<!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8"> <title>Invisible Image Particle System</title> <style> canvas { border: 1px solid #c3ff00; } </style> </head> <body> <canvas id="myCanvas" width="400" height="400"></canvas> <script> const canvas = document.getElementById('myCanvas'); const ctx = canvas.getContext('2d'); let imgData = null; let particles = []; const particleCount = 1200; const maxDistance = 40; const lineThickness = 0.35; let blackHole = null; let rippleCenter = null; let rippleRadius = 10; // Manually inject the image data URI const img = new Image(); img.src = 'data:image/png;base64,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'; img.onload = function() { const offscreenCanvas = document.createElement('canvas'); offscreenCanvas.width = img.width; offscreenCanvas.height = img.height; const offscreenCtx = offscreenCanvas.getContext('2d'); offscreenCtx.drawImage(img, 0, 0); imgData = offscreenCtx.getImageData(0, 0, offscreenCanvas.width, offscreenCanvas.height); initParticles(); }; function initParticles() { particles = []; for (let i = 0; i < particleCount; i++) { particles.push({ x: Math.random() * canvas.width, y: Math.random() * canvas.height, vx: (Math.random() - 0.5) * 2, vy: (Math.random() - 0.5) * 2 }); } animate(); } function animate() { ctx.clearRect(0, 0, canvas.width, canvas.height); particles.forEach(particle => { // Update particle position particle.x += particle.vx; particle.y += particle.vy; // Reflect particles off the edges if (particle.x <= 0 || particle.x >= canvas.width) { particle.vx *= -1; } if (particle.y <= 0 || particle.y >= canvas.height) { particle.vy *= -1; } // Black hole and ripple effects applyEffects(particle); // Draw particle const color = getColorAt(particle.x, particle.y); ctx.beginPath(); ctx.arc(particle.x, particle.y, lineThickness, 0, 2 * Math.PI); ctx.fillStyle = `rgba(${color[0]}, ${color[1]}, ${color[2]}, 1)`; ctx.fill(); }); // Draw curved lines between nearby particles drawCurvedLines(); // Update ripple if (rippleCenter) { rippleRadius += 20; if (rippleRadius > canvas.width / 2) { rippleCenter = null; rippleRadius = 20; } } requestAnimationFrame(animate); } function applyEffects(particle) { // Black hole effect if (blackHole) { const dx = particle.x - blackHole.x; const dy = particle.y - blackHole.y; const distance = Math.sqrt(dx * dx + dy * dy); if (distance < blackHole.radius) { particle.vx += -dx / distance * blackHole.strength; particle.vy += -dy / distance * blackHole.strength; } } // Ripple effect if (rippleCenter) { const dx = particle.x - rippleCenter.x; const dy = particle.y - rippleCenter.y; const distance = Math.sqrt(dx * dx + dy * dy); if (distance < rippleRadius && distance > rippleRadius - 50) { particle.vx += dx / distance * 2; particle.vy += dy / distance * 2; } } } function drawCurvedLines() { for (let i = 0; i < particles.length; i++) { for (let j = i + 1; j < particles.length; j++) { const dx = particles[i].x - particles[j].x; const dy = particles[i].y - particles[j].y; const distance = Math.sqrt(dx * dx + dy * dy); if (distance < maxDistance) { const midX = (particles[i].x + particles[j].x) / 2; const midY = (particles[i].y + particles[j].y) / 2; const controlX = midX + (Math.random() - 0.5) * distance; const controlY = midY + (Math.random() - 0.5) * distance; const lineColor = getColorAt(midX, midY); ctx.beginPath(); ctx.moveTo(particles[i].x, particles[i].y); ctx.quadraticCurveTo(controlX, controlY, particles[j].x, particles[j].y); ctx.strokeStyle = `rgba(${lineColor[0]}, ${lineColor[1]}, ${lineColor[2]}, 0.2)`; ctx.lineWidth = lineThickness; ctx.stroke(); } } } } function getColorAt(x, y) { if (!imgData) return [0, 0, 0, 255]; const index = (Math.floor(y) * imgData.width + Math.floor(x)) * 4; return [ imgData.data[index], imgData.data[index + 1], imgData.data[index + 2], imgData.data[index + 3] ]; } canvas.addEventListener('click', function(event) { const rect = canvas.getBoundingClientRect(); const x = event.clientX - rect.left; const y = event.clientY - rect.top; blackHole = { x, y, radius: 30, strength: 15 }; setTimeout(() => blackHole = null, 2000); }); canvas.addEventListener('dblclick', function(event) { const rect = canvas.getBoundingClientRect(); const x = event.clientX - rect.left; const y = event.clientY - rect.top; rippleCenter = { x, y }; rippleRadius = 0; }); </script> </body> </html>
Write, Run & Share HTML code online using OneCompiler's HTML online Code editor for free. It's one of the robust, feature-rich online Code editor for HTML language, running on the latest version HTML5. Getting started with the OneCompiler's HTML compiler is simple and pretty fast. The editor shows sample boilerplate code when you choose language as HTML
. You can also specify the stylesheet information in styles.css
tab and scripts information in scripts.js
tab and start coding.
HTML(Hyper Text Markup language) is the standard markup language for Web pages, was created by Berners-Lee in the year 1991. Almost every web page over internet might be using HTML.
<!DOCTYPE html>
<html>
and ends with </html>
<h1>
to <h6>
where <h1>
is the highest important heading and <h6>
is the least important sub-heading.<p>..</p>
tag.<a>
tag.
<a href="https://onecompiler.com/html">HTML online compiler</a>
<img>
tag, where src
attribute consists of image name.<button>..</button>
tag<ul>
for unordered/bullet list and <ol>
for ordered/number list, and the list items are defined in <li>
.<a href="https://onecompiler.com/html">HTML online compiler</a>
CSS(cascading style sheets) describes how HTML elements will look on the web page like color, font-style, font-size, background color etc.
Below is a sample style sheet which displays heading in green and in Candara font with padding space of 25px.
body{
padding: 25px;
}
.title {
color: #228B22;
font-family: Candara;
}
<table>
tag.<tr>
tag<th>
tag<td>
tag<caption>
tag<script>
is the tag used to write scripts in HTML<script src="script.js"></script>