New to cubes?

Start here. One turn at a time.

No speed target, no jargon overload. Build the confidence to hold a cube, understand its pieces, and complete your first useful moves.

Learn at your pace. Keep a physical cube next to you, practise a short sequence, and repeat it on the interactive trainer. The app can verify turns on screen; moves on a real cube are self-confirmed.

Your first ten minutes

Take a physical cube, place it on a desk, and open Cube Guruu on your laptop or phone. Spend two minutes finding centers, edges and corners, two minutes learning R and U turns, and six minutes doing the right trigger slowly. Do not race a timer yet.

RUR′U′

Say each face out loud as you turn. The prime symbol means counterclockwise when viewed directly from that face.

Before you continue
  • I can identify top, front and right faces.
  • I can make a 90° turn without rotating the entire cube.
  • I can read a prime turn.

Choose how to practise

Physical cube: Follow the spoken instructions, move your cube and confirm the step yourself. On-screen cube: Make the requested turn in the 3D viewer; the application can check the move you make in the simulator. Neither mode currently verifies your real cube using a camera.

For consistent results, keep your chosen front color facing you until the teacher explicitly asks you to reorient the cube.

A seven-day starter plan

  1. Day 1: names, orientation, basic moves.
  2. Day 2: R U R′ U′ practice and reversing moves.
  3. Day 3: build and check a first-layer cross.
  4. Day 4: insert first-layer corners.
  5. Day 5: recognize left and right middle-layer insertions.
  6. Day 6: practise top cross and last-layer recognition.
  7. Day 7: complete a deliberate solve using a consistent beginner method.

Common beginner mistakes

Turning the entire cube between algorithm letters; looking at only the white face instead of the side colors; rushing into memorized algorithms before understanding piece positions; and trying to use a 3×3 method for a larger cube before its centers and edges are reduced.

Practice what you learned: Open the interactive 3D cube →