Cantor Parabola: Difference between revisions
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File:George_Eastman.jpg|link=George Eastman (nonfiction)|1888: [[George Eastman (nonfiction)|George Eastman]] registers the trademark Kodak and receives a patent for his camera that uses roll film. | |||
File:Philo T Farnsworth.jpg|link=Philo Farnsworth (nonfiction)|1928: Inventor and crime-fighter [[Philo Farnsworth (nonfiction)|Philo Farnsworth]] electronic television system to communicate with math photographer Cantor Parabola. | File:Philo T Farnsworth.jpg|link=Philo Farnsworth (nonfiction)|1928: Inventor and crime-fighter [[Philo Farnsworth (nonfiction)|Philo Farnsworth]] electronic television system to communicate with math photographer Cantor Parabola. | ||
File:Cantor Parabola defies the National Security Agency.jpg|Cantor Parabola defies the National Security Agency, reveals [[Hollerith card (nonfiction)]] with transdimensional steganographic channels. | File:Cantor Parabola defies the National Security Agency.jpg|Cantor Parabola defies the National Security Agency, reveals [[Hollerith card (nonfiction)]] with transdimensional steganographic channels. |
Revision as of 13:45, 4 September 2017
Cantor Parabola (? - ?) is a time-travelling math photographer and historian of crimes against mathematical constants.
Parabola has constructed an artificially intelligent camera with several advanced features:
- Detects energy across the entire electromagnetic spectrum.
- Detects nearby alternate quantum timelines, resulting in pictures of what might happen in the future. See Scrying engine.
- Allows the user to teleport to any place where the camera has been in the past, and some places where the camera might be in the future.
In the News
1888: George Eastman registers the trademark Kodak and receives a patent for his camera that uses roll film.
1928: Inventor and crime-fighter Philo Farnsworth electronic television system to communicate with math photographer Cantor Parabola.
Cantor Parabola defies the National Security Agency, reveals Hollerith card (nonfiction) with transdimensional steganographic channels.
Cantor Parabola and Gnotilus at Athens wins Pulitzer Prize.