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bannerRecruiting3.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, 380 / 2 - context.measureText(title1.value).width / 2, 135);
// DRAWING THE TITLE 2
context.font = "24px Gloria Hallelujah";
context.fillStyle = "black";
context.fillText(title2.value, 380 / 2 - context.measureText(title2.value).width / 2, 185);
// DRAWING THE TITLE 3
context.font = "24px Arial";
context.fillStyle = "black";
context.fillText(title3.value, 380 / 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, 370 / 2 - width / 2, 150/2-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, 370 / 2 - width / 2, 150/2-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>