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			P: "Color", "ColorRGB", "Color", "",0.694117647058824,0.345098039215686,0.105882352941176
		}
	}
	CollectionExclusive: 2699291170608, "DisplayLayer::wai1", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.882352941176471,0.776470588235294,0.341176470588235
		}
	}
	CollectionExclusive: 2699291169840, "DisplayLayer::wai2", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.694117647058824,0.109803921568627,0.584313725490196
		}
	}
	CollectionExclusive: 2699291168880, "DisplayLayer::wai3", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.56078431372549,0.882352941176471,0.341176470588235
		}
	}
	CollectionExclusive: 2699291171376, "DisplayLayer::wai4", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.898039215686275,0.650980392156863
		}
	}
	CollectionExclusive: 2699291171184, "DisplayLayer::wai5", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.223529411764706,0.0313725490196078,0.533333333333333
		}
	}
	CollectionExclusive: 2699291170416, "DisplayLayer::wai6", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.345098039215686,0.694117647058824,0.105882352941176
		}
	}
	CollectionExclusive: 2699291171568, "DisplayLayer::wai7", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.423529411764706,0.0313725490196078,0.533333333333333
		}
	}
	CollectionExclusive: 2699291171760, "DisplayLayer::wai8", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.341176470588235,0.882352941176471,0.56078431372549
		}
	}
	CollectionExclusive: 2699291170800, "DisplayLayer::wai9", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.690196078431373,0.101960784313725,0.101960784313725
		}
	}
	CollectionExclusive: 2699291168304, "DisplayLayer::wai10", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.894117647058823,0.83921568627451,0.6
		}
	}
	CollectionExclusive: 2699291168496, "DisplayLayer::wai11", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.894117647058823,0.6,0.72156862745098
		}
	}
	CollectionExclusive: 2699291170224, "DisplayLayer::wai12", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.529411764705882,0.231372549019608,0.0313725490196078
		}
	}
	CollectionExclusive: 2699291168688, "DisplayLayer::wai13", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.694117647058824,0.105882352941176,0.345098039215686
		}
	}
	CollectionExclusive: 2699291169264, "DisplayLayer::wai14", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.87843137254902,0.337254901960784,0.337254901960784
		}
	}
	CollectionExclusive: 2699291169456, "DisplayLayer::wai15", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.56078431372549,0.882352941176471,0.341176470588235
		}
	}
	CollectionExclusive: 2699286553264, "DisplayLayer::wai16", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.0235294117647059,0.529411764705882,0.0235294117647059
		}
	}
	CollectionExclusive: 2699286555184, "DisplayLayer::wai17", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.72156862745098,0.607843137254902,0.898039215686275
		}
	}
	CollectionExclusive: 2699286555568, "DisplayLayer::wai18", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.423529411764706,0.0313725490196078,0.533333333333333
		}
	}
	CollectionExclusive: 2699286553072, "DisplayLayer::wai19", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.6,0.894117647058823,0.6
		}
	}
	CollectionExclusive: 2699286552496, "DisplayLayer::wai20", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.894117647058823,0.83921568627451,0.6
		}
	}
	CollectionExclusive: 2699286552688, "DisplayLayer::wai21", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.835294117647059,0.603921568627451,0.898039215686275
		}
	}
	CollectionExclusive: 2699286554032, "DisplayLayer::wai22", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.694117647058824,0.105882352941176,0.345098039215686
		}
	}
	CollectionExclusive: 2699286552880, "DisplayLayer::wai23", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.0313725490196078,0.23921568627451,0.541176470588235
		}
	}
	CollectionExclusive: 2699286553456, "DisplayLayer::wai24", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.341176470588235,0.882352941176471,0.341176470588235
		}
	}
	CollectionExclusive: 2699286553648, "DisplayLayer::wai25", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.345098039215686,0.564705882352941,0.882352941176471
		}
	}
	CollectionExclusive: 2699286554416, "DisplayLayer::wai26", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.0313725490196078,0.0313725490196078,0.533333333333333
		}
	}
	CollectionExclusive: 2699286554608, "DisplayLayer::wai27", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.345098039215686,0.694117647058824,0.105882352941176
		}
	}
	CollectionExclusive: 2699286554800, "DisplayLayer::GaoDu", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.882352941176471,0.341176470588235,0.56078431372549
		}
	}
	CollectionExclusive: 2699282857280, "DisplayLayer::AQCK", "DisplayLayer" {
		Properties70:  {
			P: "Color", "ColorRGB", "Color", "",0.882352941176471,0.345098039215686,0.780392156862745
		}
	}
}

; Object connections
;------------------------------------------------------------------

Connections:  {
	
	;Model::AQCK, Model::RootNode
	C: "OO",2700749370304,0
	
	;AnimLayer::BaseLayer, AnimStack::Take 001
	C: "OO",2700998018016,2699990298704
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990301824,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990300992,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990302656,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990300784,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990296832,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990303488,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990301200,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990306816,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990305360,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990301408,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990301616,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990297040,2700998018016
	
	;AnimCurveNode::R, AnimLayer::BaseLayer
	C: "OO",2699990302032,2700998018016
	
	;Model::AQCK0, Model::AQCK
	C: "OO",2700749363728,2700749370304
	
	;Model::AQCK1, Model::AQCK
	C: "OO",2700749372496,2700749370304
	
	;Model::AQCK2, Model::AQCK
	C: "OO",2700749376880,2700749370304
	
	;Model::AQCK3, Model::AQCK
	C: "OO",2700749365920,2700749370304
	
	;Model::AQCK4, Model::AQCK
	C: "OO",2700749383456,2700749370304
	
	;Model::AQCK5, Model::AQCK
	C: "OO",2700749368112,2700749370304
	
	;Model::AQCK6, Model::AQCK
	C: "OO",2700749374688,2700749370304
	
	;Model::AQCK7, Model::AQCK
	C: "OO",2700749379072,2700749370304
	
	;Model::AQCK8, Model::AQCK
	C: "OO",2700749381264,2700749370304
	
	;Model::AQCK9, Model::AQCK
	C: "OO",2700749385648,2700749370304
	
	;Model::AQCK10, Model::AQCK
	C: "OO",2700749357152,2700749370304
	
	;Model::AQCK11, Model::AQCK
	C: "OO",2700749387840,2700749370304
	
	;Model::AQCK12, Model::AQCK
	C: "OO",2700749359344,2700749370304
	
	;Model::AQCK_Name, Model::AQCK
	C: "OO",2700749390032,2700749370304
	
	;NodeAttribute::, Model::AQCK
	C: "OO",2697630902464,2700749370304
	
	;Geometry::, Model::AQCK0
	C: "OO",2700263485776,2700749363728
	
	;Material::AQCK1, Model::AQCK0
	C: "OO",2700566494032,2700749363728
	
	;AnimCurveNode::R, Model::AQCK0
	C: "OP",2699990301824,2700749363728, "Lcl Rotation"
	
	;Geometry::, Model::AQCK1
	C: "OO",2700263477072,2700749372496
	
	;Material::AQCK1, Model::AQCK1
	C: "OO",2700566494032,2700749372496
	
	;AnimCurveNode::R, Model::AQCK1
	C: "OP",2699990300992,2700749372496, "Lcl Rotation"
	
	;Geometry::, Model::AQCK2
	C: "OO",2700263501008,2700749376880
	
	;Material::AQCK1, Model::AQCK2
	C: "OO",2700566494032,2700749376880
	
	;AnimCurveNode::R, Model::AQCK2
	C: "OP",2699990302656,2700749376880, "Lcl Rotation"
	
	;Geometry::, Model::AQCK3
	C: "OO",2700263487408,2700749365920
	
	;Material::AQCK1, Model::AQCK3
	C: "OO",2700566494032,2700749365920
	
	;AnimCurveNode::R, Model::AQCK3
	C: "OP",2699990300784,2700749365920, "Lcl Rotation"
	
	;Geometry::, Model::AQCK4
	C: "OO",2700263489040,2700749383456
	
	;Material::AQCK1, Model::AQCK4
	C: "OO",2700566494032,2700749383456
	
	;AnimCurveNode::R, Model::AQCK4
	C: "OP",2699990296832,2700749383456, "Lcl Rotation"
	
	;Geometry::, Model::AQCK5
	C: "OO",2700263502640,2700749368112
	
	;Material::AQCK1, Model::AQCK5
	C: "OO",2700566494032,2700749368112
	
	;AnimCurveNode::R, Model::AQCK5
	C: "OP",2699990303488,2700749368112, "Lcl Rotation"
	
	;Geometry::, Model::AQCK6
	C: "OO",2700263503184,2700749374688
	
	;Material::AQCK1, Model::AQCK6
	C: "OO",2700566494032,2700749374688
	
	;AnimCurveNode::R, Model::AQCK6
	C: "OP",2699990301200,2700749374688, "Lcl Rotation"
	
	;Geometry::, Model::AQCK7
	C: "OO",2700263503728,2700749379072
	
	;Material::AQCK1, Model::AQCK7
	C: "OO",2700566494032,2700749379072
	
	;AnimCurveNode::R, Model::AQCK7
	C: "OP",2699990306816,2700749379072, "Lcl Rotation"
	
	;Geometry::, Model::AQCK8
	C: "OO",2700263489584,2700749381264
	
	;Material::AQCK1, Model::AQCK8
	C: "OO",2700566494032,2700749381264
	
	;AnimCurveNode::R, Model::AQCK8
	C: "OP",2699990305360,2700749381264, "Lcl Rotation"
	
	;Geometry::, Model::AQCK9
	C: "OO",2700263481968,2700749385648
	
	;Material::AQCK1, Model::AQCK9
	C: "OO",2700566494032,2700749385648
	
	;AnimCurveNode::R, Model::AQCK9
	C: "OP",2699990301408,2700749385648, "Lcl Rotation"
	
	;Geometry::, Model::AQCK10
	C: "OO",2700263490128,2700749357152
	
	;Material::AQCK1, Model::AQCK10
	C: "OO",2700566494032,2700749357152
	
	;AnimCurveNode::R, Model::AQCK10
	C: "OP",2699990301616,2700749357152, "Lcl Rotation"
	
	;Geometry::, Model::AQCK11
	C: "OO",2700263477616,2700749387840
	
	;Material::AQCK1, Model::AQCK11
	C: "OO",2700566494032,2700749387840
	
	;AnimCurveNode::R, Model::AQCK11
	C: "OP",2699990297040,2700749387840, "Lcl Rotation"
	
	;Geometry::, Model::AQCK12
	C: "OO",2700263504816,2700749359344
	
	;Material::AQCK1, Model::AQCK12
	C: "OO",2700566494032,2700749359344
	
	;AnimCurveNode::R, Model::AQCK12
	C: "OP",2699990302032,2700749359344, "Lcl Rotation"
	
	;Geometry::, Model::AQCK_Name
	C: "OO",2700263492304,2700749390032
	
	;Material::ShiWai_wenzi, Model::AQCK_Name
	C: "OO",2700566476752,2700749390032
	
	;Texture::Map #56, Material::ShiWai_wenzi
	C: "OP",2700566491632,2700566476752, "DiffuseColor"
	
	;Texture::Map #57, Material::ShiWai_wenzi
	C: "OP",2700566474832,2700566476752, "TransparentColor"
	
	;Video::Map #56, Texture::Map #56
	C: "OO",2700566493552,2700566491632
	
	;Video::Map #57, Texture::Map #57
	C: "OO",2700566488272,2700566474832
	
	;Model::AQCK_Name, DisplayLayer::AQCK
	C: "OO",2700749390032,2699282857280
	
	;Model::AQCK12, DisplayLayer::AQCK
	C: "OO",2700749359344,2699282857280
	
	;Model::AQCK11, DisplayLayer::AQCK
	C: "OO",2700749387840,2699282857280
	
	;Model::AQCK10, DisplayLayer::AQCK
	C: "OO",2700749357152,2699282857280
	
	;Model::AQCK9, DisplayLayer::AQCK
	C: "OO",2700749385648,2699282857280
	
	;Model::AQCK8, DisplayLayer::AQCK
	C: "OO",2700749381264,2699282857280
	
	;Model::AQCK7, DisplayLayer::AQCK
	C: "OO",2700749379072,2699282857280
	
	;Model::AQCK6, DisplayLayer::AQCK
	C: "OO",2700749374688,2699282857280
	
	;Model::AQCK5, DisplayLayer::AQCK
	C: "OO",2700749368112,2699282857280
	
	;Model::AQCK4, DisplayLayer::AQCK
	C: "OO",2700749383456,2699282857280
	
	;Model::AQCK3, DisplayLayer::AQCK
	C: "OO",2700749365920,2699282857280
	
	;Model::AQCK2, DisplayLayer::AQCK
	C: "OO",2700749376880,2699282857280
	
	;Model::AQCK1, DisplayLayer::AQCK
	C: "OO",2700749372496,2699282857280
	
	;Model::AQCK0, DisplayLayer::AQCK
	C: "OO",2700749363728,2699282857280
	
	;Model::AQCK, DisplayLayer::AQCK
	C: "OO",2700749370304,2699282857280
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755936992,2699990301824, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755930112,2699990301824, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755935232,2699990301824, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755937152,2699990300992, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755933472,2699990300992, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755933952,2699990300992, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755932192,2699990302656, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755928192,2699990302656, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755927392,2699990302656, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755945312,2699990300784, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755943872,2699990300784, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755941792,2699990300784, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755946592,2699990296832, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755939072,2699990296832, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755947552,2699990296832, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755945472,2699990303488, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755940032,2699990303488, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755937792,2699990303488, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755943232,2699990301200, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755938592,2699990301200, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755944192,2699990301200, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755946272,2699990306816, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755941472,2699990306816, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755941952,2699990306816, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755944672,2699990305360, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755945152,2699990305360, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755942272,2699990305360, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755944512,2699990301408, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755946912,2699990301408, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755937472,2699990301408, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755938912,2699990301616, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755941312,2699990301616, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755939552,2699990301616, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755953152,2699990297040, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755953312,2699990297040, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755951232,2699990297040, "d|Z"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755950912,2699990302032, "d|X"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755956192,2699990302032, "d|Y"
	
	;AnimCurve::, AnimCurveNode::R
	C: "OP",2700755949952,2699990302032, "d|Z"
}
;Takes section
;----------------------------------------------------

Takes:  {
	Current: ""
	Take: "Take 001" {
		FileName: "Take_001.tak"
		LocalTime: 0,153953860000
		ReferenceTime: 0,153953860000
	}
}