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Weird Dreams is a cinematic platform game developed by Rainbird Software which was published for the Amiga, Atari ST, Commodore 64, and DOS. A modified version served as the visual component to a phone-in quiz on ITV's Motormouth. [2] The game was planned for release on Amstrad CPC and ZX Spectrum, but both versions were cancelled. [1]
The Dream Surfer Theory: An outside force implants This Man in people's dreams, whether from someone's supernatural projection, or mental conditioning by a corporation. The Dream Imitation Theory: People only dream of This Man after having already learned about the phenomenon and the image has left an impression on their minds.
Tinker to Evers to Chance is a compilation album of songs by Game Theory, released in 1990. The liner notes describe the included tracks as songs which "reached national obscurity, as opposed to local obscurity." Band leader Scott Miller went on to form The Loud Family.
In the 2016 video game No Man's Sky, the universe is a simulated universe run by The Atlas. According to in-game lore, many vastly different iterations of the universe existed, with very different histories and races. As the Atlas AI became more and more corrupted, the universes became more and more similar to each other.
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The Belgian comics artist Hergé was plagued by nightmares in which he was chased by a white skeleton, whereupon the entire environment turned white. A psychiatrist advised him to stop making comics and take a rest, but Hergé drew an entire story set in a white environment: the snowy mountaintops of Tibet.
The weird true story of Kid Nation, the Bush-era reality-TV experiment that dropped a bunch of children in the desert—then let the cameras roll. Years later, all of a sudden, the Internet got ...
Separately, game theory has played a role in online algorithms; in particular, the k-server problem, which has in the past been referred to as games with moving costs and request-answer games. [124] Yao's principle is a game-theoretic technique for proving lower bounds on the computational complexity of randomized algorithms , especially online ...