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PYIN-PYANG (NDS Game)

PYIN-PYANG is a Yin-Yang Pong for the Nintendo DS. It’s a two player game only (no “player-vs-computer” mode) and it does not use Wifi. The two players play on the same DS. Player one (white) use the left pad to control the racket, player two (black) use the A, B, X and Y keys.

This game may be fun when you have only one DS for two players and you want to play together. The rules are tennis table rules and are explained into the “Help” section of the homebrew.

http://www.andreani.net/ds

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PSP GNU CHESS (PSP Game)

GNU Chess is command line Chess program running on many differents systems such as UNIX, windows or MacOS. It was started in 1986 by Stuart Cracraft, who is continuing to develop it with other coders such as Chua Kong Sian, Stuart Cracraft, Lukas Geyer, Simon Waters and David A. Wheeler.

PSP Gnu Chess use the GNU Chess version 5.07 for the Artificial Intelligence, and ZX-81 has added a Graphical User interface.

http://zx81.zx81.free.fr/serendipity/index.php?/archives/236-guid.html

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PuzzleManiak v3.0 (Beta 1) (NDS Game)

PuzzleManiak is a port of the marvelous Simon Tatham’s Portable Puzzle Collection on Nintendo DS. All 27 games are ported on NDS: Tents, Dominosa, Mines, Bridges, Light Up (aka Akari), Pattern (aka Picross), Net (aka Netwalk), Untangle (aka Planarity), Sudoku (aka Solo), Galaxies, Slitherlink (aka Loopy), Blackbox, Mastermind (aka Guess), Map, Filling, Solitaire (aka Pegs), Sixteen, Fifteen, Slant, Rectangles, Netslide, Samegame, Unequal, Flip, Inertia, Twiddle and Pyramid (adaptation of Cube).

Release notes:

Finally, a version 3.0 beta 1 is out.

First, I would like to thank Tom, who was really really patient and who did an amazing work concerning mp3 streaming. He did all the implementation, and all the integration in palib, the lib I’m using to code PuzzleManiak. Thanks a lot Tom, you’re really a nice guy, and also -for sure- a great developer.

I’m looking for a German translator (the previous one doesn’t answer anymore my emails). There is not so much thing to do, so if you’re interested, and able to do it, please contact me.

http://www.puzzlemaniak.com/blog/?p=161

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