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Banner5.htm
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Banner5.htm
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>Emulatrix Banner Generator</title>
<meta property="og:title" content="Emulatrix">
<meta property="og:url" content="https://www.emulatrix.net">
<meta property="og:description" content="Play Retro Games Online">
<meta property="og:image" content="https://www.emulatrix.net/EmulatrixShare.png">
<meta property="og:type" content="website">
<meta property="og:site_name" content="Emulatrix">
<meta name="theme-color" content="#000000">
<meta name="mobile-web-app-capable" content="yes">
<meta name="apple-mobile-web-app-capable" content="yes">
<meta name="description" content="JavaScript and WebAssembly Emulator. Sega Genesis, Nintendo, Super Nintendo, GameBoy, GameBoy Color, GameBoy Advance, MAME32, DOSBox and Virtual Machines.">
<meta name="keywords" content="emulator, abandonware, games, sega, genesis, nintendo, super, gameboy, color, advance, mame, mame32, arcade, dos, dosbox, javascript, emscripten, online, free, open, source">
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">
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">
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">
<style>
html{margin:0;padding:0}
body{margin:0;padding:0;background-color:white}
canvas{display:none}
div{position:absolute;left:0;right:0;top:0;width:1024px;margin:0 auto;background-color:white}
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:block;vertical-align:bottom;margin:0 auto}
</style>
</head>
<body>
<canvas width="1024" height="589" id="myCanvas"></canvas>
<div>
<input type="file" id="screenshot">
<img width="1024" height="589" id="finalResult" alt="banner" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAIAAACQd1PeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH4wQQEjQ35agTNQAAAAxJREFUCNdjOH78OAAErgJW23qXwQAAAABJRU5ErkJggg==">
</div>
<script>
window.addEventListener("load", function()
{
// 1024x589 SMARTPHONE IMAGE IN PNG FORMAT
var smartphoneimg = 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";
// 200x200 LOGO IMAGE IN PNG FORMAT
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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 = smartphoneimg;
// LOADING THE LOGO IMAGE
var image2 = new Image;
image2.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image2.src = logoimg;
// 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 < 2)
{
// IF NOT, RETURNING WITHOUT EXECUTING ANYTHING ELSE
return;
}
// GETTING THE CONTEXT
var context = canvas.getContext("2d");
// SETTING A WHITE BACKGROUND
context.fillStyle = "white";
context.fillRect(0, 0, 1024, 589);
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 image3 = new Image;
image3.onload = function()
{
// RESIZING THE IMAGE FILE TO THE EXPECTED SIZE - 1920x1200
var image4 = new Image;
image4.onload = function()
{
// SETTING THE IMAGE WIDTH AND HEIGHT
var width = 921;
var height = 416;
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, 48, 88, 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, 95, 86, width, height);
}
// SAVING THE IMAGE FOR LATER CLIPPING
context.save();
// CLIPPING ONE BORDER
context.fillStyle = "white";
context.beginPath();
context.moveTo(0,0);
context.lineTo(150,0);
context.lineTo(0,150);
context.closePath();
context.fill();
// CLIPPING OTHER BORDER
context.fillStyle = "white";
context.beginPath();
context.moveTo(0,589);
context.lineTo(150,589);
context.lineTo(0,439);
context.closePath();
context.fill();
// RESTORING THE IMAGE IN ORDER TO CANCEL THE CLIPPING
context.restore();
// DRAWING THE SMARTPHONE
context.drawImage(image1, 0, 0, 1024, 589);
// DRAWING THE LOGO SHADOW
var centerX = 926;
var centerY = 491;
var radius = 87;
context.beginPath();
context.arc(centerX, centerY, radius, 0, 2 * Math.PI, false);
context.fillStyle = "#101010";
context.alpha = 0.5;
context.closePath();
context.fill();
// DRAWING THE LOGO
context.drawImage(image2, 835, 400, 175, 175);
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
}
image4.src = resizeImageToFit(image3, 1920, 1200);
};
image3.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 resizeImageToFit(img, width, height)
{
// CREATE AN OFF-SCREEN CANVAS
var canvas = document.createElement("canvas");
var ctx = canvas.getContext("2d");
// SETTING THE DIMENSIONS TO TARGET SIZE
canvas.width = width;
canvas.height = height;
// DRAWING SOURCE IMAGE INTO THE OFF-SCREEN CANVAS
ctx.drawImage(img, 0, 0, width, height);
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
return 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>