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bannerRecruiting2.htm
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>Recruiting 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}
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}
@font-face{font-family:"Gloria Hallelujah";font-style:normal;font-weight:400;src:local("Gloria 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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;
// GETTING ALL THE ELEMENTS IN THE WEB FORM
var title1 = document.getElementById("title1");
var title2 = document.getElementById("title2");
var title3 = document.getElementById("title3");
var imgSize = document.getElementById("imgSize");
var canvas = document.getElementById("myCanvas");
// FOCUSING THE TITLE
title1.focus();
// CLEARING ALL THE INPUTTED VALUES (IF ANY)
title1.value = "";
title2.value = "";
title3.value = "";
imgSize.value = "180";
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 = "#275077";
context.fillRect(0, 0, 626, 417);
// DRAWING THE BACKGROUND
context.drawImage(image1, 0, 0, 626, 417);
// DRAWING THE TITLE 1
context.font = "24px Arial";
context.fillStyle = "black";
context.fillText(title1.value, 400 / 2 - context.measureText(title1.value).width / 2, 135);
// DRAWING THE TITLE 2
context.font = "24px Gloria Hallelujah";
context.fillStyle = "black";
context.fillText(title2.value, 400 / 2 - context.measureText(title2.value).width / 2, 185);
// DRAWING THE TITLE 3
context.font = "24px Arial";
context.fillStyle = "black";
context.fillText(title3.value, 400 / 2 - context.measureText(title3.value).width / 2, 230);
// ----------------------------------------------------------------------------------------------------------------
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()
{
// GETTING THE IMAGE RATIO
var ratio = image3.width/image3.height;
var width = document.getElementById("imgSize").value;
var height = document.getElementById("imgSize").value/ratio;
try
{
// SETTING THE IMAGE SCALE
var scale = width * 1 / image3.width;
// GETTING THE RESIZED IMAGE
var imagenResized = downScaleImage(image3, scale);
// DRAWING THE RESIZED IMAGE
context.drawImage(imagenResized, 400 / 2 - width / 2, 110/2-height/2, 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(image3, 400 / 2 - width / 2, 110/2-height/2, width, height);
}
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
};
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 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("title1").addEventListener("input",function(e){update()});
document.getElementById("title2").addEventListener("input",function(e){update()});
document.getElementById("title3").addEventListener("input",function(e){update()});
document.getElementById("imgSize").addEventListener("input",function(e){update()});
// SETTING WHAT WILL HAPPEN WHEN THE USER SELECTS A FILE
document.getElementById("screenshot").addEventListener("change",function(e){update()});
});
</script>
</body>
</html>