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bannerPlayStore_S20_1.htm
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>Play Store Banner Generator</title>
<style>
html,body{margin:0;padding:0;background-color:#272727}
canvas{display:none;text-rendering:optimizeLegibility}
div{display:inline-block;width:100%;background-color:silver}
select{height:30px;width:90px;font-family:Arial;font-size:13px;margin:0;padding:0;background-color:white;border:1px solid silver;}
input[type=text]{height:30px;width:90px;font-family:Arial;font-size:13px;margin:0;padding:0;box-sizing:border-box}
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="1024" height="500" id="myCanvas"></canvas>
<div>
<input type="text" id="title" placeholder="Title">
<input type="text" id="line1" placeholder="Line 1">
<input type="text" id="line2" placeholder="Line 2">
<input type="text" id="line3" placeholder="Line 3">
<select id="language"><option selected value="en">English</option><option value="es">Spanish</option></select>
<input type="file" id="screenshot">
</div>
<img width="1024" height="500" id="finalResult" alt="banner" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAIAAACQd1PeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH4wQQEjQ35agTNQAAAAxJREFUCNdjOH78OAAErgJW23qXwQAAAABJRU5ErkJggg==">
<script>
window.addEventListener("load", function()
{
// 1024x500 BACKGROUND IMAGE IN PNG FORMAT
var backgroundimg = 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";
// 289x100 PLAY STORE LOGO IN PNG FORMAT
var playstoreEnglish = 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";
var playstoreSpanish = 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";
// 437x450 SMARTPHONE IMAGE IN PNG FORMAT
var smartphone = 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";
// LOADING THE BACKGROUND IMAGE
var image1 = new Image;
image1.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image1.src = backgroundimg;
// LOADING THE PLAYSTORE IMAGE (IN ENGLISH)
var image2 = new Image;
image2.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image2.src = playstoreEnglish;
// LOADING THE SMARTPHONE IMAGE
var image3 = new Image;
image3.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image3.src = smartphone;
// GETTING ALL THE ELEMENTS IN THE WEB FORM
var title = document.getElementById("title");
var line1 = document.getElementById("line1");
var line2 = document.getElementById("line2");
var line3 = document.getElementById("line3");
var language = document.getElementById("language");
var canvas = document.getElementById("myCanvas");
// FOCUSING THE TITLE
title.focus();
// CLEARING ALL THE INPUTTED VALUES (IF ANY)
title.value = "";
line1.value = "";
line2.value = "";
line3.value = "";
language.selectedIndex = 0;
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 < 3)
{
// IF NOT, RETURNING WITHOUT EXECUTING ANYTHING ELSE
return;
}
// GETTING THE CONTEXT
var context = canvas.getContext("2d");
// DRAWING THE BACKGROUND
context.drawImage(image1, 0, 0, 1024, 500);
// DRAWING THE BULLETS
var R = 10;
context.beginPath();
context.lineWidth = 3;
context.fillStyle ="white";
context.arc(100, 151, R, 0, 2 * Math.PI, false);
context.fill();
context.arc(100, 211, R, 0, 2 * Math.PI, false);
context.fill();
context.arc(100, 271, R, 0, 2 * Math.PI, false);
context.fill();
// SETTING THE FONT STYLE
context.font = "35px Arial";
context.fillStyle = "white";
// DRAWING THE TITLE
context.fillText(title.value, 75, 80);
// SETTING THE FONT STYLE
context.font = "27px Arial";
// DRAWING THE TEXT DESCRIPTION 1
context.fillText(line1.value, 140, 160);
// DRAWING THE TEXT DESCRIPTION 2
context.fillText(line2.value, 140, 220);
// DRAWING THE TEXT DESCRIPTION 3
context.fillText(line3.value, 140, 280);
// DRAWING THE PLAY STORE LOGO
context.drawImage(image2, 100, 350, 289, 100);
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 image4 = new Image;
image4.onload = function()
{
// SAVING THE IMAGE FOR LATER CLIPPING
context.save();
// CLIPPING THE IMAGE
context.beginPath();
context.moveTo(530,63);
context.lineTo(509,83);
context.lineTo(489,480);
context.lineTo(489,500);
context.lineTo(926,500);
context.lineTo(926,83);
context.lineTo(906,63);
context.closePath();
context.clip();
// GETTING THE IMAGE RATIO
var ratio = image4.width/image4.height;
var width = 417;
var height = 417/ratio;
try
{
// SETTING THE IMAGE SCALE
var scale = width * 1 / image4.width;
// GETTING THE RESIZED IMAGE
var imagenResized = downScaleImage(image4, scale);
// DRAWING THE RESIZED IMAGE
context.drawImage(imagenResized, 509, 63, 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(image4, 509, 63, width, height);
}
// RESTORING THE IMAGE IN ORDER TO CANCEL THE CLIPPING
context.restore();
// DRAWING THE SMARTPHONE
context.drawImage(image3, 500, 50, 437, 450);
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
};
image4.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 TYPES IN A INPUT BOX
document.getElementById("title").addEventListener("input",function(e){update()});
document.getElementById("line1").addEventListener("input",function(e){update()});
document.getElementById("line2").addEventListener("input",function(e){update()});
document.getElementById("line3").addEventListener("input",function(e){update()});
// SETTING WHAT WILL HAPPEN WHEN THE USER SELECT A LANGUAGE
document.getElementById("language").addEventListener("change",function(e)
{
if (document.getElementById("language").value=="en")
{
image2.src = playstoreEnglish;
}
else
{
image2.src = playstoreSpanish;
}
});
// SETTING WHAT WILL HAPPEN WHEN THE USER SELECTS A FILE
document.getElementById("screenshot").addEventListener("change",function(e){update()});
});
</script>
</body>
</html>