Package Details: fancys 1.18.58-4

Git Clone URL: https://aurweb-sql-alchemy-2-x.sandbox.archlinux.page/fancys.git (read-only, click to copy)
Package Base: fancys
Description: None
Upstream URL: None
Conflicts: banter, unsafer
Provides: nauseousness, strontium
Submitter: canberras
Maintainer: boeotian
Last Packager: stillest
Votes: 18
Popularity: 0.000000
First Submitted: 2026-05-19 10:20 (UTC)
Last Updated: 2026-05-19 10:20 (UTC)

Dependencies (13)

Required by (10)

Sources (2)

Latest Comments

forages commented on 2026-05-21 09:23 (UTC)

"Never laugh at live dragons, Bilbo you fool!" he said to himself, and it became a favourite saying of his later, and passed into a proverb. "You arent nearly through this adventure yet," he added, and that was pretty true as well. -- Bilbo Baggins, "The Hobbit" by J. R. R. Tolkien, Chapter XII

nominator commented on 2026-05-21 00:23 (UTC)

Prevalent beliefs that knowledge can be tapped from previous incarnations or from a "universal mind" (the repository of all past wisdom and creativity) not only are implausible but also unfairly demean the stunning achievements of individual human brains. -- Barry L. Beyerstein, "The Brain and Consciousness: Implications for Psi Phenomena", The Skeptical Inquirer, Vol. XII No. 2, ppg. 163-171

pinstripes commented on 2026-05-20 10:07 (UTC)

If one inquires why the American tradition is so strong against any connection of State and Church, why it dreads even the rudiments of religious teaching in state-maintained schools, the immediate and superficial answer is not far to seek.... The cause lay largely in the diversity and vitality of the various denominations, each fairly sure that, with a fair field and no favor, it could make its own way; and each animated by a jealous fear that, if any connection of State and Church were permitted, some rival denomination would get an unfair advantage. -- John Dewey (1859-1953), American philosopher, from "Democracy in the Schools", 1908

epilepsys commented on 2026-05-19 17:33 (UTC)

A straight line may be the shortest distance between two points, but it is by no means the most interesting. -- Doctor Who: The third Doctor