Ícone da app Triplet: Three Mazes

Triplet: Three Mazes

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Three independent mazes

Por Vladislav Galkin · Jogos
Pontuação Debuts 84NovaSê o primeiro a avaliar

Porque esperamos isto: A clever simultaneous-movement puzzle with clear rules, verified optimal solutions, and a fair free-chapter model.

Captura de ecrã 1 de Triplet: Three MazesCaptura de ecrã 2 de Triplet: Three MazesCaptura de ecrã 3 de Triplet: Three MazesCaptura de ecrã 4 de Triplet: Three MazesCaptura de ecrã 5 de Triplet: Three MazesCaptura de ecrã 6 de Triplet: Three Mazes

Em resumo

Triplet: Three Mazes is a puzzle game where every swipe moves three pieces at once, and a wall stops only the piece it blocks. Players solve 80 puzzles across 10 chapters, with the first five chapters free and the rest unlocked by one purchase. Undo, restart, and step-by-step hints are available.

Resumo do Debuts, com base na ficha da App Store.

Sobre

Three independent mazes. Three pieces. One move.

Every swipe in Triplet moves all three pieces at the same time. When a wall blocks one piece, it stays put while the others continue. To win, bring all three pieces to their targets together.

• 80 puzzles across 10 chapters with verified optimal move counts. The first 5 chapters are free; chapters 6–10 unlock with one purchase. • Step-by-step shortest solutions from your current position. Chapter 1 hints are free; from chapter 2, each level’s permanent hint is a separate purchase. • Undo and restart whenever you need. • Your current attempt and best scores saved on your device. Perfect scores mark levels in gold. • English and Russian, selectable in Settings. • Designed for iPhone and iPad, in portrait and landscape. • No ads or registration. Purchases and restoration require internet access; gameplay and previously unlocked hints work offline. • Expanded boards with the direction pad hidden. Your display choice persists across launches. • Restore purchases with your Apple Account. No subscriptions. App Store prices are shown before purchase.

One command produces three different outcomes. Find the solution that brings everything together.

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