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index.html
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>Linux Permission Calculator</title>
<!-- Favicon for all platforms -->
<link rel="apple-touch-icon" sizes="180x180" 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<!-- Browser specific meta tags -->
<meta name="theme-color" content="#3b82f6">
<meta name="msapplication-TileColor" content="#3b82f6">
<meta name="msapplication-config" content="none">
<meta name="apple-mobile-web-app-capable" content="yes">
<meta name="apple-mobile-web-app-status-bar-style" content="default">
<meta name="apple-mobile-web-app-title" content="Linux Permissions">
<!-- SEO meta tags -->
<meta name="description" content="A Linux permission calculator for chmod commands">
<meta name="keywords" content="linux, permissions, chmod, calculator, unix">
<meta name="author" content="Or Guetta">
<!-- Open Graph / Social Media -->
<meta property="og:type" content="website">
<meta property="og:url" content="https://it.guetta.tech">
<meta property="og:title" content="Linux Permission Calculator">
<meta property="og:description" content="A simple Linux permission calculator for chmod commands">
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<!-- Your existing styles here -->
</head>
<style>
/* Minimal CSS reset and base styles */
*, *::before, *::after { box-sizing: border-box; margin: 0; padding: 0; }
:root {
--bg: #f8fafc;
--text: #0f172a;
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@media (prefers-color-scheme: dark) {
:root {
--bg: #0f172a;
--text: #f8fafc;
--card: #1e293b;
--border: #334155;
--muted: #94a3b8;
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}
body {
font-family: system-ui, -apple-system, sans-serif;
background: var(--bg);
color: var(--text);
line-height: 1.5;
}
.container {
max-width: 32rem;
margin: 0 auto;
padding: 1rem;
}
.card {
background: var(--card);
border: 1px solid var(--border);
border-radius: 0.5rem;
padding: 1.5rem;
margin-bottom: 1.5rem;
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.title {
font-size: 1.875rem;
font-weight: bold;
text-align: center;
margin-bottom: 2rem;
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.input-group {
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gap: 1rem;
margin-bottom: 1rem;
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padding: 0.5rem;
border: 1px solid var(--border);
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background: var(--primary-hover);
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display: flex;
justify-content: center;
align-items: center;
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input[type="checkbox"] {
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height: 1.25rem;
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align-items: center;
padding: 0.75rem;
background: var(--bg);
border-radius: 0.25rem;
margin-bottom: 0.5rem;
}
code {
font-family: monospace;
}
.label {
color: var(--muted);
}
/* ... existing styles ... */
.github-corner:hover .octo-arm {
animation: octocat-wave 560ms ease-in-out;
}
@keyframes octocat-wave {
0%, 100% { transform: rotate(0) }
20%, 60% { transform: rotate(-25deg) }
40%, 80% { transform: rotate(10deg) }
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</head>
<body>
<a href="https://github.com/orguetta/PermCalc" class="github-corner" aria-label="View source on GitHub">
<svg width="80" height="80" viewBox="0 0 250 250" style="fill:var(--primary); color:var(--bg); position: absolute; top: 0; border: 0; right: 0;" aria-hidden="true">
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<main class="container">
<h1 class="title">Linux Permission Calculator</h1>
<div class="card">
<div class="input-group">
<input type="text"
id="maskInput"
placeholder="Enter mask (e.g., 755)"
maxlength="4">
<button onclick="applyMask()">Apply</button>
</div>
</div>
<div class="card">
<div class="grid">
<div></div>
<div class="grid-header">Read</div>
<div class="grid-header">Write</div>
<div class="grid-header">Execute</div>
<div class="grid-header">Owner</div>
<div class="checkbox-center"><input type="checkbox" data-value="400"></div>
<div class="checkbox-center"><input type="checkbox" data-value="200"></div>
<div class="checkbox-center"><input type="checkbox" data-value="100"></div>
<div class="grid-header">Group</div>
<div class="checkbox-center"><input type="checkbox" data-value="40"></div>
<div class="checkbox-center"><input type="checkbox" data-value="20"></div>
<div class="checkbox-center"><input type="checkbox" data-value="10"></div>
<div class="grid-header">Others</div>
<div class="checkbox-center"><input type="checkbox" data-value="4"></div>
<div class="checkbox-center"><input type="checkbox" data-value="2"></div>
<div class="checkbox-center"><input type="checkbox" data-value="1"></div>
</div>
<div class="result-row">
<span class="label">Symbolic:</span>
<code id="symbolic">---------</code>
</div>
<div class="result-row">
<span class="label">Octal:</span>
<code id="octal">000</code>
</div>
<div class="result-row">
<span class="label">Command:</span>
<code id="command">chmod 000 file</code>
</div>
</div>
</main>
<script>
function calculatePermissions() {
let total = 0;
document.querySelectorAll('input[type="checkbox"]').forEach(checkbox => {
if (checkbox.checked) {
total += parseInt(checkbox.dataset.value);
}
});
updateDisplay(total);
}
function updateDisplay(total) {
const symbolMap = ['---', '--x', '-w-', '-wx', 'r--', 'r-x', 'rw-', 'rwx'];
const owner = Math.floor(total / 100);
const group = Math.floor((total % 100) / 10);
const others = total % 10;
const symbolic = symbolMap[owner] + symbolMap[group] + symbolMap[others];
const octal = `${owner}${group}${others}`;
document.getElementById('symbolic').textContent = symbolic;
document.getElementById('octal').textContent = octal;
document.getElementById('command').textContent = `chmod ${octal} file`;
}
function applyMask() {
const mask = document.getElementById('maskInput').value;
if (!/^[0-7]{3,4}$/.test(mask)) {
alert('Please enter a valid octal number (e.g., 755)');
return;
}
const actualMask = mask.slice(-3);
const owner = parseInt(actualMask[0]);
const group = parseInt(actualMask[1]);
const others = parseInt(actualMask[2]);
document.querySelectorAll('input[type="checkbox"]').forEach(checkbox => {
const value = parseInt(checkbox.dataset.value);
if (value >= 100) {
checkbox.checked = !!(owner & (value/100));
} else if (value >= 10) {
checkbox.checked = !!(group & (value/10));
} else {
checkbox.checked = !!(others & value);
}
});
updateDisplay(parseInt(actualMask, 8));
}
document.querySelectorAll('input[type="checkbox"]').forEach(checkbox => {
checkbox.addEventListener('change', calculatePermissions);
});
document.getElementById('maskInput').addEventListener('keypress', (e) => {
if (e.key === 'Enter') applyMask();
});
</script>
</body>
</html>