» Cubis 2 Description

Pump up your mental muscles with this sequel to the award-winning hit! Stack, push and wedge colored blocks into groups of three or more in four uniquely exciting game modes. Beat the clock in Arcade mode, outwit Puzzle modes, or watch the blocks fly in the two Morph-fun modes. Even create and share your own Cubis levels with the Game Editor! Cubis 2 is the logical choice for casual fun.

» Cubis 2 Summary

» Cubis 2 Screenshots

Screenshot 1

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Screenshot 2

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Screenshot 3

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» Cubis 2 Features

• 4 challenging game modes
• Unlimited play
• In-game tutorial
• Beautiful 3D graphics
• Animated themes

» Cubis 2 Reviews

• "I had the Cubis Gold and played it to death. I was thrilled to see the new Cubis Gold 2 out. It is completely addictive, offers great variety in challenges, and has a 'satisfying' play to it. My favorite arcade game!" -madcelt
• "It really keeps me thinking. At 64 I need something to keep me alert and thinking." -Clara
• "I have been a Cubis Fan for a long time, this is the second cubis I have purchaed because I never get tired of it." -LI

» Cubis 2 System Requirements

• Windows 98/ME/2000/XP
• Processor: 300 MHz or faster
• Memory: 64 MB or more

» Cubis 2 Extra Info

Did you know that...

The vertices of a cube can be grouped into two groups of four, each forming a regular tetrahedron. These two together form a regular compound, the stella octangula. The intersection of the two forms a regular octahedron. The symmetries of a regular tetrahedron correspond to those of a cube which map each tetrahedron to itself; the other symmetries of the cube map the two to each other.

One such regular tetrahedron has a volume of 1/3 of that of the cube. The remaining space consists of four equal irregular polyhedra with a volume of 1/6 of that of the cube, each.

The rectified cube is the cuboctahedron. If smaller corners are cut off we get a polyhedron with 6 octagonal faces and 8 triangular ones. In particular we can get regular octagons (truncated cube). The rhombicuboctahedron is obtained by cutting off both corners and edges to the correct amount.

In the four-dimensional geometry, the analogue of a cube has a special name - a tesseract or hypercube.

Misspellings: cubis2 cubes cubus cubs