@@ -64,6 +64,9 @@ function Get-Turtle {
6464 . EXAMPLE
6565 # Let's make a triangle by multiplying steps
6666 turtle ('forward', 10, 'rotate', 120 * 3)
67+ . EXAMPLE
68+ # We can also write this with a polygon
69+ turtle polygon 10 3
6770 . EXAMPLE
6871 # Let's make a series of polygons, decreasing in size
6972 turtle polygon 10 6 polygon 10 5 polygon 10 4
@@ -87,6 +90,12 @@ function Get-Turtle {
8790 $sideCount
8891 }
8992 )
93+ . EXAMPLE
94+ # We can reflect a shape by drawing it with a negative number
95+ turtle polygon 42 3 polygon -42 3
96+ . EXAMPLE
97+ # We can change the angle of reflection by rotating first
98+ turtle rotate 60 polygon 42 3 polygon -42 3
9099 . EXAMPLE
91100 # We can morph any N shapes with the same number of points.
92101 turtle square 42 morph @(
@@ -95,14 +104,23 @@ function Get-Turtle {
95104 turtle square 42
96105 )
97106 . EXAMPLE
98- # This animates the path of the turtle.
107+ # Reflections always have the same number of points.
108+ #
109+ # Morphing a shape into its reflection will zoom out, flip, and zoom back in.
110+ turtle polygon 42 6 morph @(
111+ turtle polygon -42 6
112+ turtle polygon 42 6
113+ turtle polygon -42 6
114+ )
115+ . EXAMPLE
99116 # If we want to morph a smaller shape into a bigger shape,
100- # we can duplicate more lines
117+ #
118+ # we can duplicate lines
101119 turtle polygon 21 6 morph @(
102120 turtle @('forward', 21,'backward', 21 * 3)
103121 turtle polygon 21 6
104122 turtle @('forward', 21,'backward', 21 * 3)
105- )
123+ )
106124 . EXAMPLE
107125 # We can repeat steps by multiplying arrays.
108126 # Lets repeat a hexagon three times with a rotation
@@ -304,6 +322,9 @@ function Get-Turtle {
304322 . EXAMPLE
305323 # The SierpinskiTriangle is a Fractal classic
306324 turtle SierpinskiTriangle 42 4
325+ . EXAMPLE
326+ # Let's draw two reflected Sierpinski Triangles
327+ turtle rotate 60 SierpinskiTriangle 42 4 SierpinskiTriangle -42 4
307328 . EXAMPLE
308329 # We can draw a 'Sierpinski Snowflake' with multiple Sierpinski Triangles.
309330 turtle @('rotate', 30, 'SierpinskiTriangle',42,4 * 12)
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