Template:Selected anniversaries/January 16: Difference between revisions
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File:Gnotilus-fighting-Heracles.jpg|link=Heracles (nonfiction)|525 BC: [[Heracles (nonfiction)|Heracles]] defends himself after sneak attack by supervillain [[Gnotilus]]. | File:Gnotilus-fighting-Heracles.jpg|link=Heracles (nonfiction)|525 BC: [[Heracles (nonfiction)|Heracles]] defends himself after sneak attack by supervillain [[Gnotilus]]. | ||
File:Euclid's algorithm.svg|link=Algorithm (nonfiction)|1889: Council of [[Algorithm (nonfiction)|algorithms]] announces plans to fund and build a Museum of Algorithms. | File:Euclid's algorithm.svg|link=Algorithm (nonfiction)|1889: Council of [[Algorithm (nonfiction)|algorithms]] announces plans to fund and build a Museum of Algorithms. | ||
File:Nikolay Basov.jpg|link=Nikolay Basov (nonfiction)|1953: Physicist and educator [[Nikolay Basov (nonfiction)|Nikolay Basov]] witnesses spontaneous [[cryptographic numen]], develops new theory of quantum electronics. | |||
File:Plutonium pellet.jpg|link=Plutonium (nonfiction)|1969: [[Plutonium (nonfiction)|Plutonium]] (specifically Pu-238) is revealed as [[cryptographic numen]]. | File:Plutonium pellet.jpg|link=Plutonium (nonfiction)|1969: [[Plutonium (nonfiction)|Plutonium]] (specifically Pu-238) is revealed as [[cryptographic numen]]. | ||
File:Cryptographic numen modelled as nano-wire.jpg|link=Cryptographic numen|2015: [[Cryptographic numen]] modeled in nanowire, reveals new class of [[Gnomon algorithm functions]]. | File:Cryptographic numen modelled as nano-wire.jpg|link=Cryptographic numen|2015: [[Cryptographic numen]] modeled in nanowire, reveals new class of [[Gnomon algorithm functions]]. | ||
</gallery> | </gallery> |
Revision as of 07:22, 11 December 2016
1889: Council of algorithms announces plans to fund and build a Museum of Algorithms.
1953: Physicist and educator Nikolay Basov witnesses spontaneous cryptographic numen, develops new theory of quantum electronics.
1969: Plutonium (specifically Pu-238) is revealed as cryptographic numen.
2015: Cryptographic numen modeled in nanowire, reveals new class of Gnomon algorithm functions.