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A pet-raising simulation (sometimes called virtual pets or digital pets [1]) is a video game that focuses on the care, raising, breeding or exhibition of simulated animals. . These games are software implementations of digital p
My Singing Monsters: Dawn of Fire is a prequel of the original My Singing Monsters, set in a time when the element of Fire was born. Unlike the original game which introduced the Fire Monsters to players, the main song is on "the Continent", a supercontinent land that was formed similarly to Pangaea. The Monsters are depicted as babies on "the ...
Creatures 1 and Creatures 2 on one disk, updated to run on Windows XP. Creatures Exodus. Creatures 3 and Docking Station plus a selection of new Norn breeds on one disk, updated for improved Windows XP compatibility. Mac OS X and Windows & Mac dual-format, and free downloadable versions are also available. Creatures Village
Procedural generation is a common technique in computer programming to automate the creation of certain data according to guidelines set by the programmer. Many games generate aspects of the environment or non-player characters procedurally during the development process in order to save time on asset creation.
However, Next Generation said that the PC version "offers one of the most obsessive and entertaining experiences anyone can have in front of the computer." [2] The Electric Playground gave the same PC version universal acclaim, over a month before it was released Stateside. [11] The PC version sold 100,000 units by November 1997.
Vocaloid (ボーカロイド, Bōkaroido) is a singing voice synthesizer software product. Its signal processing part was developed through a joint research project between Yamaha Corporation and the Music Technology Group in Universitat Pompeu Fabra, Barcelona. [1]
A male vocal released capable of singing in English. He was released on January 15, 2004. [11] He was built as a soul singer. His provider is unknown, save for the fact that he was a "British black singer".
It can be shown that if is a pseudo-random number generator for the uniform distribution on (,) and if is the CDF of some given probability distribution , then is a pseudo-random number generator for , where : (,) is the percentile of , i.e. ():= {: ()}. Intuitively, an arbitrary distribution can be simulated from a simulation of the standard ...