Files
Laca-City/frontend/node_modules/@rtsao/scc
PhongPham c65cc97a33 🎯 MapView v2.0 - Global Deployment Ready
 MAJOR FEATURES:
• Auto-zoom intelligence với smart bounds fitting
• Enhanced 3D GPS markers với pulsing effects
• Professional route display với 6-layer rendering
• Status-based parking icons với availability indicators
• Production-ready build optimizations

🗺️ AUTO-ZOOM FEATURES:
• Smart bounds fitting cho GPS + selected parking
• Adaptive padding (50px) cho visual balance
• Max zoom control (level 16) để tránh quá gần
• Dynamic centering khi không có selection

🎨 ENHANCED VISUALS:
• 3D GPS marker với multi-layer pulse effects
• Advanced parking icons với status colors
• Selection highlighting với animation
• Dimming system cho non-selected items

🛣️ ROUTE SYSTEM:
• OpenRouteService API integration
• Multi-layer route rendering (glow, shadow, main, animated)
• Real-time distance & duration calculation
• Visual route info trong popup

📱 PRODUCTION READY:
• SSR safe với dynamic imports
• Build errors resolved
• Global deployment via Vercel
• Optimized performance

🌍 DEPLOYMENT:
• Vercel: https://whatever-ctk2auuxr-phong12hexdockworks-projects.vercel.app
• Bundle size: 22.8 kB optimized
• Global CDN distribution
• HTTPS enabled

💾 VERSION CONTROL:
• MapView-v2.0.tsx backup created
• MAPVIEW_VERSIONS.md documentation
• Full version history tracking
2025-07-20 19:52:16 +07:00
..
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2025-07-20 19:52:16 +07:00
2025-07-20 19:52:16 +07:00

@rtsao/scc

Find strongly connected components of a directed graph using Tarjan's algorithm.

This algorithm efficiently yields both a topological order and list of any cycles.

Installation

yarn add @rtsao/scc
npm install @rtsao/scc

Usage

const scc = require("@rtsao/scc");

const digraph = new Map([
  ["a", new Set(["c", "d"])],
  ["b", new Set(["a"])],
  ["c", new Set(["b"])],
  ["d", new Set(["e"])],
  ["e", new Set()]
]);

const components = scc(digraph);
// [ Set { 'e' }, Set { 'd' }, Set { 'b', 'c', 'a' } ]

Illustration of example input digraph

┌───┐     ┌───┐
│ d │ ◀── │ a │ ◀┐
└───┘     └───┘  │
  │         │    │
  ▼         ▼    │
┌───┐     ┌───┐  │
│ e │     │ c │  │
└───┘     └───┘  │
            │    │
            ▼    │
          ┌───┐  │
          │ b │ ─┘
          └───┘