🏯 Sunset Temple Cross 3D Mahjong — Fruits

Sunset Temple Cross 3D Mahjong — Fruits is a free game of isometric 3D Mahjong solitaire — and unlike flat tile boards, this one is rendered with real depth, every tile a little bevelled block casting its own shadow on the stack below. The board is laid out as a raised cross-shaped temple with a layered centre, dressed in a sunset palette with fruits tile faces. The rules are the timeless ones: find two identical tiles that are both free, and tap them to remove the pair. A tile is free when nothing is stacked on top of it and at least one side — left or right — is open, so half the fun is reading the 3D stack and planning which tiles to free next. Crucially, every single deal here is built to be completely solvable, so you are never bricked: there is always a path to clearing the whole board, and hints, a shuffle and unlimited undo are one tap away if you want them. It is pure, calming brain-training with no real money and nothing to buy. Your best clear time saves to your device and shares to WhatsApp or Telegram in a tap. It runs smoothly on any phone, tablet or desktop with no account and no download.

How to play

  • Look for tiles that are free — uncovered and open on the left or right.
  • Find two free tiles that show the same face.
  • Tap one, then tap its matching tile to remove the pair.
  • Removing tiles frees the ones beneath and beside them.
  • Use a hint, shuffle or undo if you get stuck.
  • Clear every tile from the 3D board to win.

Controls

Tap a free tile to select it, then tap a matching free tile to remove the pair. Use 💡 hint, 🔀 shuffle, ↶ undo and 🔊 mute. Built for touch and mouse.

Features

  • True isometric 3D Temple Cross layout (78 tiles) with bevelled, shadowed tiles
  • Sunset palette with fruits tile faces
  • Always-solvable deals — you can never get bricked
  • Hints, shuffle, unlimited undo and a saved best time
  • Free entertainment only — no real money, no gambling

FAQ

Clear every tile from the board by matching pairs of identical free tiles. A tile is free when nothing covers it and one side is open. Every deal is solvable, so a full clear is always possible.

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