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bannerPhone_Android_S20_Landscape2.htm
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bannerPhone_Android_S20_Landscape2.htm
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>Smartphone 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:3600px}
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="3600" height="1840" id="myCanvas"></canvas>
<div>
<input type="file" id="screenshot">
<img width="3600" height="1840" id="finalResult" alt="banner" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AodAgAMo/D8kgAAAAtJREFUCNdj+A8EAAn7A/1jJsWPAAAAAElFTkSuQmCC">
</div>
<script>
window.addEventListener("load", function()
{
// 3600x1840 SMARTPHONE IMAGE IN PNG FORMAT
var smartphone = 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// LOADING THE SMARTPHONE IMAGE
var image1 = new Image;
image1.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image1.src = smartphone;
// 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");
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()
{
// SAVING THE IMAGE FOR LATER CLIPPING
context.save();
// CLIPPING THE IMAGE
context.beginPath();
context.moveTo(450,0);
context.lineTo(0,450);
context.lineTo(0,1390);
context.lineTo(450,1840);
context.lineTo(3600,1640);
context.lineTo(3600,0);
context.closePath();
context.clip();
try
{
// GETTING THE IMAGE RATIO
var ratio = image2.width/image2.height;
var width = 3200;
var height = 3200/ratio;
// SETTING THE IMAGE SCALE
var scale = width * 1 / image2.width;
// GETTING THE RESIZED IMAGE
var imagenResized = downScaleImage(image2, scale);
// DRAWING THE RESIZED IMAGE
context.drawImage(imagenResized, 200, 200, 3200, 1440);
}
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, 200, 200, 3200, 1440);
}
// RESTORING THE IMAGE IN ORDER TO CANCEL THE CLIPPING
context.restore();
// DRAWING THE SMARTPHONE
context.drawImage(image1, 0, 0, 3600, 1840);
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
};
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 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>