diff --git a/README.md b/README.md
index 98100c4..f7c6f29 100644
--- a/README.md
+++ b/README.md
@@ -74,7 +74,8 @@ The library files are as follows:
   - [`transforms.scad`](https://github.com/revarbat/BOSL2/wiki/transforms.scad): The most commonly used transformations, manipulations, and shortcuts are in this file.
   - [`attachments.scad`](https://github.com/revarbat/BOSL2/wiki/attachments.scad): Modules and functions to enable attaching parts together.
   - [`primitives.scad`](https://github.com/revarbat/BOSL2/wiki/primitives.scad): Enhanced replacements for `cube()`, `cylinder()`, and `sphere()`.
-  - [`shapes.scad`](https://github.com/revarbat/BOSL2/wiki/shapes.scad): Common useful shapes and structured objects.
+  - [`shapes.scad`](https://github.com/revarbat/BOSL2/wiki/shapes.scad): Common useful 3D shapes and structured objects.
+  - [`shapes2d.scad`](https://github.com/revarbat/BOSL2/wiki/shapes2d.scad): Common useful 2D shapes and drawing helpers.
   - [`masks.scad`](https://github.com/revarbat/BOSL2/wiki/masks.scad): Shapes that are useful for masking with `difference()` and `intersect()`.
   - [`threading.scad`](https://github.com/revarbat/BOSL2/wiki/threading.scad): Modules to make triangular and trapezoidal threaded rods and nuts.
   - [`paths.scad`](https://github.com/revarbat/BOSL2/wiki/paths.scad): Functions and modules to work with arbitrary 3D paths.
diff --git a/shapes2d.scad b/shapes2d.scad
new file mode 100644
index 0000000..07c9882
--- /dev/null
+++ b/shapes2d.scad
@@ -0,0 +1,526 @@
+//////////////////////////////////////////////////////////////////////
+// LibFile: shapes2d.scad
+//   Common useful 2D shapes.
+//   To use, add the following lines to the beginning of your file:
+//   ```
+//   include <BOSL2/std.scad>
+//   ```
+//////////////////////////////////////////////////////////////////////
+
+
+// Section: 2D Drawing Helpers
+
+// Module: stroke()
+// Usage:
+//   stroke(path, width, [endcap], [close]);
+// Description:
+//   Draws a 2D line path with a given line thickness.
+// Arguments:
+//   path = The 2D path to draw along.
+//   width = The width of the line to draw.
+//   endcaps = If true, draw round endcaps at the ends of the line.
+//   close = If true, draw an additional line from the end of the path to the start.
+// Example(2D):
+//   path = [[0,100], [100,100], [200,0], [100,-100], [100,0]];
+//   stroke(path, width=10, endcaps=false);
+// Example(2D):
+//   path = [[0,100], [100,100], [200,0], [100,-100], [100,0]];
+//   stroke(path, width=20, endcaps=true);
+// Example(2D):
+//   path = [[0,100], [100,100], [200,0], [100,-100], [100,0]];
+//   stroke(path, width=20, endcaps=true, close=true);
+module stroke(path, width=1, endcaps=true, close=false)
+{
+	$fn = quantup(segs(width/2),4);
+	path = close? concat(path,[path[0]]) : path;
+	segments = pair(path);
+	segpairs = pair(segments);
+
+	// Line segments
+	for (seg = segments) {
+		delt = seg[1] - seg[0];
+		translate(seg[0])
+			rot(from=BACK,to=delt)
+				left(width/2)
+					square([width, norm(delt)], center=false);
+	}
+
+	// Joints
+	for (segpair = segpairs) {
+		seg1 = segpair[0];
+		seg2 = segpair[1];
+		delt1 = seg1[1] - seg1[0];
+		delt2 = seg2[1] - seg2[0];
+		hull() {
+			translate(seg1[1])
+				rot(from=BACK,to=delt1)
+					circle(d=width);
+			translate(seg2[0])
+				rot(from=BACK,to=delt2)
+					circle(d=width);
+		}
+	}
+
+	// Endcaps
+	if (endcaps) {
+		seg1 = segments[0];
+		delt1 = seg1[1] - seg1[0];
+		translate(seg1[0])
+			rot(from=BACK, to=delt1)
+				circle(d=width);
+		seg2 = select(segments,-1);
+		delt2 = seg2[1] - seg2[0];
+		translate(seg2[1])
+			rot(from=BACK, to=delt2)
+				circle(d=width);
+	}
+}
+
+
+// Section: 2D Shapes
+
+
+// Function: pie_slice2d()
+// Usage:
+//   pie_slice2d(r|d, ang);
+// Description:
+//   Returns the 2D path for a "pie" slice of a circle.
+// Arguments:
+//   r = The radius of the circle to get a slice of.
+//   d = The diameter of the circle to get a slice of.
+//   ang = The angle of the arc of the pie slice.
+// Examples(2D):
+//   stroke(close=true, pie_slice2d(r=50,ang=30));
+//   stroke(close=true, pie_slice2d(d=100,ang=45));
+//   stroke(close=true, pie_slice2d(d=40,ang=120));
+//   stroke(close=true, pie_slice2d(d=40,ang=240));
+function pie_slice2d(r=undef, d=undef, ang=30) =
+	let(
+		r = get_radius(r=r, d=d, dflt=10),
+		sides = ceil(segs(r)*ang/360)
+	) concat(
+		[[0,0]],
+		[for (i=[0:sides]) let(a=i*ang/sides) r*[cos(a),sin(a)]]
+	);
+
+
+// Module: pie_slice2d()
+// Usage:
+//   pie_slice2d(r|d, ang);
+// Description:
+//   Creates a 2D "pie" slice of a circle.
+// Arguments:
+//   r = The radius of the circle to get a slice of.
+//   d = The diameter of the circle to get a slice of.
+//   ang = The angle of the arc of the pie slice.
+// Examples(2D):
+//   pie_slice2d(r=50,arc=30);
+//   pie_slice2d(d=100,arc=45);
+//   pie_slice2d(d=40,arc=120);
+//   pie_slice2d(d=40,arc=240);
+module pie_slice2d(r=undef, d=undef, ang=30) {
+	pts = pie_slice2d(r=r, d=d, ang=ang);
+	polygon(pts);
+}
+
+
+// Function: trapezoid()
+// Usage:
+//   trapezoid(h, w1, w2);
+// Description:
+//   Returns a 2D path for a trapezoid with parallel front and back sides.
+// Arguments:
+//   h = The Y axis height of the trapezoid.
+//   w1 = The X axis width of the front end of the trapezoid.
+//   w2 = The X axis width of the back end of the trapezoid.
+// Examples(2D):
+//   stroke(close=true, trapezoid(h=30, w1=40, w2=20));
+//   stroke(close=true, trapezoid(h=30, w1=20, w2=30));
+//   stroke(close=true, trapezoid(h=30, w1=30, w2=0));
+function trapezoid(h, w1, w2) =
+	[[-w1/2,-h/2], [-w2/2,h/2], [w2/2,h/2], [w1/2,-h/2]];
+
+
+// Module: trapezoid()
+// Usage:
+//   trapezoid(h, w1, w2);
+// Description:
+//   Returns a 2D trapezoid with parallel front and back sides.
+// Arguments:
+//   h = The Y axis height of the trapezoid.
+//   w1 = The X axis width of the front end of the trapezoid.
+//   w2 = The X axis width of the back end of the trapezoid.
+// Examples(2D):
+//   trapezoid(h=30, w1=40, w2=20);
+//   trapezoid(h=25, w1=20, w2=35);
+//   trapezoid(h=20, w1=40, w2=0);
+module trapezoid(h, w1, w2)
+	polygon(trapezoid(h=h, w1=w1, w2=w2));
+
+
+// Function: regular_ngon();
+// Usage:
+//   regular_ngon(n, or|od, [realign]);
+//   regular_ngon(n, ir|id, [realign]);
+//   regular_ngon(n, side, [realign]);
+// Description:
+//   Returns a 2D path for a regular N-sided polygon.
+// Arguments:
+//   n = The number of sides.
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): Hexagons by Outer Size
+//   stroke(close=true, regular_ngon(n=6, or=30));
+//   stroke(close=true, regular_ngon(n=6, od=60));
+// Example(2D): Pentagon by Inner Size
+//   stroke(close=true, regular_ngon(n=5, ir=30));
+//   stroke(close=true, regular_ngon(n=5, id=60));
+// Examples(2D): Octagon by Side Length
+//   stroke(close=true, regular_ngon(n=8, side=20));
+function regular_ngon(n=6, or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false) =
+	let(
+		sc = 1/cos(180/n),
+		r = get_radius(r1=ir*sc, r=or, d1=id*sc, d=od, dflt=side/2/sin(180/n)),
+		offset = 90 + (realign? (180/n) : 0)
+	) [for (a=[0:360/n:360-EPSILON]) r*[cos(a+offset),sin(a+offset)]];
+
+
+// Module: regular_ngon();
+// Usage:
+//   regular_ngon(n, or|od, [realign]);
+//   regular_ngon(n, ir|id, [realign]);
+//   regular_ngon(n, side, [realign]);
+// Description:
+//   Created a 2D regular N-sided polygon.
+// Arguments:
+//   n = The number of sides.
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): Hexagons by Outer Size
+//   regular_ngon(n=6, or=30);
+//   regular_ngon(n=6, od=60);
+// Example(2D): Pentagon by Inner Size
+//   regular_ngon(n=5, ir=30);
+//   regular_ngon(n=5, id=60);
+// Examples(2D): Octagon by Side Length
+//   regular_ngon(n=8, side=20);
+module regular_ngon(n=6, or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false)
+	polygon(regular_ngon(n=n,or=or,od=od,ir=ir,id=id,side=side,realign=realign));
+
+
+// Function: pentagon();
+// Usage:
+//   pentagon(or|od, [realign]);
+//   pentagon(ir|id, [realign];
+//   pentagon(side, [realign];
+// Description:
+//   Returns a 2D path for a regular pentagon.
+// Arguments:
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): By Outer Size
+//   stroke(close=true, pentagon(or=30));
+//   stroke(close=true, pentagon(od=60));
+// Example(2D): By Inner Size
+//   stroke(close=true, pentagon(ir=30));
+//   stroke(close=true, pentagon(id=60));
+// Examples(2D): Pentagon by Side Length
+//   stroke(close=true, pentagon(side=20));
+function pentagon(or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false) =
+	regular_ngon(n=5, or=or, od=od, ir=ir, id=id, side=side, realign=realign);
+
+
+// Module: pentagon();
+// Usage:
+//   pentagon(or, od, ir, id, side);
+// Description:
+//   Creates a 2D regular pentagon.
+// Arguments:
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): By Outer Size
+//   pentagon(or=30);
+//   pentagon(od=60);
+// Example(2D): By Inner Size
+//   pentagon(ir=30);
+//   pentagon(id=60);
+// Examples(2D): Pentagon by Side Length
+//   pentagon(side=20);
+module pentagon(or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false)
+	polygon(pentagon(or=or, od=od, ir=ir, id=id, side=side, realign=realign));
+
+
+// Function: hexagon();
+// Usage:
+//   hexagon(or, od, ir, id, side);
+// Description:
+//   Returns a 2D path for a regular hexagon.
+// Arguments:
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): By Outer Size
+//   stroke(close=true, hexagon(or=30));
+//   stroke(close=true, hexagon(od=60));
+// Example(2D): By Inner Size
+//   stroke(close=true, hexagon(ir=30));
+//   stroke(close=true, hexagon(id=60));
+// Examples(2D): Pentagon by Side Length
+//   stroke(close=true, hexagon(side=20));
+function hexagon(or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false) =
+	regular_ngon(n=6, or=or, od=od, ir=ir, id=id, side=side, realign=realign);
+
+
+// Module: hexagon();
+// Usage:
+//   hexagon(or, od, ir, id, side);
+// Description:
+//   Creates a regular 2D hexagon.
+// Arguments:
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): By Outer Size
+//   hexagon(or=30);
+//   hexagon(od=60);
+// Example(2D): By Inner Size
+//   hexagon(ir=30);
+//   hexagon(id=60);
+// Examples(2D): Pentagon by Side Length
+//   hexagon(side=20);
+module hexagon(or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false)
+	polygon(hexagon(or=or, od=od, ir=ir, id=id, side=side, realign=realign));
+
+
+// Function: octagon();
+// Usage:
+//   octagon(or, od, ir, id, side);
+// Description:
+//   Returns a 2D path for a regular octagon.
+// Arguments:
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): By Outer Size
+//   stroke(close=true, octagon(or=30));
+//   stroke(close=true, octagon(od=60));
+// Example(2D): By Inner Size
+//   stroke(close=true, octagon(ir=30));
+//   stroke(close=true, octagon(id=60));
+// Examples(2D): Pentagon by Side Length
+//   stroke(close=true, octagon(side=20));
+function octagon(or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false) =
+	regular_ngon(n=8, or=or, od=od, ir=ir, id=id, side=side, realign=realign);
+
+
+// Module: octagon();
+// Usage:
+//   octagon(or, od, ir, id, side);
+// Description:
+//   Creates a 2D regular octagon.
+// Arguments:
+//   or = Outside radius, at points.
+//   od = Outside diameter, at points.
+//   ir = Inside radius, at center of sides.
+//   id = Inside diameter, at center of sides.
+//   side = Length of each side.
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, the midpoint of a side is aligned with the Y+ axis.  Default: false
+// Example(2D): By Outer Size
+//   octagon(or=30);
+//   octagon(od=60);
+// Example(2D): By Inner Size
+//   octagon(ir=30);
+//   octagon(id=60);
+// Examples(2D): By Side Length
+//   octagon(side=20);
+// Examples(2D): Realigned
+//   octagon(side=20, realign=false);
+module octagon(or=undef, od=undef, ir=undef, id=undef, side=undef, realign=false)
+	polygon(octagon(or=or, od=od, ir=ir, id=id, side=side, realign=realign));
+
+
+// Function: glued_circles()
+// Usage:
+//   glued_circles(r|d, spread, tangent);
+// Description:
+//   Returns a 2D path forming a shape of two circles joined by curved waist.
+// Arguments:
+//   r = The radius of the end circles.
+//   d = The diameter of the end circles.
+//   spread = The distance between the centers of the end circles.
+//   tangent = The angle in degrees of the tangent point for the joining arcs, measured away from the Y axis.
+// Examples(2D):
+//   stroke(close=true, glued_circles(r=15, spread=40, tangent=45));
+//   stroke(close=true, glued_circles(d=30, spread=30, tangent=30));
+//   stroke(close=true, glued_circles(d=30, spread=30, tangent=15));
+//   stroke(close=true, glued_circles(d=30, spread=30, tangent=-30));
+function glued_circles(r=undef, d=undef, spread=10, tangent=30) =
+	let(
+		r = get_radius(r=r, d=d, dflt=10),
+		r2 = (spread/2 / sin(tangent)) - r,
+		cp1 = [spread/2, 0],
+		cp2 = [0, (r+r2)*cos(tangent)],
+		sa1 = 90-tangent,
+		ea1 = 270+tangent,
+		lobearc = ea1-sa1,
+		lobesegs = floor(segs(r)*lobearc/360),
+		lobestep = lobearc / lobesegs,
+		sa2 = 270-tangent,
+		ea2 = 270+tangent,
+		subarc = ea2-sa2,
+		arcsegs = ceil(segs(r2)*abs(subarc)/360),
+		arcstep = subarc / arcsegs
+	) concat(
+		[for (i=[0:lobesegs]) let(a=sa1+i*lobestep)     r  * [cos(a),sin(a)] - cp1],
+		tangent==0? [] : [for (i=[0:arcsegs])  let(a=ea2-i*arcstep+180)  r2 * [cos(a),sin(a)] - cp2],
+		[for (i=[0:lobesegs]) let(a=sa1+i*lobestep+180) r  * [cos(a),sin(a)] + cp1],
+		tangent==0? [] : [for (i=[0:arcsegs])  let(a=ea2-i*arcstep)      r2 * [cos(a),sin(a)] + cp2]
+	);
+
+
+// Module: glued_circles()
+// Usage:
+//   glued_circles(r|d, spread, tangent);
+// Description:
+//   Creates a 2D shape of two circles joined by curved waist.
+// Arguments:
+//   r = The radius of the end circles.
+//   d = The diameter of the end circles.
+//   spread = The distance between the centers of the end circles.
+//   tangent = The angle in degrees of the tangent point for the joining arcs, measured away from the Y axis.
+// Examples(2D):
+//   glued_circles(r=15, spread=40, tangent=45);
+//   glued_circles(d=30, spread=30, tangent=30);
+//   glued_circles(d=30, spread=30, tangent=15);
+//   glued_circles(d=30, spread=30, tangent=-30);
+module glued_circles(r=undef, d=undef, spread=10, tangent=30)
+	polygon(glued_circles(r=r, d=d, spread=spread, tangent=tangent));
+
+
+// Function: star()
+// Usage:
+//   star(n, r|d, ir|id|step, [realign]);
+// Description:
+//   Returns the path needed to create a star polygon with N points.
+// Arguments:
+//   n = The number of stellate tips on the star.
+//   r = The radius to the tips of the star.
+//   d = The diameter to the tips of the star.
+//   ir = The radius to the inner corners of the star.
+//   id = The diameter to the inner corners of the star.
+//   step = Calculates the radius of the inner star corners by virtually drawing a straight line `step` tips around the star.  2 <= step < n/2
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, an inner corner is aligned with the Y+ axis.  Default: false
+// Examples(2D):
+//   stroke(close=true, star(n=5, r=50, ir=25));
+//   stroke(close=true, star(n=5, r=50, step=2));
+//   stroke(close=true, star(n=7, r=50, step=2));
+//   stroke(close=true, star(n=7, r=50, step=3));
+function star(n, r, d, ir, id, step, realign=false) =
+	let(
+		r = get_radius(r=r, d=d),
+		count = len(remove_undefs([ir,id,step])),
+		stepOK = is_undef(step) || (step>1 && step<n/2)
+	)
+	assert(count==1, "Must specify exactly one of ir, id, step")
+	assert(stepOK, str("Parameter 'step' must be between 2 and ",floor(n/2)," for ",n," point star"))
+	let(
+		stepr = is_undef(step)? r : r*cos(180*step/n)/cos(180*(step-1)/n),
+		ir = get_radius(r=ir, d=id, dflt=stepr),
+		offset = 90+(realign? 180/n : 0)
+	)
+	[for(i=[0:2*n-1]) let(theta=180*i/n+offset, radius=(i%2)?ir:r) radius*[cos(theta), sin(theta)]];
+
+
+// Module: star()
+// Usage:
+//   star(n, r|d, ir|id|step, [realign]);
+// Description:
+//   Creates a star polygon with N points.
+// Arguments:
+//   n = The number of stellate tips on the star.
+//   r = The radius to the tips of the star.
+//   d = The diameter to the tips of the star.
+//   ir = The radius to the inner corners of the star.
+//   id = The diameter to the inner corners of the star.
+//   step = Calculates the radius of the inner star corners by virtually drawing a straight line `step` tips around the star.  2 <= step < n/2
+//   realign = If false, a tip is aligned with the Y+ axis.  If true, an inner corner is aligned with the Y+ axis.  Default: false
+// Examples(2D):
+//   star(n=5, r=50, ir=25);
+//   star(n=5, r=50, step=2);
+//   star(n=7, r=50, step=2);
+//   star(n=7, r=50, step=3);
+module star(n, r, d, ir, id, step, realign=false)
+	polygon(star(n=n, r=r, d=d, ir=ir, id=id, step=step, realign=realign));
+
+
+function _superformula(theta,m1,m2,n1,n2=1,n3=1,a=1,b=1) =
+	pow(pow(abs(cos(m1*theta/4)/a),n2)+pow(abs(sin(m2*theta/4)/b),n3),-1/n1);
+
+// Function: superformula_shape()
+// Usage:
+//   superformula_shape(step,m1,m2,n1,n2,n3,[a],[b]);
+// Description:
+//   Returns a 2D path for the outline of the [Superformula](https://en.wikipedia.org/wiki/Superformula) shape.
+// Arguments:
+//   step = The angle step size for sampling the superformula shape.  Smaller steps are slower but more accurate.
+//   scale = The scaling multiplier for the size of the shape.
+//   m1 = The m1 argument for the superformula.
+//   m2 = The m2 argument for the superformula.
+//   n1 = The n1 argument for the superformula.
+//   n2 = The n2 argument for the superformula.
+//   n3 = The n3 argument for the superformula.
+//   a = The a argument for the superformula.
+//   b = The b argument for the superformula.
+// Example(2D):
+//   stroke(close=true, superformula_shape(step=0.5,scale=100,m1=16,m2=16,n1=0.5,n2=0.5,n3=16));
+function superformula_shape(step=0.5,scale=1,m1,m2,n1,n2=1,n3=1,a=1,b=1) =
+	[for (a=[0:step:360]) let(r=scale*_superformula(theta=a,m1=m1,m2=m2,n1=n1,n2=n2,n3=n3)) r*[cos(a),sin(a)]];
+
+
+// Module: superformula_shape()
+// Usage:
+//   superformula_shape(step,m1,m2,n1,n2,n3,[a],[b]);
+// Description:
+//   Creates a 2D object for the [Superformula](https://en.wikipedia.org/wiki/Superformula) shape.
+// Arguments:
+//   step = The angle step size for sampling the superformula shape.  Smaller steps are slower but more accurate.
+//   scale = The scaling multiplier for the size of the shape.
+//   m1 = The m1 argument for the superformula.
+//   m2 = The m2 argument for the superformula.
+//   n1 = The n1 argument for the superformula.
+//   n2 = The n2 argument for the superformula.
+//   n3 = The n3 argument for the superformula.
+//   a = The a argument for the superformula.
+//   b = The b argument for the superformula.
+// Example(2D):
+//   superformula_shape(step=0.5,scale=100,m1=16,m2=16,n1=0.5,n2=0.5,n3=16);
+module superformula_shape(step=0.5,scale=1,m1,m2,n1,n2=1,n3=1,a=1,b=1)
+	polygon(superformula_shape(step=step,scale=scale,m1=m1,m2=m2,n1=n1,n2=n2,n3=n3,a=a,b=b));
+
+
+// vim: noexpandtab tabstop=4 shiftwidth=4 softtabstop=4 nowrap
diff --git a/std.scad b/std.scad
index 8aec3fd..7ec7842 100644
--- a/std.scad
+++ b/std.scad
@@ -22,6 +22,7 @@ include <attachments.scad>
 include <transforms.scad>
 include <primitives.scad>
 include <shapes.scad>
+include <shapes2d.scad>
 include <masks.scad>