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Geometry Vibes 3D

Launch into 3D rhythm chaos!

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Geometry Vibes 3D

What is Geometry Vibes 3D?

Geometry Vibes 3D transforms the classic rhythm runner formula by adding a fully realized third dimension to your obstacle-dodging adventure. Navigate through vibrant 3D environments where spikes, moving walls, and rotating platforms emerge from every angle, creating a spatial challenge that demands both timing precision and depth perception.

The game features three distinct difficulty modes: Rookie for newcomers learning 3D spatial navigation, Pro for experienced players seeking tighter timing windows, and Expert for rhythm masters ready to face the most complex obstacle choreography. Each difficulty level offers unique star challenges, with 90 total stars available across all modes to test your complete mastery.

Local 2-Player Mode brings face-to-face competition to rhythm platforming. Challenge a friend in split-screen races where simultaneous obstacle navigation tests both players' reflexes and rhythm sense. The dual-player format adds strategic pressure as you compete for the fastest completion times while avoiding the same hazard patterns.

Geometry Game - Geometry Vibes 3D

What Makes Geometry Vibes 3D Thrilling

  • Full 3D environments with obstacles emerging from multiple spatial dimensions
  • Three difficulty tiers (Rookie/Pro/Expert) with 90 collectible stars across all modes
  • Local 2-Player Mode for competitive split-screen rhythm racing
  • Endless Mode with global leaderboards for survival mastery
  • Customizable cube skins and particle trails unlocked through gameplay
  • Browser-based play with full mobile touch support for instant access

How to Play Geometry Vibes 3D

One-button mechanics meet 3D spatial awareness:
  • Player 1: Press W, Spacebar, or Left Mouse Click to jump over 3D obstacles.
  • Player 2 (in 2-Player Mode): Use the Up Arrow Key to control the second cube.
  • Mobile: Tap anywhere on screen to jump - touch controls are fully optimized.
  • Watch for obstacles approaching from all angles in 3D space, not just straight ahead.