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Because of the problems Iâve had with the outline I came up and googled some ideas how to fix the code. I tried different things until it finally worked by combining this four functions: (if you click on the functions you will be forwarded to the documentation-website of processing)
strokeWeight()
strokeJoin()
beginShape()
curveVertex()Â
Following you will find the code of my first trial as well as my final one:
final int drawingWidth = 600;
final int drawingHeight = 600;
float d_step = 0.001;
float size = 200;
float k = 10;
void setup() {
 size(600, 600);
}
void draw() {
 if (saveOneFrame == true) {
  beginRecord(PDF, "01.09.pdf");
 }
 background(255, 255, 255);
 float centerX = drawingWidth/2;
 float centerY = drawingWidth/2;
 k = 1.0/6.0;
 for (float i = 0; i < frameCount*PI; i += d_step) {
  float x = size*cos(k*i)*cos(i);
  float y = size*cos(k*i)*sin(i);
  point(x+centerX, y+centerY);
 }
 if (saveOneFrame == true) {
  endRecord();
  saveOneFrame = false;
 }
}
void mousePressed() {
 saveOneFrame = true;
}
NEW CODE
> with the outline of the shape
import processing.pdf.*;
final int drawingWidth = 1200;
final int drawingHeight = 1200;
float size = 500;
void setup() {
 size(1200, 1200);
 background(255, 255, 255);
 // Only once
 noLoop();
}
void draw() {
 // Begin saving the PDF
 beginRecord(PDF, "01.09.2.pdf");
 // We only want the outline of the shape
 noFill();
 // Width of the line. Make it THICC in order to get a good laser cutting result..
 strokeWeight(50);
 // Don't add joins
 strokeJoin(MITER);
 // Now we can finally draw the shape
 beginShape();
 // Center point in the drawing
 float centerX = drawingWidth/2;
 float centerY = drawingWidth/2;
 // Shape of the rose; See Wikipedia
 float k = 10.0; Â
 float dis = 1.0;
 float step = 6.0;
 k = dis/step;
 float maxTheta = 12*PI;
 // How many points do we want? 100 seems to work fine
 int iters = 100;
 for (int i = 0; i < iters+3; i++) {
  int realI = i % iters;
  float theta = realI*(maxTheta/(float)iters);
  float x = size*cos(k*theta)*cos(theta);
  float y = size*cos(k*theta)*sin(theta);