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HTML

              
                <main>
	<canvas></canvas>
</main>
<aside>
	<p>Turn images into stencil art of orange and blue!</p>
	<form action="">
		<label for="img_upload">Image</label>
		<div class="upload-btn">
			<input id="img_upload" name="img_upload" type="file" accept="image/*">
			<button type="button" for="img_upload" tabindex="-1">Upload</button>
			<input id="img_name" name="img_name" type="text" disabled>
		</div>
		<a class="button-link positive disabled" id="download" download="result.png">Download Result</a>
	</form>
</aside>
              
            
!

CSS

              
                * {
	border: 0;
	box-sizing: border-box;
	margin: 0;
	padding: 0;
}
:root {
	font-size: calc(16px + (20 - 16)*(100vw - 320px)/(1024 - 320));
	--bg: #dbdbdb;
	--formBg: #fff;
	--inputBorder: #969696;
	--inputBg: #fff;
	--inputDisableBg: #f1f1f1;
	--pColor: #171717;
}
body, button, input {
	color: var(--pColor);
	font: 1em "Hind", sans-serif;
	line-height: 1.5;
}
body, main {
	display: flex;
}
body {
	background: var(--bg);
	flex-direction: column;
	height: 100vh;
}
aside {
	background: var(--formBg);
	padding: 1.5em 1.5em 0 1.5em;
}

/* Form */
input, label, canvas {
	display: block;
}
button, input {
	border: 0;
	-webkit-appearance: none;
	-moz-appearance: none;
	appearance: none;
	width: 100%;
}
button, input[type=file], .button-link {
	cursor: pointer;
}
button, p, .button-link {
	margin-bottom: 1.5em;
}
button, .button-link {
	background: #2762f3;
	border-radius: 0.375em;
	color: #fff;
	display: block;
	padding: 0.75em 1em;
	transition: background 0.1s linear;
}
input {
	border-radius: 0.25em;
	margin-bottom: 0.75em;
	padding: 0.375em;
}
input:disabled, .button-link.disabled {
	cursor: not-allowed;
}
input:disabled {
	background: var(--inputDisableBg);
	text-overflow: ellipsis;
}
input[type=file]:hover + button, .button-link:not(.disabled):hover {
	background: #0c48db;
}
input[type=file] + button {
	margin-bottom: 0.75em;
}
input[type=text] {
	background: var(--inputBg);
	box-shadow: 0 0 0 1px var(--inputBorder) inset;
}
.button-link {
	text-align: center;
	text-decoration: none;
}
.button-link.disabled {
	opacity: 0.5;
}
.button-link.positive {
	background: #16891b;
}
.button-link.positive:not(.disabled):hover {
	background: #117016;
}
.upload-btn {
	margin-bottom: 0.75em;
	overflow: hidden;
	position: relative;
}
.upload-btn input[type=file] {
	padding-top: 2.5em;
	position: absolute;
	opacity: 0;
	top: 0;
	left: 0;
	width: 100%;
	height: 3em;
}
label {
	font-weight: bold;
}

/* Output */
main, canvas {
	width: 100%;
}
main {
	flex-basis: 100%;
}
canvas {
	margin: auto;
	object-fit: contain;
	height: 100%;
}

/* Queries */
@media screen and (min-width: 768px) {
	body {
		flex-direction: row-reverse;
		justify-content: space-between;
	}
	aside {
		flex-basis: 16em;
	}
	main {
		flex-basis: calc(100% - 16em);
		height: 100vh;
	}
}
@media (prefers-color-scheme: dark) {
	:root {
		--bg: #242424;
		--formBg: #313131;
		--inputBg: #242424;
		--inputDisableBg: #242424;
		--inputBorder: #242424;
		--pColor: #f1f1f1;
	}
}
              
            
!

JS

              
                window.addEventListener("load",app);
function app() {
	var form = document.querySelector("form"),
		imgUpload = document.getElementsByName("img_upload")[0],
		imgName = document.getElementsByName("img_name")[0],
		download = document.getElementById("download"),
		canvas = document.querySelector("canvas"),
		c = canvas.getContext("2d"),
		W = 0,
		H = 0,
		img = null,

		adjustCanvas = () => {
			// restrict image size
			let imgWidth = img.width,
				imgHeight = img.height,
				sideLimit = 1024;

			// keep it proportional
			if (imgWidth >= imgHeight) {
				if (imgWidth >= sideLimit) {
					imgWidth = sideLimit;
					imgHeight = imgWidth * (img.height / img.width);
				}
			} else {
				if (imgHeight >= sideLimit) {
					imgHeight = sideLimit;
					imgWidth = imgHeight * (img.width / img.height);
				}
			}

			// update canvas
			c.clearRect(0,0,W,H);

			canvas.width = imgWidth;
			canvas.height = imgHeight;

			W = canvas.width;
			H = canvas.height;

			c.drawImage(img,0,0,imgWidth,imgHeight);
		},
		imgUploadValid = () => {
			let files = imgUpload.files,
				fileIsThere = files.length > 0,
				isImage = files[0].type.match("image.*"),
				valid = fileIsThere && isImage;

			return valid;
		},
		handleImgUpload = e => {
			return new Promise((resolve,reject) => {
				let target = !e ? imgUpload : e.target;
				if (target.files.length) {
					let reader = new FileReader();
					reader.onload = e2 => {
						img = new Image();
						img.src = e2.target.result;
						img.onload = () => {
							resolve();
						};
						img.onerror = () => {
							img = null;
							reject("Image nullified due to file corruption or non-image upload");
						};
						imgName.placeholder = target.files[0].name;
					};
					reader.readAsDataURL(target.files[0]);
				}
			});
		},
		enableDownload = () => {
			download.classList.remove("disabled");
		},
		RGBToHSL = (R,G,B) => {
			let r = R / 255,
				g = G / 255,
				b = B / 255,
				cmin = Math.min(r,g,b),
				cmax = Math.max(r,g,b),
				delta = cmax - cmin,
				hue = 0,
				sat = 0,
				light = 0;

			// get hue
			if (delta == 0)
				hue = 0;
			else if (cmax == r)
				hue = ((g - b) / delta) % 6;
			else if (cmax == g)
				hue = (b - r) / delta + 2;
			else
				hue = (r - g) / delta + 4;

			hue = Math.round(hue * 60);

			if (hue < 0)
				hue += 360;

			// get lightness and saturation
			light = (cmax + cmin) / 2;
			sat = delta == 0 ? 0 : delta / (1 - Math.abs(2 * light - 1));

			sat = Math.round(sat * 100);
			light = Math.round(light * 100);

			return {h: hue, s: sat, l: light};
		},
		HSLToRGB = (H,S,L) => {
			let s = S / 100,
				l = L / 100,
				c = (1 - Math.abs(2 * l - 1)) * s,
				x = c * (1 - Math.abs((H / 60) % 2 - 1)),
				m = l - c/2,
				r = 0,
				g = 0,
				b = 0;

			if (0 <= H && H < 60) {
				r = c; g = x; b = 0;

			} else if (60 <= H && H < 120) {
				r = x; g = c; b = 0;

			} else if (120 <= H && H < 180) {
				r = 0; g = c; b = x;

			} else if (180 <= H && H < 240) {
				r = 0; g = x; b = c;

			} else if (240 <= H && H < 300) {
				r = x; g = 0; b = c;

			} else if (300 <= H && H < 360) {
				r = c; g = 0; b = x;
			}

			r = Math.round((r + m) * 255);
			g = Math.round((g + m) * 255);
			b = Math.round((b + m) * 255);

			return {r: r, g: g, b: b};
		},
		render = () => {
			let imgData = c.getImageData(0,0,W,H),
				data = imgData.data;

			for (var i = 0; i < data.length; i += 4) {
				let inHSL = RGBToHSL(data[i],data[i + 1],data[i + 2]),
					newHue = inHSL.l > 50 ? 30 : 210,
					newSat = 100,
					newLight = Math.floor(inHSL.l / 20) * 20 + 10,
					backToRGB = HSLToRGB(newHue,newSat,newLight);

				data[i] = backToRGB.r;
				data[i + 1] = backToRGB.g;
				data[i + 2] = backToRGB.b;
			}
			c.putImageData(imgData,0,0);
		},
		renderPromise = e => {
			handleImgUpload(e).then(() => {
				if (imgUploadValid()) {
					adjustCanvas();
					render();
					enableDownload();
				}
					
			}).catch(msg => {
				console.log(msg);
			});
		};

	imgUpload.addEventListener("change",renderPromise);
	download.addEventListener("click",function(e){
		if (!this.classList.contains("disabled")) {
			let dlData = canvas.toDataURL("image/png");
			this.href = dlData;
			
		} else {
			e.preventDefault();
		}
	});

	// deal with preserved input
	if (imgUpload.value != "") {
		renderPromise();
	} else {
		// or start with sample (apologies for the long data URI; CORS hates it when externally-hosted images on canvas are tainted)
		img = new Image();
		img.src = "data:image/jpeg;base64,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";
		img.onload = e => {
			adjustCanvas();
			render();
			enableDownload();
		}
	}
}
              
            
!
999px

Console