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The showcase player uses a modified version of Processing.js in combination with jsweet to let students program their apps in Java code while still allowing for browser support.
Content created by students is scaled to fit the showcase frame while maintaining aspect ratio and cursor position. This is why some projects may appear blurry in fullscreen, or why some small details may not be visible on a small screen
<iframe width='500px' height='400px' src='https://nest.ktbyte.com/nest#130101' allowfullscreen></iframe>
//import java.util.*; ArrayList<String> tar; PImage p; ArrayList<Point> l; Iterator<Point> itr; int in = 0; class Point{ float x; float y; color c; float b; Point(float x, float y, color c){ this.x = x; this.y = y; this.c = c; b = brightness(c); } public int hashCode(){ int prime = 31; int result = 1; result = prime*result +((int)this.x+(int)this.y+this.c+(int)this.b); return result; } public boolean equals(Point a){ float ay = a.x; ay = 10*a.y; ay = 100*hue(a.c); ay = 1000*saturation(a.c); ay = 10000*a.b; float by = this.x; by = 10*this.y; by = 100*hue(this.c); by = 1000*saturation(this.c); by = 10000*this.b; return (int)(ay - by) == 0; } } class MyComp implements Comparator<Point>{ public int compare(Point a, Point b){ if(a.b != b.b){ return (int)(100*b.b - 100*a.b); } else if ((int)saturation(a.c) != (int)saturation(b.c)){ return (int)saturation(a.c) - (int)saturation(b.c); } else if ((int)hue(a.c) != (int)hue(b.c)){ return (int)hue(a.c) - (int)hue(b.c); } else if (100*a.y != 100*b.y){ return (int)(100*a.y - 100*b.y); } else if (100*a.x != 100*b.x){ return (int)(100*a.x - 100*b.x); } else { return 1; } } } void setup(){ size(800,600); colorMode(HSB,100); tar = new ArrayList<String>(); tar.add("data:image/jpeg;base64,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"); start("https://ak0.picdn.net/shutterstock/videos/8406460/thumb/1.jpg"); /* for(Point a: l){ strokeWeight(brightness(a.c) / 10.0); stroke(a.c); point(a.x,a.y); } */ } void start(String t){ print("a"); background(50); p = loadImage(t); p.resize(0,height); image(p,0,0); l = new ArrayList<Point>(); for(float i = 0; i < width; i += 1.0){ for(float j = 0; j < height; j += 1.0){ l.add(new Point(i,j,p.get((int)i,(int)j))); } } itr = l.iterator(); print("b"); } void draw(){ if(frameCount == 1){ l = new ArrayList<Point>(); for(float i = 0; i < width; i += 1.0){ for(float j = 0; j < height; j += 1.0){ l.add(new Point(i,j,p.get((int)i,(int)j))); } } itr = l.iterator(); } for(int i = 0; i < 4000; i++){ if(itr.hasNext()){ Point a = itr.next(); strokeWeight(pow(brightness(a.c),2)*10 / 10000 + 2); stroke(a.c); point(a.x,a.y); } } } void mousePressed(){ itr = l.iterator(); } void keyPressed(){ if(key == 'a' && in < tar.size()){ in++; } if(key == 'd'){ in--; } start(tar.get(in)); }