feat: started implementing the methods for absolute values.

cmd/test/debug.go

@@ -27,6 +27,9 @@ func (d *Debug) Draw(c *Context) {
 	keyStrs = append(keyStrs, fmt.Sprintf(
 		"absTriPos: %v", tri.AbsPosition(),
 	))
+	keyStrs = append(keyStrs, fmt.Sprintf(
+		"absTriRot: %v", gg.Degree(tri.AbsRotation()),
+	))
 
 	keys := []string{}
 	for _, k := range e.Keys() {

cmd/test/trianlge.go

@@ -15,14 +15,9 @@ func NewTri() *Tri {
 
 	ret.Triangles = gg.Triangles{
 		gg.Triangle{
-			gg.V(0, 0),
+			gg.V(0, 10),
-			gg.V(100, 100),
+			gg.V(100, 0),
-			gg.V(0, -50),
+			gg.V(0, -10),
-		},
-		gg.Triangle{
-			gg.V(0, 0),
-			gg.V(-100, -100),
-			gg.V(0, 50),
 		},
 	}
 	ret.Color = gg.Color{gg.MaxColorV, gg.MaxColorV, 0, gg.MaxColorV}

math.go

@@ -15,6 +15,10 @@ const (
 	//PiRad = Pi * Rad
 )
 
+func Degree(f Float) Float {
+	return (f/(2*Pi))*360
+}
+
 // Returns square of the value.
 func Sqr(v Float) Float {
 	return v * v

transform.go

@@ -60,13 +60,45 @@ func (t *Transform) SetAbsPosition(absPosition Vector) {
 	t.Position = absPosition.Apply(m)
 }
 
+// Get the absolute representation of the transform.
+func (t *Transform) Abs() Transform {
+	m := t.Matrix()
+	ret := Transform{}
+	ret.Position = t.Position.Apply(m)
+	ret.Rotation = t.AbsRotation()
+	return ret
+}
+
 func (t *Transform) AbsPosition() Vector {
 	return t.Position.Apply(t.Matrix())
 }
 
+func (t *Transform) AbsScale() Vector {
+	return V2(0)
+}
+
+func (t *Transform) AbsRotation() Float {
+	if t.Parent == nil {
+		return t.Rotation
+	}
+	return t.Rotation + t.Parent.GetTransform().AbsRotation()
+}
+
+func (t *Transform) Connected() bool {
+	return t.Parent != nil
+}
+
 func (t *Transform) Connect(p Transformer) {
 }
 
+func (t *Transform) Disconnect() {
+	if t.Parent == nil {
+		return
+	}
+	*t = t.Abs()
+	t.Parent = nil
+}
+
 // Returns the GeoM with corresponding
 // to the transfrom transformation.
 func (t *Transform)Matrix() *Matrix {