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bannerPhone_iPhone_13_Pro_Max_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:646px}
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="646" height="1150" id="myCanvas"></canvas>
<div>
<input type="file" id="screenshot">
<img width="646" height="1150" id="finalResult" alt="banner" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AodAgAMo/D8kgAAAAtJREFUCNdj+A8EAAn7A/1jJsWPAAAAAElFTkSuQmCC">
</div>
<script>
window.addEventListener("load", function()
{
// 646x1150 SMARTPHONE IMAGE IN PNG FORMAT
var smartphone = "data:image/png;base64,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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, 646, 1150);
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 = 445;
var height = 445/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, 100, 100, 445, 950);
}
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, 100, 100, 445, 950);
}
// DRAWING THE SMARTPHONE
context.drawImage(image1, 0, 0, 646, 1150);
// 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>