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366 lines (325 loc) · 99.3 KB
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<!doctype html>
<html lang="en">
<head>
<title>Banner Generator</title>
<link rel="icon" sizes="16x16" type="image/svg+xml" href="EmulatrixFavIcon.svg">
<link
rel="icon"
sizes="192x192"
type="image/svg+xml"
href="EmulatrixFavIcon.svg"
>
<style>
html,body{margin:0;padding:0;margin:0;background-color:#fff}
canvas{display:none;text-rendering:optimizeLegibility}
img{display:block}
select{width:180px}
</style>
</head>
<body>
<canvas width="1024" height="589"></canvas>
<input type="file">
<select>
<option value="YES" selected>Show logo</option>
<option value="NO">Hide logo</option>
</select>
<select>
<option value="MACBOOK" selected>Show Macbook</option>
<option value="NOTEBOOK">Show Notebook</option>
</select>
<select>
<option value="WHITE" selected>White background</option>
<option value="TRANSPARENT">Transparent background</option>
</select>
<img
width="1024"
height="589"
alt="banner"
src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAIAAACQd1PeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH4wQQEjQ35agTNQAAAAxJREFUCNdjOH78OAAErgJW23qXwQAAAABJRU5ErkJggg=="
>
<script>
// 900x518 MACBOOK IMAGE IN PNG FORMAT
var IMAGE_MACBOOK =
"data:image/png;base64,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"
// 900x518 NOTEBOOK IMAGE IN PNG FORMAT
var IMAGE_NOTEBOOK =
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"
// 200x200 LOGO IMAGE IN PNG FORMAT
var IMAGE_LOGO =
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"
var imageMacbook = new Image()
var imageNotebook = new Image()
var imageLogo = new Image()
var canvas = null
var image = null
var uploader = null
var renderLogo = null
var laptopSelector = null
var backgroundSelector = null
var loadedElements = 0
function downScaleImage(img, scale) {
var imgCV = document.createElement("canvas")
imgCV.width = img.width
imgCV.height = img.height
var imgCtx = imgCV.getContext("2d")
imgCtx.drawImage(img, 0, 0)
return downScaleCanvas(imgCV, scale)
}
function downScaleCanvas(cv, scale) {
if (!(scale < 1) || !(scale > 0)) {
throw "scale must be a positive number <1 "
}
var sqScale = scale * scale
var sw = cv.width
var sh = cv.height
var tw = Math.floor(sw * scale)
var th = Math.floor(sh * scale)
var sx = 0
var sy = 0
var sIndex = 0
var tx = 0
var ty = 0
var yIndex = 0
var tIndex = 0
var tX = 0
var tY = 0
var w = 0
var nw = 0
var wx = 0
var nwx = 0
var wy = 0
var nwy = 0
var crossX = false
var crossY = false
var sBuffer = cv.getContext("2d").getImageData(0, 0, sw, sh).data
var tBuffer = new Float32Array(4 * sw * sh)
var sR = 0
var sG = 0
var sB = 0
var sA = 0
for (sy = 0; sy < sh; sy++) {
ty = sy * scale
tY = 0 | ty
yIndex = 4 * tY * tw
crossY = tY !== (0 | (ty + scale))
if (crossY) {
wy = tY + 1 - ty
nwy = ty + scale - tY - 1
}
for (sx = 0; sx < sw; sx = sx + 1, sIndex = sIndex + 4) {
tx = sx * scale
tX = 0 | tx
tIndex = yIndex + tX * 4
crossX = tX !== (0 | (tx + scale))
if (crossX) {
wx = tX + 1 - tx
nwx = tx + scale - tX - 1
}
sR = sBuffer[sIndex]
sG = sBuffer[sIndex + 1]
sB = sBuffer[sIndex + 2]
sA = sBuffer[sIndex + 3]
if (!crossX && !crossY) {
tBuffer[tIndex] = tBuffer[tIndex] + sR * sqScale
tBuffer[tIndex + 1] = tBuffer[tIndex + 1] + sG * sqScale
tBuffer[tIndex + 2] = tBuffer[tIndex + 2] + sB * sqScale
tBuffer[tIndex + 3] = tBuffer[tIndex + 3] + sA * sqScale
} else if (crossX && !crossY) {
w = wx * scale
tBuffer[tIndex] = tBuffer[tIndex] + sR * w
tBuffer[tIndex + 1] = tBuffer[tIndex + 1] + sG * w
tBuffer[tIndex + 2] = tBuffer[tIndex + 2] + sB * w
tBuffer[tIndex + 3] = tBuffer[tIndex + 3] + sA * w
nw = nwx * scale
tBuffer[tIndex + 4] = tBuffer[tIndex + 4] + sR * nw
tBuffer[tIndex + 5] = tBuffer[tIndex + 5] + sG * nw
tBuffer[tIndex + 6] = tBuffer[tIndex + 6] + sB * nw
tBuffer[tIndex + 7] = tBuffer[tIndex + 7] + sA * nw
} else if (crossY && !crossX) {
w = wy * scale
tBuffer[tIndex] = tBuffer[tIndex] + sR * w
tBuffer[tIndex + 1] = tBuffer[tIndex + 1] + sG * w
tBuffer[tIndex + 2] = tBuffer[tIndex + 2] + sB * w
tBuffer[tIndex + 3] = tBuffer[tIndex + 3] + sA * w
nw = nwy * scale
tBuffer[tIndex + 4 * tw] = tBuffer[tIndex + 4 * tw] + sR * nw
tBuffer[tIndex + 4 * tw + 1] = tBuffer[tIndex + 4 * tw + 1] + sG * nw
tBuffer[tIndex + 4 * tw + 2] = tBuffer[tIndex + 4 * tw + 2] + sB * nw
tBuffer[tIndex + 4 * tw + 3] = tBuffer[tIndex + 4 * tw + 3] + sA * nw
} else {
w = wx * wy
tBuffer[tIndex] = tBuffer[tIndex] + sR * w
tBuffer[tIndex + 1] = tBuffer[tIndex + 1] + sG * w
tBuffer[tIndex + 2] = tBuffer[tIndex + 2] + sB * w
tBuffer[tIndex + 3] = tBuffer[tIndex + 3] + sA * w
nw = nwx * wy
tBuffer[tIndex + 4] = tBuffer[tIndex + 4] + sR * nw
tBuffer[tIndex + 5] = tBuffer[tIndex + 5] + sG * nw
tBuffer[tIndex + 6] = tBuffer[tIndex + 6] + sB * nw
tBuffer[tIndex + 7] = tBuffer[tIndex + 7] + sA * nw
nw = wx * nwy
tBuffer[tIndex + 4 * tw] = tBuffer[tIndex + 4 * tw] + sR * nw
tBuffer[tIndex + 4 * tw + 1] = tBuffer[tIndex + 4 * tw + 1] + sG * nw
tBuffer[tIndex + 4 * tw + 2] = tBuffer[tIndex + 4 * tw + 2] + sB * nw
tBuffer[tIndex + 4 * tw + 3] = tBuffer[tIndex + 4 * tw + 3] + sA * nw
nw = nwx * nwy
tBuffer[tIndex + 4 * tw + 4] = tBuffer[tIndex + 4 * tw + 4] + sR * nw
tBuffer[tIndex + 4 * tw + 5] = tBuffer[tIndex + 4 * tw + 5] + sG * nw
tBuffer[tIndex + 4 * tw + 6] = tBuffer[tIndex + 4 * tw + 6] + sB * nw
tBuffer[tIndex + 4 * tw + 7] = tBuffer[tIndex + 4 * tw + 7] + sA * nw
}
}
}
var resCV = document.createElement("canvas")
resCV.width = tw
resCV.height = th
var resCtx = resCV.getContext("2d")
var imgRes = resCtx.getImageData(0, 0, tw, th)
var tByteBuffer = imgRes.data
var pxIndex = 0
for (
sIndex = 0, tIndex = 0;
pxIndex < tw * th;
sIndex = sIndex + 4, tIndex = tIndex + 4, pxIndex = pxIndex + 1
) {
tByteBuffer[tIndex] = Math.ceil(tBuffer[sIndex])
tByteBuffer[tIndex + 1] = Math.ceil(tBuffer[sIndex + 1])
tByteBuffer[tIndex + 2] = Math.ceil(tBuffer[sIndex + 2])
tByteBuffer[tIndex + 3] = Math.ceil(tBuffer[sIndex + 3])
}
resCtx.putImageData(imgRes, 0, 0)
return resCV
}
function resizeImageToFit(img, width, height) {
// CREATE AN OFF-SCREEN CANVAS
var offScreenCanvas = document.createElement("canvas")
var ctx = offScreenCanvas.getContext("2d")
// SETTING THE DIMENSIONS TO TARGET SIZE
offScreenCanvas.width = width
offScreenCanvas.height = height
// DRAWING SOURCE IMAGE INTO THE OFF-SCREEN CANVAS
ctx.drawImage(img, 0, 0, width, height)
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
return offScreenCanvas.toDataURL("image/png")
}
function renderImage() {
// INCREASING THE ELEMENT LOADED COUNTER
loadedElements = loadedElements + 1
// CHECKING IF THE RIGHT AMOUNT OF ELEMENTS ARE LOADED
if (loadedElements < 3) {
// NO POINT GOING ANY FURTHER
return
}
uploader.blur()
var context = canvas.getContext("2d")
context.clearRect(0, 0, canvas.width, canvas.height)
if (backgroundSelector.value === "WHITE") {
context.fillStyle = "white"
context.fillRect(0, 0, canvas.width, canvas.height)
}
if (laptopSelector.value === "MACBOOK") {
context.drawImage(
imageMacbook,
1024 / 2 - 900 / 2,
589 / 2 - 518 / 2,
900,
518
)
} else {
context.drawImage(
imageNotebook,
1024 / 2 - 900 / 2,
589 / 2 - 518 / 2,
900,
518
)
}
try {
var filereader = new FileReader()
var extension = uploader.files[0].name.split(".").pop().toLowerCase()
if (extension === "jpg" || extension === "jpeg" || extension === "png") {
filereader.onload = function () {
var image1 = new Image()
image1.onload = function () {
var image2 = new Image()
image2.onload = function () {
var width = 680
var height = 427
try {
var scale = (width * 1) / image2.width
var imagenResized = downScaleImage(image2, scale)
// DRAWING THE RESIZED IMAGE
context.drawImage(imagenResized, 173, 71, width, height)
} catch (err) {
// IF THERE IS AN ERROR, IT MEANS THAT THE FILE IMAGE IS SMALLER THAN
// THE SIZE THAT IT SUPPOSED TO FILL. SO, BECAUSE OF THIS,
// IN THE FOLLOWING LINE THE IMAGE IS STRETCHED TO FILL.
context.drawImage(image2, 236, 80, width, height)
}
if (renderLogo.value === "YES") {
// DRAWING THE LOGO SHADOW
var centerX = 918
var centerY = 483
var radius = 100
context.beginPath()
context.arc(centerX, centerY, radius, 0, 2 * Math.PI, false)
context.fillStyle = "#101010"
context.alpha = 0.5
context.closePath()
context.fill()
context.drawImage(imageLogo, 815, 380, 200, 200)
}
image.src = canvas.toDataURL("image/png")
}
image2.src = resizeImageToFit(image1, 1920, 1200)
}
image1.src = filereader.result
}
filereader.readAsDataURL(uploader.files[0])
} else {
image.src = canvas.toDataURL("image/png")
}
} catch (err) {
image.src = canvas.toDataURL("image/png")
}
}
window.addEventListener("load", function () {
canvas = document.getElementsByTagName("canvas")[0]
image = document.getElementsByTagName("img")[0]
uploader = document.getElementsByTagName("input")[0]
renderLogo = document.getElementsByTagName("select")[0]
laptopSelector = document.getElementsByTagName("select")[1]
backgroundSelector = document.getElementsByTagName("select")[2]
loadedElements = 0
renderLogo.selectedIndex = 0
renderLogo.addEventListener("change", function () {
renderImage()
})
laptopSelector.selectedIndex = 0
laptopSelector.addEventListener("change", function () {
renderImage()
})
backgroundSelector.selectedIndex = 0
backgroundSelector.addEventListener("change", function () {
renderImage()
})
uploader.value = null
uploader.addEventListener("change", function () {
renderImage()
})
imageMacbook.addEventListener("load", function () {
renderImage()
})
imageMacbook.src = IMAGE_MACBOOK
imageNotebook.addEventListener("load", function () {
renderImage()
})
imageNotebook.src = IMAGE_NOTEBOOK
imageLogo.addEventListener("load", function () {
renderImage()
})
imageLogo.src = IMAGE_LOGO
})
</script>
</body>
</html>