Cheir vs Exhomorph

Cheir = Chess + Heir A new competitive game that adds the secret of the "Regent" to chess. ■ What is a Regent? Before each game, you secretly choose one Knight, Bishop, or Rook as your "Regent." Your opponent can't see which one. ■ Two Ways to Win 1. Checkmate (as usual) 2. Capture your opponent's Regent! On top of normal chess, you must hunt and protect Regents. "Could that piece be their Regent?" — that mind game is what makes Cheir unique. ■ Features • Online Multiplayer — ELO-based matchmaking finds opponents at your skill level • Global Rankings — Bronze / Silver / Gold / Platinum / Diamond rank tiers • AI Matches — Easy, Normal, and Hard difficulty levels • Private Matches — Play with friends using room codes • Sign in with Apple — Sync your data across devices • 5 Languages — English, Japanese, Russian, German, Spanish ■ Monetization Cheir is ad-free with no pay-to-win elements. • Supporter Pack (one-time): Detailed stats, full match history, Supporter badge • Tip Jar: Optional donations to support development No gameplay-affecting purchases whatsoever. terms: https://qursor.vercel.app/app/6761400592/terms

Step onto a chess piece and you BECOME it. A pawn, a knight, a queen — whatever tile you land on, you move like it next. That single rule grows into 200 hand-tuned puzzles. No timers. No noise. Just you, a cozy little board, and the quiet click of the right move. HOW IT PLAYS • Tap a glowing tile to move. • Step onto a piece and morph into it. • Use each form's moves to reach the goal. • One wrong path and you rethink — never lose, just solve. WHY YOU'LL STAY • 200 levels across 5 warm worlds, each gently harder than the last. • Every level is solver-verified — guaranteed solvable, never unfair. • Hand-crafted, tactile board with solid classic chess pieces. • Calm, premium feel — no ads mid-puzzle, no pressure, fully offline. • One-finger play. Pick up for a minute or lose an hour. Stuck? A hint is always one tap away. Misstep? Undo and try the line again. Become the piece. Find the path. Solve every board.