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bannerPhone_Android_S20_Portrait1.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:1840px}
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="1840" height="3600" id="myCanvas"></canvas>
<div>
<input type="file" id="screenshot">
<img width="1840" height="3600" id="finalResult" alt="banner" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AodAgAMo/D8kgAAAAtJREFUCNdj+A8EAAn7A/1jJsWPAAAAAElFTkSuQmCC">
</div>
<script>
window.addEventListener("load", function()
{
// 1840x3600 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");
// DRAWING A WHITE BACKGROUND
context.fillStyle = "#FFFFFF";
context.fillRect(0, 0, 1840, 3600);
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(0,3400);
context.lineTo(1640,3400);
context.lineTo(1640,250);
context.lineTo(1500,0);
context.closePath();
context.clip();
try
{
// GETTING THE IMAGE RATIO
var ratio = image2.width/image2.height;
var width = 1440;
var height = 1440/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, 1440, 3200);
}
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, 1440, 3200);
}
// RESTORING THE IMAGE IN ORDER TO CANCEL THE CLIPPING
context.restore();
// DRAWING THE SMARTPHONE
context.drawImage(image1, 0, 0, 1840, 3600);
// 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>