Integrating LW flowgraph in my app

[Vida Marcell]

Hi everyone, im planning a software similar to Naturalmotion morpheme, so the main point is to make creating 3d peoples easyer. now i will need a 3d viewport, and a flowgraph, here is the example:

So the only question is, how can i use the leadwerks flowgraph in my software

i will use leadwerks and uak.

[Vida Marcell]

Also backstory, some mobile game makers brought this middleware. maybe is im going to be more experienced, i will make a software like this, but it will require mocap and other various ****

[Josh]

The flowgraph code is part of the editor, not part of the engine API, but it's using bezier curves and the regular line-drawing routines.

	Method InterpolateCurve(f:Float,x0:Int,y0:Int,x1:Int,y1:Int, px:Float Var,py:Float Var)
		Local curve:Float
		Local m:Float
		Local dx:Float = x1-x0
		Local dy:Float = y1-y0
		m=Sqr(dx*dx+dy*dy)
		curve = m*0.5
		calcbezier f,x0,y0,x0+curve,y0,x1,y1,x1-curve,y1,px,py
	EndMethod
	
	Function CalcBezier(f#,x1:Float,y1:Float,vx1:Float,vy1:Float,x2:Float,y2:Float,vx2:Float,vy2:Float,px# Var ,py# Var)
		Local t:Float,lx:Float,ly:Float
		Local pointx:Float,pointy:Float
		Local steps:Float=20
		'For Local i:Int=0 To steps+1't#=0 To 1 Step 0.25'0.05
			't=1.0/(steps+1)*Float(i)
			t=f
			pointx# = x1*(1.0-t)^3.0 + 3.0*vx1*(1.0-t)^2.0*t + 3.0*vx2*(1.0-t)*t^2.0 + x2*t^3.0
			pointy# = y1*(1.0-t)^3.0 + 3.0*vy1*(1.0-t)^2.0*t + 3.0*vy2*(1.0-t)*t^2.0 + y2*t^3.0
			px=pointx
			py=pointy
		'Next
	EndFunction		
		
	Method DrawCurve(x0:Int,y0:Int,x1:Int,y1:Int)
		Local curve:Float
		Local m:Float
		Local dx:Float = x1-x0
		Local dy:Float = y1-y0
		m=Sqr(dx*dx+dy*dy)
		curve = m*0.5
		drawbezier x0,y0,x0+curve,y0,x1,y1,x1-curve,y1
	EndMethod

 

[Vida Marcell]

7 hours ago, Josh said:

The flowgraph code is part of the editor, not part of the engine API, but it's using bezier curves and the regular line-drawing routines.

	Method InterpolateCurve(f:Float,x0:Int,y0:Int,x1:Int,y1:Int, px:Float Var,py:Float Var)
		Local curve:Float
		Local m:Float
		Local dx:Float = x1-x0
		Local dy:Float = y1-y0
		m=Sqr(dx*dx+dy*dy)
		curve = m*0.5
		calcbezier f,x0,y0,x0+curve,y0,x1,y1,x1-curve,y1,px,py
	EndMethod
	
	Function CalcBezier(f#,x1:Float,y1:Float,vx1:Float,vy1:Float,x2:Float,y2:Float,vx2:Float,vy2:Float,px# Var ,py# Var)
		Local t:Float,lx:Float,ly:Float
		Local pointx:Float,pointy:Float
		Local steps:Float=20
		'For Local i:Int=0 To steps+1't#=0 To 1 Step 0.25'0.05
			't=1.0/(steps+1)*Float(i)
			t=f
			pointx# = x1*(1.0-t)^3.0 + 3.0*vx1*(1.0-t)^2.0*t + 3.0*vx2*(1.0-t)*t^2.0 + x2*t^3.0
			pointy# = y1*(1.0-t)^3.0 + 3.0*vy1*(1.0-t)^2.0*t + 3.0*vy2*(1.0-t)*t^2.0 + y2*t^3.0
			px=pointx
			py=pointy
		'Next
	EndFunction		
		
	Method DrawCurve(x0:Int,y0:Int,x1:Int,y1:Int)
		Local curve:Float
		Local m:Float
		Local dx:Float = x1-x0
		Local dy:Float = y1-y0
		m=Sqr(dx*dx+dy*dy)
		curve = m*0.5
		drawbezier x0,y0,x0+curve,y0,x1,y1,x1-curve,y1
	EndMethod

 

I know that, that is why i was asking, so thanks Josh