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moving_puzzle.html
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<!DOCTYPE html>
<html>
<head>
<title>Jigsaw Puzzle</title>
<script>
const MESSAGE = ['The Standard Model'] // one to three phrases allowed
const PIECES = 50
const HOVER_TINT = '#009900'
const IMAGE = 'data:image/jpeg;base64, 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'
const img = new Image()
img.addEventListener('load', onImage, false)
function init () { img.src = IMAGE }
const pieces = []
let currentPiece; let currentDropPiece
let puzzleWidth; let puzzleHeight
let pieceWidth; let pieceHeight
let canvas; let stage
function paintPuzzle (grid, skip) {
stage.globalAlpha = 1
stage.clearRect(0, 0, puzzleWidth, puzzleHeight)
pieces.forEach ((piece) => {
if (piece === skip) return
stage.drawImage(img, piece.sx, piece.sy, pieceWidth, pieceHeight, piece.x, piece.y, pieceWidth, pieceHeight)
if (grid) stage.strokeRect(piece.x, piece.y, pieceWidth, pieceHeight)
})
}
function paintMovingPiece (piece, x, y) {
stage.clearRect(piece.x, piece.y, pieceWidth, pieceHeight)
stage.globalAlpha = 0.7
stage.drawImage(img, piece.sx, piece.sy, pieceWidth, pieceHeight, x, y, pieceWidth, pieceHeight)
stage.strokeRect(x, y, pieceWidth, pieceHeight)
}
function onImage (e) {
let height
const width = Math.floor(Math.sqrt(PIECES * img.width / img.height))
if (isNaN(width) || width < 1 || (height = Math.floor(PIECES / width)) < 1) { alert('PIECES too small'); return }
pieceWidth = Math.floor(img.width / width)
pieceHeight = Math.floor(img.height / height)
puzzleWidth = pieceWidth * width
puzzleHeight = pieceHeight * height
canvas = document.getElementById('canvas')
canvas.width = puzzleWidth
canvas.height = puzzleHeight
canvas.style.border = '1px solid black'
stage = canvas.getContext('2d')
for (let i = 0; i < width * height; i++) { // start coordinates
pieces.push({ sx: (i % width) * pieceWidth, sy: Math.floor(i / width) * pieceHeight })
}
for (let i = pieces.length - 1; i > 0 ; i--) { // shuffle
const j = Math.floor(Math.random() * (i + 1))
const tmp = pieces[i]
pieces[i] = pieces[j]
pieces[j] = tmp
}
for (let i = 0; i < pieces.length; i++){ // new coordinates
const piece = pieces[i]
piece.x = (i % width) * pieceWidth
piece.y = Math.floor(i / width) * pieceHeight
}
paintPuzzle(true)
document.onmousedown = onMouse
}
function onMouse () {
document.onmousedown = null
let i = 0
moveAll()
function moveAll () {
if (i === pieces.length) return
currentPiece = pieces[i++]
if (currentPiece.sx === currentPiece.x && currentPiece.sy === currentPiece.y) { // already there
setTimeout(moveAll, 0)
return
}
currentDropPiece = null
pieces.forEach((piece) => { // destination
if (currentPiece.sx === piece.x && currentPiece.sy === piece.y) currentDropPiece = piece
})
let j = 1
move()
function move () {
const delta = 20
const x = Math.floor(currentPiece.x + j * (currentPiece.sx - currentPiece.x) / delta)
const y = Math.floor(currentPiece.y + j * (currentPiece.sy - currentPiece.y) / delta)
paintPuzzle (true, currentPiece)
paintMovingPiece(currentPiece, x, y)
if (++j < delta) setTimeout(move, 40)
else {
if (currentDropPiece !== null) {
const tmp = { x: currentPiece.x, y: currentPiece.y }
currentPiece.x = currentDropPiece.x
currentPiece.y = currentDropPiece.y
currentDropPiece.x = tmp.x
currentDropPiece.y = tmp.y
}
let gameWin = true
pieces.forEach((piece) => {
if (piece.x !== piece.sx || piece.y !== piece.sy) gameWin = false
})
paintPuzzle(!gameWin)
if (gameWin) gameOver()
else setTimeout(moveAll, 0)
}
}
}
}
function gameOver() {
const msg = MESSAGE
if (msg.length < 1 || msg.length > 3) return
const height = msg.length * 20 + 20
stage.fillStyle = '#000000'
stage.globalAlpha = 0.8
stage.fillRect(20, puzzleHeight - height, puzzleWidth - 40, height)
stage.fillStyle = '#FFFFFF'
stage.globalAlpha = 1
stage.textAlign = 'center'
stage.textBaseline = 'middle'
stage.font = '20px Arial'
for (let i = 0; i < msg.length; i ++) {
msg[i] && stage.fillText(msg[i], puzzleWidth / 2, puzzleHeight - 20 * (msg.length - i))
}
}
</script>
</head>
<body onload="init()">
<center><canvas id="canvas"></canvas></center>
</body>
</html>