTIdrBk4H
			WqeDZwMjK3ponNWhDlP/obHRJ/rpKPxxx16wlTpWAqLP7rN4LwMzSheA8CIAAbBUR64IsuiBjZH3
			BUY+FA4BsJT5hYBVD2ykjjS44qf2ss0RIgBWMH1VsGXrcdFLiM0F8baw8PcRAEuZTICV+zHiJXG0
			btT9CgiAxUwlwGHoea9XcDBiMRH1LSwDrWX83kCH9fuxbdcSwQBgL9gywbuDE9eBpIyBlk/MABYS
			zweIXwbonX5GtnQtODjKJx4WbbHQnm74ZI5+9MXwJ2kIaIGQrF87dYg9XSm8sa87sZfM4VePLtm/
			PSmBhTf2I5KgnuTBJzBFhPb1dSf2MPqpR39eDwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
			AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
			AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
			AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4Gr1/3htMvEI
			EkOaAAAAAElFTkSuQmCC
		</image>
	</surface>
	<surface name="atama" size="192" prim="Triangle" parent="NULL">
		<coordinate>
			1.372095 -0.833524 1.679496
			1.570435 -0.564404 1.149186
			1.805855 -0.092464 1.969286
			-1.868425 -0.092464 1.969286
			-1.633005 -0.564404 1.149186
			-1.434665 -0.833524 1.679496
			1.745845 0.194016 1.026356
			1.805855 -0.092464 1.969286
			1.570435 -0.564404 1.149186
			-1.633005 -0.564404 1.149186
			-1.868425 -0.092464 1.969286
			-1.808415 0.194016 1.026356
			1.745845 0.194016 1.026356
			1.570435 -0.564404 1.149186
			1.584225 -0.494334 0.768546
			-1.646795 -0.494334 0.768546
			-1.633005 -0.564404 1.149186
			-1.808415 0.194016 1.026356
			1.745845 0.194016 1.026356
			1.584225 -0.494334 0.768546
			1.559775 -0.405254 0.455846
			-1.622345 -0.405254 0.455846
			-1.646795 -0.494334 0.768546
			-1.808415 0.194016 1.026356
			1.603525 0.118436 0.497686
			1.745845 0.194016 1.026356
			1.559775 -0.405254 0.455846
			-1.622345 -0.405254 0.455846
			-1.808415 0.194016 1.026356
			-1.666095 0.118436 0.497686
			1.559775 -0.405254 0.455846
			1.454385 0.108946 -0.086334
			1.603525 0.118436 0.497686
			-1.666095 0.118436 0.497686
			-1.516955 0.108946 -0.086334
			-1.622345 -0.405254 0.455846
			0.885025 -0.711584 -0.576734
			0.781825 0.326366 -0.477694
			1.454385 0.108946 -0.086334
			-1.516955 0.108946 -0.086334
			-0.844395 0.326366 -0.477694
			-0.947595 -0.711584 -0.576734
			1.454385 0.108946 -0.086334
			1.427265 0.684296 0.202136
			1.603525 0.118436 0.497686
			-1.666095 0.118436 0.497686
			-1.489835 0.684296 0.202136
			-1.516955 0.108946 -0.086334
			0.781825 0.326366 -0.477694
			1.171935 0.833686 -0.117154
			1.454385 0.108946 -0.086334
			-1.516955 0.108946 -0.086334
			-1.234505 0.833686 -0.117154
			-0.844395 0.326366 -0.477694
			1.427265 0.684296 0.202136
			1.454385 0.108946 -0.086334
			1.171935 0.833686 -0.117154
			-1.234505 0.833686 -0.117154
			-1.516955 0.108946 -0.086334
			-1.489835 0.684296 0.202136
			1.171935 0.833686 -0.117154
			0.781825 0.326366 -0.477694
			0.471915 0.898106 -0.143154
			-0.534485 0.898106 -0.143154
			-0.844395 0.326366 -0.477694
			-1.234505 0.833686 -0.117154
			0.781825 0.326366 -0.477694
			0.414655 0.468046 -0.613614
			0.471915 0.898106 -0.143154
			-0.534485 0.898106 -0.143154
			-0.477225 0.468046 -0.613614
			-0.844395 0.326366 -0.477694
			-0.031285 -0.160954 -0.751004
			0.414655 0.468046 -0.613614
			0.781825 0.326366 -0.477694
			-0.844395 0.326366 -0.477694
			-0.477225 0.468046 -0.613614
			-0.031285 -0.160954 -0.751004
			0.301755 0.691046 -0.921394
			-0.031285 0.977516 -0.346924
			0.414655 0.468046 -0.613614
			-0.477225 0.468046 -0.613614
			-0.031285 0.977516 -0.346924
			-0.364325 0.691046 -0.921394
			-0.031285 0.977516 -0.346924
			0.471915 0.898106 -0.143154
			0.414655 0.468046 -0.613614
			-0.477225 0.468046 -0.613614
			-0.534485 0.898106 -0.143154
			-0.031285 0.977516 -0.346924
			0.414655 0.468046 -0.613614
			0.412555 0.401346 -1.017294
			0.301755 0.691046 -0.921394
			-0.364325 0.691046 -0.921394
			-0.475125 0.401346 -1.017294
			-0.477225 0.468046 -0.613614
			0.414655 0.468046 -0.613614
			0.295745 0.127026 -0.770404
			0.412555 0.401346 -1.017294
			-0.475125 0.401346 -1.017294
			-0.358315 0.127026 -0.770404
			-0.477225 0.468046 -0.613614
			0.295745 0.127026 -0.770404
			0.098485 0.031016 -1.113304
			0.412555 0.401346 -1.017294
			-0.475125 0.401346 -1.017294
			-0.161055 0.031016 -1.113304
			-0.358315 0.127026 -0.770404
			0.295745 0.127026 -0.770404
			0.106415 -0.064994 -0.770404
			0.098485 0.031016 -1.113304
			-0.161055 0.031016 -1.113304
			-0.168985 -0.064994 -0.770404
			-0.358315 0.127026 -0.770404
			0.414655 0.468046 -0.613614
			-0.031285 -0.160954 -0.751004
			0.295745 0.127026 -0.770404
			-0.358315 0.127026 -0.770404
			-0.031285 -0.160954 -0.751004
			-0.477225 0.468046 -0.613614
			0.106415 -0.064994 -0.770404
			0.295745 0.127026 -0.770404
			-0.031285 -0.160954 -0.751004
			-0.031285 -0.160954 -0.751004
			-0.358315 0.127026 -0.770404
			-0.168985 -0.064994 -0.770404
			0.098485 0.031016 -1.113304
			0.106415 -0.064994 -0.770404
			-0.031285 -0.160954 -0.751004
			-0.031285 -0.160954 -0.751004
			-0.168985 -0.064994 -0.770404
			-0.161055 0.031016 -1.113304
			0.098485 0.031016 -1.113304
			-0.031285 -0.160954 -0.751004
			-0.031285 -0.029454 -0.962414
			-0.031285 -0.029454 -0.962414
			-0.031285 -0.160954 -0.751004
			-0.161055 0.031016 -1.113304
			-0.032925 0.000966 -1.110684
			0.098485 0.031016 -1.113304
			-0.031285 -0.029454 -0.962414
			-0.031285 -0.029454 -0.962414
			-0.161055 0.031016 -1.113304
			-0.029645 0.000966 -1.110684
			-0.031285 0.836476 -0.847674
			-0.031285 0.977516 -0.346924
			0.301755 0.691046 -0.921394
			-0.364325 0.691046 -0.921394
			-0.031285 0.977516 -0.346924
			-0.031285 0.836476 -0.847674
			-0.031285 -0.809064 -0.924624
			0.284395 -0.475714 -0.839654
			0.885025 -0.711584 -0.576734
			-0.346965 -0.475714 -0.839654
			-0.031285 -0.809064 -0.924624
			-0.947595 -0.711584 -0.576734
			0.284395 -0.475714 -0.839654
			-0.031285 -0.357134 -0.845434
			-0.031285 -0.160954 -0.751004
			-0.031285 -0.160954 -0.751004
			-0.031285 -0.357134 -0.845434
			-0.346965 -0.475714 -0.839654
			0.284395 -0.475714 -0.839654
			-0.031285 -0.809064 -0.924624
			-0.031285 -0.357134 -0.845434
			-0.031285 -0.357134 -0.845434
			-0.031285 -0.809064 -0.924624
			-0.346965 -0.475714 -0.839654
			0.885025 -0.711584 -0.576734
			0.544905 -0.223764 -0.747264
			0.781825 0.326366 -0.477694
			-0.844395 0.326366 -0.477694
			-0.607475 -0.223764 -0.747264
			-0.947595 -0.711584 -0.576734
			0.284395 -0.475714 -0.839654
			0.544905 -0.223764 -0.747264
			0.885025 -0.711584 -0.576734
			-0.947595 -0.711584 -0.576734
			-0.607475 -0.223764 -0.747264
			-0.346965 -0.475714 -0.839654
			-0.031285 -0.160954 -0.751004
			0.544905 -0.223764 -0.747264
			0.284395 -0.475714 -0.839654
			-0.346965 -0.475714 -0.839654
			-0.607475 -0.223764 -0.747264
			-0.031285 -0.160954 -0.751004
			-0.031285 -0.160954 -0.751004
			0.781825 0.326366 -0.477694
			0.544905 -0.223764 -0.747264
			-0.607475 -0.223764 -0.747264
			-0.844395 0.326366 -0.477694
			-0.031285 -0.160954 -0.751004
		</coordinate>
		<normal>
			0.852229 -0.520249 0.054720
			0.941832 -0.334788 -0.029359
			0.920652 -0.388195 -0.040895
			-0.920652 -0.388195 -0.040895
			-0.941832 -0.334788 -0.029359
			-0.852229 -0.520249 0.054720
			0.975036 -0.179113 -0.131016
			0.920652 -0.388195 -0.040895
			0.941832 -0.334788 -0.029359
			-0.941832 -0.334788 -0.029359
			-0.920652 -0.388195 -0.040895
			-0.975036 -0.179113 -0.131016
			0.975036 -0.179113 -0.131016
			0.941832 -0.334788 -0.029359
			0.976623 -0.204108 -0.067232
			-0.976623 -0.204108 -0.067232
			-0.941832 -0.334788 -0.029359
			-0.975036 -0.179113 -0.131016
			0.975036 -0.179113 -0.131016
			0.976623 -0.204108 -0.067232
			0.972625 -0.101260 -0.209082
			-0.972625 -0.101260 -0.209082
			-0.976623 -0.204108 -0.067232
			-0.975036 -0.179113 -0.131016
			0.968261 0.015687 -0.249397
			0.975036 -0.179113 -0.131016
			0.972625 -0.101260 -0.209082
			-0.972625 -0.101260 -0.209082
			-0.975036 -0.179113 -0.131016
			-0.968261 0.015687 -0.249397
			0.972625 -0.101260 -0.209082
			0.809168 0.150761 -0.567858
			0.968261 0.015687 -0.249397
			-0.968261 0.015687 -0.249397
			-0.809168 0.150761 -0.567858
			-0.972625 -0.101260 -0.209082
			0.472427 0.026124 -0.880978
			0.391675 0.299570 -0.869961
			0.809168 0.150761 -0.567858
			-0.809168 0.150761 -0.567858
			-0.391675 0.299570 -0.869961
			-0.472427 0.026124 -0.880978
			0.809168 0.150761 -0.567858
			0.893521 0.234169 -0.383068
			0.968261 0.015687 -0.249397
			-0.968261 0.015687 -0.249397
			-0.893521 0.234169 -0.383068
			-0.809168 0.150761 -0.567858
			0.391675 0.299570 -0.869961
			0.511460 0.359783 -0.780328
			0.809168 0.150761 -0.567858
			-0.809168 0.150761 -0.567858
			-0.511460 0.359783 -0.780328
			-0.391675 0.299570 -0.869961
			0.893521 0.234169 -0.383068
			0.809168 0.150761 -0.567858
			0.511460 0.359783 -0.780328
			-0.511460 0.359783 -0.780328
			-0.809168 0.150761 -0.567858
			-0.893521 0.234169 -0.383068
			0.511460 0.359783 -0.780328
			0.391675 0.299570 -0.869961
			0.312998 0.619160 -0.720176
			-0.312998 0.619160 -0.720176
			-0.391675 0.299570 -0.869961
			-0.511460 0.359783 -0.780328
			0.391675 0.299570 -0.869961
			0.911435 0.293283 -0.288430
			0.312998 0.619160 -0.720176
			-0.312998 0.619160 -0.720176
			-0.911435 0.293283 -0.288430
			-0.391675 0.299570 -0.869961
			0.000000 -0.435957 -0.899930
			0.911435 0.293283 -0.288430
			0.391675 0.299570 -0.869961
			-0.391675 0.299570 -0.869961
			-0.911435 0.293283 -0.288430
			0.000000 -0.435957 -0.899930
			0.733696 0.676687 -0.061129
			0.000000 0.944670 -0.327982
			0.911435 0.293283 -0.288430
			-0.911435 0.293283 -0.288430
			0.000000 0.944670 -0.327982
			-0.733696 0.676687 -0.061129
			0.000000 0.944670 -0.327982
			0.312998 0.619160 -0.720176
			0.911435 0.293283 -0.288430
			-0.911435 0.293283 -0.288430
			-0.312998 0.619160 -0.720176
			0.000000 0.944670 -0.327982
			0.911435 0.293283 -0.288430
			0.972777 -0.204688 -0.108585
			0.733696 0.676687 -0.061129
			-0.733696 0.676687 -0.061129
			-0.972777 -0.204688 -0.108585
			-0.911435 0.293283 -0.288430
			0.911435 0.293283 -0.288430
			0.766289 -0.584948 0.265633
			0.972777 -0.204688 -0.108585
			-0.972777 -0.204688 -0.108585
			-0.766289 -0.584948 0.265633
			-0.911435 0.293283 -0.288430
			0.766289 -0.584948 0.265633
			0.435865 -0.843165 -0.314768
			0.972777 -0.204688 -0.108585
			-0.972777 -0.204688 -0.108585
			-0.435865 -0.843165 -0.314768
			-0.766289 -0.584948 0.265633
			0.766289 -0.584948 0.265633
			0.643178 -0.749046 0.158727
			0.435865 -0.843165 -0.314768
			-0.435865 -0.843165 -0.314768
			-0.643178 -0.749046 0.158727
			-0.766289 -0.584948 0.265633
			0.911435 0.293283 -0.288430
			0.000000 -0.435957 -0.899930
			0.766289 -0.584948 0.265633
			-0.766289 -0.584948 0.265633
			0.000000 -0.435957 -0.899930
			-0.911435 0.293283 -0.288430
			0.643178 -0.749046 0.158727
			0.766289 -0.584948 0.265633
			0.000000 -0.435957 -0.899930
			0.000000 -0.435957 -0.899930
			-0.766289 -0.584948 0.265633
			-0.643178 -0.749046 0.158727
			0.435865 -0.843165 -0.314768
			0.643178 -0.749046 0.158727
			0.000000 -0.435957 -0.899930
			0.000000 -0.435957 -0.899930
			-0.643178 -0.749046 0.158727
			-0.435865 -0.843165 -0.314768
			0.435865 -0.843165 -0.314768
			0.000000 -0.435957 -0.899930
			0.000000 -0.928434 -0.371471
			0.000000 -0.928434 -0.371471
			0.000000 -0.435957 -0.899930
			-0.435865 -0.843165 -0.314768
			0.214698 -0.956267 -0.198553
			0.435865 -0.843165 -0.314768
			0.000000 -0.928434 -0.371471
			0.000000 -0.928434 -0.371471
			-0.435865 -0.843165 -0.314768
			-0.214698 -0.956267 -0.198553
			0.000000 0.962523 -0.271096
			0.000000 0.944670 -0.327982
			0.733696 0.676687 -0.061129
			-0.733696 0.676687 -0.061129
			0.000000 0.944670 -0.327982
			0.000000 0.962523 -0.271096
			0.000000 0.033692 -0.999420
			0.215583 0.153386 -0.964354
			0.472427 0.026124 -0.880978
			-0.215583 0.153386 -0.964354
			0.000000 0.033692 -0.999420
			-0.472427 0.026124 -0.880978
			0.215583 0.153386 -0.964354
			0.000000 0.305216 -0.952269
			0.000000 -0.435957 -0.899930
			0.000000 -0.435957 -0.899930
			0.000000 0.305216 -0.952269
			-0.215583 0.153386 -0.964354
			0.215583 0.153386 -0.964354
			0.000000 0.033692 -0.999420
			0.000000 0.305216 -0.952269
			0.000000 0.305216 -0.952269
			0.000000 0.033692 -0.999420
			-0.215583 0.153386 -0.964354
			0.472427 0.026124 -0.880978
			0.279092 0.211554 -0.936644
			0.391675 0.299570 -0.869961
			-0.391675 0.299570 -0.869961
			-0.279092 0.211554 -0.936644
			-0.472427 0.026124 -0.880978
			0.215583 0.153386 -0.964354
			0.279092 0.211554 -0.936644
			0.472427 0.026124 -0.880978
			-0.472427 0.026124 -0.880978
			-0.279092 0.211554 -0.936644
			-0.215583 0.153386 -0.964354
			0.000000 -0.435957 -0.899930
			0.279092 0.211554 -0.936644
			0.215583 0.153386 -0.964354
			-0.215583 0.153386 -0.964354
			-0.279092 0.211554 -0.936644
			0.000000 -0.435957 -0.899930
			0.000000 -0.435957 -0.899930
			0.391675 0.299570 -0.869961
			0.279092 0.211554 -0.936644
			-0.279092 0.211554 -0.936644
			-0.391675 0.299570 -0.869961
			0.000000 -0.435957 -0.899930
		</normal>
		<model>
			-0.031285 -0.151654 -0.033674
		</model>
		<texture>
			0.881947 0.715427
			0.935928 0.569736
			1.000000 0.795041
			0.000000 0.795041
			0.064072 0.569736
			0.118053 0.715427
			0.983667 0.535991
			1.000000 0.795041
			0.935928 0.569736
			0.064072 0.569736
			0.000000 0.795041
			0.016333 0.535991
			0.983667 0.535991
			0.935928 0.569736
			0.939681 0.465163
			0.060319 0.465163
			0.064072 0.569736
			0.016333 0.535991
			0.983667 0.535991
			0.939681 0.465163
			0.933026 0.379255
			0.066974 0.379255
			0.060319 0.465163
			0.016333 0.535991
			0.944933 0.390750
			0.983667 0.535991
			0.933026 0.379255
			0.066974 0.379255
			0.016333 0.535991
			0.055067 0.390750
			0.933026 0.379255
			0.904343 0.230303
			0.944933 0.390750
			0.055067 0.390750
			0.095657 0.230303
			0.066974 0.379255
			0.749385 0.140147
			0.721298 0.166015
			0.904343 0.268234
			0.095657 0.268234
			0.278702 0.166015
			0.250615 0.140147
			0.904343 0.268234
			0.896962 0.343580
			0.944933 0.420774
			0.055067 0.390750
			0.103038 0.309554
			0.095657 0.230303
			0.721298 0.166015
			0.827471 0.260184
			0.904343 0.268234
			0.095657 0.268234
			0.172529 0.260184
			0.278702 0.166015
			0.896962 0.343580
			0.904343 0.268234
			0.827471 0.260184
			0.172529 0.260184
			0.095657 0.268234
			0.103038 0.343580
			0.827471 0.260184
			0.721298 0.166015
			0.636952 0.253394
			0.363048 0.253394
			0.278702 0.166015
			0.172529 0.260184
			0.721298 0.166015
			0.621368 0.130514
			0.636952 0.253394
			0.363048 0.253394
			0.378632 0.130514
			0.278702 0.166015
			0.500000 0.094629
			0.621368 0.130514
			0.721298 0.166015
			0.278702 0.166015
			0.378632 0.130514
			0.500000 0.094629
			0.590641 0.050125
			0.500000 0.200171
			0.621368 0.130514
			0.378632 0.130514
			0.500000 0.200171
			0.409359 0.050125
			0.500000 0.200171
			0.636952 0.253394
			0.621368 0.130514
			0.378632 0.130514
			0.363048 0.253394
			0.500000 0.200171
			0.621368 0.130514
			0.620796 0.025077
			0.590641 0.050125
			0.409359 0.050125
			0.379203 0.025077
			0.378632 0.130514
			0.621368 0.130514
			0.589005 0.089562
			0.620796 0.025077
			0.379203 0.025077
			0.410995 0.089562
			0.378632 0.130514
			0.589005 0.089562
			0.535318 0.000000
			0.620796 0.025077
			0.379203 0.025077
			0.464681 0.000000
			0.410995 0.089562
			0.589005 0.089562
			0.537477 0.089562
			0.535318 0.000000
			0.464681 0.000000
			0.462523 0.089562
			0.410995 0.089562
			0.621368 0.130514
			0.500000 0.094629
			0.589005 0.089562
			0.410995 0.089562
			0.500000 0.094629
			0.378632 0.130514
			0.537477 0.089562
			0.589005 0.089562
			0.500000 0.094629
			0.500000 0.094629
			0.410995 0.089562
			0.462523 0.089562
			0.535318 0.000000
			0.537477 0.089562
			0.500000 0.094629
			0.500000 0.094629
			0.462523 0.089562
			0.464681 0.000000
			0.535318 0.000000
			0.500000 0.094629
			0.500000 0.039411
			0.500000 0.039411
			0.500000 0.094629
			0.464681 0.000000
			0.499554 0.000684
			0.535318 0.000000
			0.500000 0.039411
			0.500000 0.039411
			0.464681 0.000000
			0.500446 0.000684
			0.500000 0.069380
			0.500000 0.200171
			0.590641 0.050125
			0.409359 0.050125
			0.500000 0.200171
			0.500000 0.069380
			0.500000 0.049281
			0.585916 0.071475
			0.749385 0.140147
			0.414084 0.071475
			0.500000 0.049281
			0.250615 0.140147
			0.585916 0.071475
			0.500000 0.069965
			0.500000 0.094629
			0.500000 0.094629
			0.500000 0.069965
			0.414084 0.071475
			0.585916 0.071475
			0.500000 0.049281
			0.500000 0.069965
			0.500000 0.069965
			0.500000 0.049281
			0.414084 0.071475
			0.749385 0.140147
			0.656817 0.095606
			0.721298 0.166015
			0.278702 0.166015
			0.343183 0.095606
			0.250615 0.140147
			0.585916 0.071475
			0.656817 0.095606
			0.749385 0.140147
			0.250615 0.140147
			0.343183 0.095606
			0.414084 0.071475
			0.500000 0.094629
			0.656817 0.095606
			0.585916 0.071475
			0.414084 0.071475
			0.343183 0.095606
			0.500000 0.094629
			0.500000 0.094629
			0.721298 0.166015
			0.656817 0.095606
			0.343183 0.095606
			0.278702 0.166015
			0.500000 0.094629
		</texture>
		<image name="color-atama.png">
			iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAMAAADDpiTIAAAAAXNSR0IArs4c6QAAAv1QTFRF/+jO
			/ubN/eHE/+C//N7A/tu5/dm0/9iv/Naw/NKq99i4+dCm+Ne49tCq99Cn9NOz+M6o+M6m9NW49s2l
			9Mme8sWa8MKU7sCS7L6R6biH5bB94ax52aZ01aFv0J9uxphrvZFm1KFv06BvuY1ks4pjsIdgzJ1x
			z6F00aBvu5JqrYhlqYVip4JdoX1bso5qm3tb37GDrYtrpoZopINiw5t12q6EtZFutJJyuZVy68Oc
			4ruVyqN8vZl1wp56xaKBxqF8yqWCzaiF5sCa3LaR0q2J0qyFr49w1rCM2rON3riT7sij5L6Y68ai
			9M6pzqqI1rOQvJp5sI9wnH1glXhbjnFVk3VZh2pQgWVLim1ShWlOeV5Fe2BGfmNJdFpBclg/kHJW
			4sOl68ur6Mep4sWq3MKq2L+o3cCm7dC08M+w5cit1cCsy7qryLepzrik07uk69G5072qvrClu66o
			u62iwK6gyrWj5M256s2yrqilpaGjq6Sisaagu6qdxLKi3ci03Mm648qyoZ6hl5iemZebo5yZrKGb
			yrKe08Gz08S628Wx4Maws6qkpqCejJGbiY6Yi4ySk5SaopqUyb65zMG8y7yy0r+xnJmbjpCWhImU
			e4SSgYaRhoiOlJGTnpiWsaKWxLq0u7Szura6vbi7xLy6wraxxrisd4COfIGLsqWb2b6lu7Gqsa6y
			q6uzq665tLO6rKmss6yrxLWqtbGztaideX6Jc3uKwa2cqqaopKSsnKGtmqKzpau4pKizoqaylp2r
			mZ2qn6CmxLCfbXmLb3iGiomMrqCVm5yilZmkipOkjJiskJyyh5GjgoWMaXaJanSEkY6RqJ6YhIyb
			fImdfIqig5GpipeslqCzdIOZeYaaZHGEdICScX6Rbn+Ya3uTkpahmpWUZHSKZniRhI6hlZCNiIeJ
			cXaBX3CHXGyCX3CIYW6CqZ6Ve32DZ3B9XWl7VWV6oJeTm5OOhIOFcXV9Ymx7ko2Mc3mFd3p/a3F8
			Xmh1VWJ1WmV1WWZ5YWp3foCEZHeQaD5wawAAAAFiS0dEAIgFHUgAAAAJcEhZcwAAHsEAAB7BAcNp
			VFMAAAAHdElNRQfZCxoHIheQv7TPAAADXklEQVR42u3SMQ0AAAzDsP7lz7f3MMyBEDnV62IBAAJA
			AAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEg
			AASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQ
			AAJAAAgAASAABIAAEAACQAAIAAEAgAUACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASA
			ABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJA
			AAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABAAAFgAgAASAABAA
			AkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgA
			ASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASA
			ABAAAkAACAABIAAEgAAQAABYAIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAA
			BIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAA
			AkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAAAGABAAJAAAgAASAABIAA
			EAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAA
			CAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAA
			BIAAEAACQAAIAAEAgAUACAABIAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAAB
			IAAEgAAQAAJAAAgAASAABIAAEAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAAAgAASAABIAA
			EAACQAAIAAEgAASAABAAAkAACAABIAAEgAAQAAJAtwHjsgKVih361AAAAABJRU5ErkJggg==
		</image>
	</surface>
</OBJECT-3D>