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              body {
        font: .875rem/1.5em sans-serif;
        color: white;
        background: black;
        padding: 2rem;
        margin: 0;
}
canvas {
        float: left;
        margin-right: 1.5em;
}
label {
        margin-right: 1.5em;
}
button {
        font: .875rem/1em sans-serif;
        color: white;
        background: transparent;
        -webkit-appearance: none;
        margin-top: 3em;
        padding: .5rem;
        border: solid thin white;
        border-radius: 1.5rem;
        cursor: pointer;
}
.configLabel {
        font-weight: bold;
}
.configLabel {
        margin-top: 1.5em;
}
            
          
!
            
              /* Global variables */
var img; // Main image, source needs to be same dimensions as canvas for drawn cells to align properly
var cellBase = 10; // Cell size base unit, used to calculate all cell sizes in even multiples of 2 so they align on the grid
var cellSize = cellBase; // Cell size, can be changed in config form
var cellShape = 'square'; // Cell shape, can be changed in config form
var cellBackground = 'black'; // Cell background color, can be changed in config form
var sizeRadio; // Cell size radio group
var shapeRadio; // Cell shape radio group
var backgroundRadio; // Cell background radio group
var resetButton; // Reset button

/* Preload assets */
function preload() {
	// Load image as base64 to avoid cross-domain issues (sorry, it's rather long)
  img = loadImage('data:image/jpeg;base64,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');
}

/* Static setup, runs once after preload */
function setup() {
  // Create canvas
  createCanvas(640, 480);
  // Display main image
  displayImage();
  // Change cursor to crosshairs
  cursor(CROSS);
  // Create config form elements
  // Instruction text
  createDiv('Draw with mouse to empixelimate kitties');
  // Cell size radios and label
  createDiv('Pixel size').addClass('configLabel');
  sizeRadio = createRadio();
  sizeRadio.option('Small');
  sizeRadio.option('Medium');
  sizeRadio.option('Large');
  // Cell shape radios and label
  createDiv('Pixel shape').addClass('configLabel');
  shapeRadio = createRadio();
  shapeRadio.option('Square');
  shapeRadio.option('Circle');
  shapeRadio.option('Star');
  shapeRadio.option('Burst');
  shapeRadio.option('Heart');
  // Cell background radios and label
  createDiv('Pixel background').addClass('configLabel');
  backgroundRadio = createRadio();
  backgroundRadio.option('Black');
  backgroundRadio.option('Gray');
  backgroundRadio.option('White');
  // Reset button
  resetButton = createButton('Reset');
  resetButton.mousePressed(resetCanvas);
  // Set config fields
  resetConfig();
}

/* Draw elements, loops continuously */
function draw() {
  // Define cell size from config form
  var sizeRadioVal = sizeRadio.value();
  switch (sizeRadioVal) {
    default:
    case 'Small':
      cellSize = cellBase;
      break;
    case 'Medium':
      cellSize = cellBase * 2;
      break;
    case 'Large':
      cellSize = cellBase * 4;
      break;
  }
  // Define cell shape from config form
  var shapeRadioVal = shapeRadio.value();
  switch (shapeRadioVal) {
    default:
    case 'Square':
      cellShape = 'square';
      break;
    case 'Circle':
      cellShape = 'circle';
      break;
    case 'Star':
      cellShape = 'star';
      break;
    case 'Burst':
      cellShape = 'burst';
      break;
    case 'Heart':
      cellShape = 'heart';
      break;
  }
  // Define cell background from config form
  var backgroundRadioVal = backgroundRadio.value();
  switch (backgroundRadioVal) {
    default:
    case 'Black':
      cellBackground = 'black';
      break;
    case 'Gray':
      cellBackground = 'gray';
      break;
    case 'White':
      cellBackground = 'white';
      break;
  }
}

/* Display main image */
function displayImage() {
  image(img, 0, 0);
}

/* Draw on mouse press */
function mousePressed() {
  drawCells();
  // Prevent browser default mouse behavior
  return false;
}

/* Draw on mouse drag */
function mouseDragged() {
  drawCells();
  // Prevent browser default mouse behavior
  return false;
}

/* Draw cells, aligned to grid */
function drawCells() {
  // Loop through cell grid
  for (var y = 0; y < height; y += cellSize) {
    for (var x = 0; x < width; x += cellSize) {
      // Measure distance from cursor to cell grid unit
      var distance = dist(mouseX, mouseY, x, y);
      // If cursor is close to a cell grid unit, draw the cell
      if (distance < cellSize) {
        // Match cell color to underlying image pixel 
        var cellColor = img.get(x, y);
        // Make the cell
        makeCell(x, y, cellColor);
      }
    }
  }
}

/* Make a single cell */
function makeCell(x, y, cellColor) {
  // Translate and rotate coordinates for polygons with center origin
  var polygonX = x + cellSize * .5;
  var polygonY = y + cellSize * .5;
  var polygonRotate = radians(-18);
  // Shape default styles
  noStroke();
  rectMode(CORNER);
  ellipseMode(CORNER);
  // Draw the cell background if cell shape isn't square (in which case it wouldn't be visible)
  if (cellShape !== 'square') {
    switch (cellBackground) {
    default:
    case 'black':
      fill(0);
      break;
    case 'gray':
      fill(140);
      break;
    case 'white':
      fill(255);
      break;
    }
    rect(x, y, cellSize, cellSize);
  }
  // Draw the main cell
  fill(cellColor);
  switch (cellShape) {
    default:
    case 'square':
      rect(x, y, cellSize, cellSize);
      break;
    case 'circle':
      ellipse(x, y, cellSize, cellSize);
      break;
    case 'star':
      push();
      translate(polygonX, polygonY);
      rotate(polygonRotate);
      star(0, 0, cellSize * .2, cellSize * .5, 5);
      pop();
      break;
    case 'burst':
      push();
      translate(polygonX, polygonY);
      rotate(polygonRotate);
      star(0, 0, cellSize * .4, cellSize * .5, 10);
      pop();
      break;
    case 'heart':
      push();
      translate(x, y);
      beginShape();
      vertex(cellSize * .5, cellSize * .3);
      bezierVertex(cellSize * .5, cellSize * -.09, cellSize, cellSize * -.09, cellSize, cellSize * .25);
      bezierVertex(cellSize, cellSize * .75, cellSize * .5, cellSize, cellSize * .5, cellSize);
      bezierVertex(cellSize * .5, cellSize, 0, cellSize * .75, 0, cellSize * .25);
      bezierVertex(0, cellSize * -.09, cellSize * .5, cellSize * -.09, cellSize * .5, cellSize * .3);
      endShape(CLOSE);
      pop();
      break;
  }
}

/* Star drawing function from https://p5js.org/examples/form-star.html */
function star(x, y, radius1, radius2, npoints) {
  var angle = TWO_PI / npoints;
  var halfAngle = angle / 2;
  beginShape();
  for (var i = 0; i < TWO_PI; i += angle) {
    var sx = x + cos(i) * radius2;
    var sy = y + sin(i) * radius2;
    vertex(sx, sy);
    sx = x + cos(i + halfAngle) * radius1;
    sy = y + sin(i + halfAngle) * radius1;
    vertex(sx, sy);
  }
  endShape(CLOSE);
}

/* Reset drawing */
function resetCanvas() {
  // Clear all canvas elements
  clear();
  // Reset config fields
  resetConfig();
  // Display main image again, since clear() removed it
  displayImage();
}

/* Reset config field values to defaults */
function resetConfig() {
  sizeRadio.value('Small');
  shapeRadio.value('Square');
  backgroundRadio.value('Black');
}
            
          
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