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<!DOCTYPE html>
<html lang="en">
<head>
<link rel="icon" href="/assets/img/favi/regular.png" type="image/png">
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>404 | Polygol</title>
<link href="https://fonts.googleapis.com/css2?family=Inter:wght@400;700&display=swap" rel="stylesheet">
<link rel="stylesheet" href="https://fonts.googleapis.com/css2?family=Material+Symbols+Rounded">
<script src="https://cdnjs.cloudflare.com/ajax/libs/suncalc/1.9.0/suncalc.min.js"></script>
<style>
:root {
/* Dark Theme (Default) Variables */
--background-color-dark: #1c1c1c;
--text-color-dark: #f9f9f9;
--secondary-text-color-dark: rgba(255, 255, 255, 0.7);
--modal-background-dark: rgba(51, 51, 51, 0.8);
--modal-transparent-dark: rgba(51, 51, 51, 0.7);
--search-background-dark: rgba(51, 51, 51, 0.5);
--dark-overlay: rgba(51, 51, 51, 0.2);
--dark-transparent: rgba(255, 255, 255, 0.1);
--glass-border-dark: rgba(100, 100, 100, 0.2);
--accent-dark: rgba(255, 255, 255, 0.7);
--tonal-dark: rgba(255, 255, 255, 0.7);
/* Light Theme Variables */
--background-color-light: #f0f0f0;
--text-color-light: #333333;
--secondary-text-color-light: rgba(0, 0, 0, 0.7);
--modal-background-light: rgba(220, 220, 220, 0.8);
--modal-transparent-light: rgba(240, 240, 240, 0.7);
--search-background-light: rgba(220, 220, 220, 0.5);
--light-overlay: rgba(220, 220, 220, 0.2);
--light-transparent: rgba(255, 255, 255, 0.1);
--glass-border-light: rgba(200, 200, 200, 0.2);
--accent-light: rgba(0, 0, 0, 0.7);
--tonal-light: rgba(0, 0, 0, 0.7);
/* Default to Dark Theme */
--background-color: var(--background-color-dark);
--text-color: var(--text-color-dark);
--secondary-text-color: var(--secondary-text-color-dark);
--modal-background: var(--modal-background-dark);
--modal-transparent: var(--modal-transparent-dark);
--search-background: var(--search-background-dark);
--overlay-color: var(--dark-overlay);
--transparent-color: var(--dark-transparent);
--glass-border: var(--glass-border-dark);
--accent: var(--accent-dark);
--tonal: var(--tonal-dark);
--edge-refraction-filter: blur(10px);
--sun-shadow: 0 0 0 0 transparent;
--sun-shadow-strong: 0 0 0 0 transparent;
}
body.light-theme {
--background-color: var(--background-color-light);
--text-color: var(--text-color-light);
--secondary-text-color: var(--secondary-text-color-light);
--modal-background: var(--modal-background-light);
--modal-transparent: var(--modal-transparent-light);
--search-background: var(--search-background-light);
--overlay-color: var(--light-overlay);
--transparent-color: var(--light-transparent);
--glass-border: var(--glass-border-light);
--tonal: var(--tonal-light);
}
body {
font-family: 'Inter', -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif;
background-color: var(--background-color);
color: var(--text-color);
display: flex;
justify-content: center;
align-items: center;
min-height: 100vh;
margin: 0;
padding: 20px;
box-sizing: border-box;
user-select: none;
}
.container {
display: flex;
justify-content: center;
align-items: center;
flex-direction: column;
text-align: center;
}
.content {
background-color: var(--modal-background);
border: 1px solid var(--glass-border);
padding: 30px;
border-radius: 50px;
corner-shape: superellipse(1.5);
box-shadow: var(--sun-shadow);
display: flex;
flex-direction: column;
align-items: center;
}
h1 {
font-size: 100px;
margin: 10px 0;
color: #e74c3c;
}
p {
font-size: 20px;
margin: 10px 0;
color: var(--text-color);
}
a {
display: flex;
align-items: center;
gap: 10px;
margin-top: 20px;
padding: 12px 20px;
background-color: var(--text-color);
color: var(--background-color) !important;
text-decoration: none;
border-radius: 50px;
font-weight: 600;
}
.material-symbols-rounded {
font-size: 24px;
color: var(--background-color);
}
</style>
</head>
<body>
<div class="container">
<div class="content">
<img src="data:image/png;base64,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" style="height: 128px; width: 128px;">
<h1>404</h1>
I have no idea where that is.
<a href="/"><span class="material-symbols-rounded">arrow_back</span>Open Polygol</a>
</div>
<span><br><br>Polygol<br>© Copyright kirbIndustries 2024-2026</span>
</div>
<script>
// Theme and SunShadow logic
document.addEventListener('DOMContentLoaded', () => {
const storedTheme = localStorage.getItem('theme') || 'dark';
document.body.classList.toggle('light-theme', storedTheme === 'light');
const animationsEnabled = localStorage.getItem('animationsEnabled') !== 'false';
document.body.classList.toggle('reduce-animations', !animationsEnabled);
if (typeof SunCalc !== 'undefined') {
updateSunEffect();
setInterval(updateSunEffect, 60000);
}
});
function lerpColor(a, b, amount) {
return [
Math.round(a[0] + (b[0] - a[0]) * amount),
Math.round(a[1] + (b[1] - a[1]) * amount),
Math.round(a[2] + (b[2] - a[2]) * amount)
];
}
function updateSunEffect() {
if (typeof SunCalc === 'undefined') return;
const now = new Date();
const longitude = (now.getTimezoneOffset() / 60) * -15;
let latitude = 40;
try {
const timeZone = Intl.DateTimeFormat().resolvedOptions().timeZone;
if (timeZone) {
if (timeZone.startsWith('Australia')) latitude = -25;
else if (timeZone.startsWith('Africa')) latitude = 0;
else if (timeZone.startsWith('Asia')) latitude = 35;
else if (timeZone.startsWith('Europe')) latitude = 50;
else if (timeZone.startsWith('America')) {
latitude = 40;
if (timeZone.includes('Sao_Paulo') || timeZone.includes('Argentina') || timeZone.includes('Santiago') || timeZone.includes('Lima')) {
latitude = -20;
}
}
else if (timeZone.startsWith('Pacific')) latitude = 0;
else if (timeZone.startsWith('Atlantic')) latitude = 30;
else if (timeZone.startsWith('Indian')) latitude = -10;
else if (timeZone.startsWith('Antarctica')) latitude = -75;
}
} catch (e) {}
const sunPosition = SunCalc.getPosition(now, latitude, longitude);
const isLightMode = document.body.classList.contains('light-theme');
const SUNRISE_COLOR = [255, 170, 90];
const MIDDAY_COLOR = [255, 255, 255];
const SHADOW_DISTANCE = 1.0;
let currentSunShadow = '';
let currentSunShadowStrong = '';
if (sunPosition.altitude > 0) {
const offsetX = Math.sin(sunPosition.azimuth) * SHADOW_DISTANCE;
const offsetY = Math.cos(sunPosition.azimuth) * SHADOW_DISTANCE;
const specularHighlight = `inset ${offsetX.toFixed(2)}px ${offsetY.toFixed(2)}px 1px -0.5px rgba(255, 255, 255, ${isLightMode ? 1 : 0.5})`;
const reflectedSpecular = `inset ${-offsetX.toFixed(2)}px ${-offsetY.toFixed(2)}px 1px -0.5px rgba(255, 255, 255, ${isLightMode ? 1 : 0.5})`;
currentSunShadow = `${specularHighlight}, ${reflectedSpecular}, 0 5px 20px -10px rgba(0, 0, 0, 0.2)`;
const strongSpecular = `inset ${offsetX.toFixed(2)}px ${offsetY.toFixed(2)}px 1px -0.25px rgba(255, 255, 255, 1)`;
const strongReflectedSpecular = `inset ${-offsetX.toFixed(2)}px ${-offsetY.toFixed(2)}px 1px -0.25px rgba(255, 255, 255, 1)`;
currentSunShadowStrong = `${strongSpecular}, ${strongReflectedSpecular}, 0 5px 20px -10px rgba(0, 0, 0, 0.2)`;
} else {
const moonPosition = SunCalc.getMoonPosition(now, latitude, longitude);
const starlightSpecular = `inset 0px 1px 1px -0.5px rgba(255, 255, 255, ${isLightMode ? 1 : 0.5})`;
const starlightReflected = `inset 0px -1px 1px -0.5px rgba(255, 255, 255, ${isLightMode ? 1 : 0.5})`;
currentSunShadow = `${starlightSpecular}, ${starlightReflected}, 0 5px 20px -10px rgba(0, 0, 0, 0.2)`;
const strongStarlightSpecular = `inset 0px 1px 1px -0.25px rgba(255, 255, 255, 1)`;
const strongStarlightReflected = `inset 0px -1px 1px -0.25px rgba(255, 255, 255, 1)`;
currentSunShadowStrong = `${strongStarlightSpecular}, ${strongStarlightReflected}, 0 5px 20px -10px rgba(0, 0, 0, 0.2)`;
if (moonPosition.altitude > 0) {
const offsetX = Math.sin(moonPosition.azimuth) * SHADOW_DISTANCE;
const offsetY = Math.cos(moonPosition.azimuth) * SHADOW_DISTANCE;
const specularHighlight = `inset ${offsetX.toFixed(2)}px ${offsetY.toFixed(2)}px 1px -0.5px rgba(255, 255, 255, ${isLightMode ? 1 : 0.5})`;
const reflectedSpecular = `inset ${-offsetX.toFixed(2)}px ${-offsetY.toFixed(2)}px 1px -0.5px rgba(255, 255, 255, ${isLightMode ? 1 : 0.5})`;
currentSunShadow = `${specularHighlight}, ${reflectedSpecular}, 0 5px 20px -10px rgba(0, 0, 0, 0.2)`;
const strongSpecular = `inset ${offsetX.toFixed(2)}px ${offsetY.toFixed(2)}px 1px -0.5px rgba(255, 255, 255, 1)`;
const strongReflectedSpecular = `inset ${-offsetX.toFixed(2)}px ${-offsetY.toFixed(2)}px 1px -0.5px rgba(255, 255, 255, 1)`;
currentSunShadowStrong = `${strongSpecular}, ${strongReflectedSpecular}, 0 5px 20px -10px rgba(0, 0, 0, 0.2)`;
}
}
document.body.style.setProperty('--sun-shadow', currentSunShadow);
document.body.style.setProperty('--sun-shadow-strong', currentSunShadowStrong);
}
</script>
</body>
</html>