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bannerMacBook4.htm
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>MacBook Banner Generator</title>
<style>
html,body{margin:0;padding:0;background-color:white}
canvas{display:none;text-rendering:optimizeLegibility}
div{position:absolute;left:0;right:0;top:0;width:2200px}
input[type=file]{height:30px;font-family:Arial;font-size:13px;line-height:30px;vertical-align:top;margin:0;padding:0;box-sizing:border-box}
img{display:inline-block}
</style>
</head>
<body>
<canvas width="2200" height="1393" id="myCanvas"></canvas>
<div>
<input type="file" id="screenshot">
<img width="2200" height="1393" id="finalResult" alt="banner" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AodAgAMo/D8kgAAAAtJREFUCNdj+A8EAAn7A/1jJsWPAAAAAElFTkSuQmCC">
</div>
<script>
window.addEventListener("load", function()
{
// 1900x1093 MACBOOK IMAGE IN PNG FORMAT
var macbookimg = "data:image/png;base64,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";
// LOADING THE MACBOOK IMAGE
var image1 = new Image;
image1.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image1.src = macbookimg;
// GETTING ALL THE ELEMENTS IN THE WEB FORM
var canvas = document.getElementById("myCanvas");
// CLEARING ALL THE INPUTTED VALUES (IF ANY)
document.getElementById("screenshot").value = null;
// USING A VARIABLE IN ORDER TO KNOW WHEN ALL THE GRAPHICAL ELEMENTS ARE LOADED
var elementsLoadedCounter = 0;
function update()
{
// INCREASING THE ELEMENT LOADED COUNTER
elementsLoadedCounter++;
// CHECKING IF THE RIGHT AMOUNT OF ELEMENTS ARE LOADED
if (elementsLoadedCounter < 1)
{
// IF NOT, RETURNING WITHOUT EXECUTING ANYTHING ELSE
return;
}
// GETTING THE CONTEXT
var context = canvas.getContext("2d");
// DRAWING THE MACBOOK
context.drawImage(image1, 150, 150, 1900, 1093);
try
{
// CREATING THE FILEREADER
var filereader = new FileReader();
// GETTING THE EXTENSION
var extension = document.getElementById("screenshot").files[0].name.split(".").pop().toLowerCase();
// CHECKING THE EXTENSION IN ORDER TO KNOW IF THE FILE IS AN IMAGE
if (extension=="jpg" | extension=="jpeg" | extension=="png")
{
// SETTING WHAT WILL HAPPEN WHEN THE FILE IS LOADED
filereader.onload = function()
{
// LOADING THE IMAGE FILE
var image2 = new Image;
image2.onload = function()
{
// RESIZING THE IMAGE FILE TO THE EXPECTED SIZE - 1920x1200
var image3 = new Image;
image3.onload = function()
{
// SETTING THE IMAGE WIDTH AND HEIGHT
var width = 1430;
var height = 894;
try
{
// SETTING THE IMAGE SCALE
var scale = width * 1 / image3.width;
// GETTING THE RESIZED IMAGE
var imagenResized = downScaleImage(image3, scale);
// DRAWING THE RESIZED IMAGE
context.drawImage(imagenResized, 386, 230, 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(image3, 386, 230, width, height);
}
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
}
image3.src = resizeImageToFit(image2, 1920, 1200);
};
image2.src = filereader.result;
};
// READING/LOADING THE FILE
filereader.readAsDataURL(document.getElementById("screenshot").files[0]);
}
else
{
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
}
}
catch(err)
{
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
}
}
function resizeImageToFit(img, width, height)
{
// CREATE AN OFF-SCREEN CANVAS
var canvas = document.createElement("canvas");
var ctx = canvas.getContext("2d");
// SETTING THE DIMENSIONS TO TARGET SIZE
canvas.width = width;
canvas.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 canvas.toDataURL("data/png");
}
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, sy = 0, sIndex = 0;
var tx = 0, ty = 0, yIndex = 0, tIndex = 0;
var tX = 0, tY = 0;
var w = 0, nw = 0, wx = 0, nwx = 0, wy = 0, 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, sG = 0, 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++, 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] += sR * sqScale;
tBuffer[tIndex + 1] += sG * sqScale;
tBuffer[tIndex + 2] += sB * sqScale;
tBuffer[tIndex + 3] += sA * sqScale;
}
else if (crossX && !crossY)
{
w = wx * scale;
tBuffer[tIndex] += sR * w;
tBuffer[tIndex + 1] += sG * w;
tBuffer[tIndex + 2] += sB * w;
tBuffer[tIndex + 3] += sA * w;
nw = nwx * scale
tBuffer[tIndex + 4] += sR * nw;
tBuffer[tIndex + 5] += sG * nw;
tBuffer[tIndex + 6] += sB * nw;
tBuffer[tIndex + 7] += sA * nw;
}
else if (crossY && !crossX)
{
w = wy * scale;
tBuffer[tIndex] += sR * w;
tBuffer[tIndex + 1] += sG * w;
tBuffer[tIndex + 2] += sB * w;
tBuffer[tIndex + 3] += sA * w;
nw = nwy * scale
tBuffer[tIndex + 4 * tw ] += sR * nw;
tBuffer[tIndex + 4 * tw + 1] += sG * nw;
tBuffer[tIndex + 4 * tw + 2] += sB * nw;
tBuffer[tIndex + 4 * tw + 3] += sA * nw;
}
else
{
w = wx * wy;
tBuffer[tIndex] += sR * w;
tBuffer[tIndex + 1] += sG * w;
tBuffer[tIndex + 2] += sB * w;
tBuffer[tIndex + 3] += sA * w;
nw = nwx * wy;
tBuffer[tIndex + 4] += sR * nw;
tBuffer[tIndex + 5] += sG * nw;
tBuffer[tIndex + 6] += sB * nw;
tBuffer[tIndex + 7] += sA * nw;
nw = wx * nwy;
tBuffer[tIndex + 4 * tw] += sR * nw;
tBuffer[tIndex + 4 * tw + 1] += sG * nw;
tBuffer[tIndex + 4 * tw + 2] += sB * nw;
tBuffer[tIndex + 4 * tw + 3] += sA * nw;
nw = nwx * nwy;
tBuffer[tIndex + 4 * tw + 4] += sR * nw;
tBuffer[tIndex + 4 * tw + 5] += sG * nw;
tBuffer[tIndex + 4 * tw + 6] += sB * nw;
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 += 4, tIndex += 4, pxIndex++)
{
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;
}
// SETTING WHAT WILL HAPPEN WHEN THE USER SELECTS A FILE
document.getElementById("screenshot").addEventListener("change",function(e){update()});
});
</script>
</body>
</html>