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bannerPhone_Android_S9_Portrait2.htm
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bannerPhone_Android_S9_Portrait2.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:1440px}
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="1440" height="2560" id="myCanvas"></canvas>
<div>
<input type="file" id="screenshot">
<img width="1440" height="2560" id="finalResult" alt="banner" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AodAgAMo/D8kgAAAAtJREFUCNdj+A8EAAn7A/1jJsWPAAAAAElFTkSuQmCC">
</div>
<script>
window.addEventListener("load", function()
{
// 1440x2560 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()
{
try
{
// GETTING THE IMAGE RATIO
var ratio = image2.width/image2.height;
var width = 960;
var height = 960/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(image2, 240, 293, 960, 1974);
}
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, 240, 293, 960, 1974);
}
// DRAWING THE SMARTPHONE
context.drawImage(image1, 0, 0, 1440, 2560);
// 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>