Proverbs, aphorisms, quotations (English) | by Linux fortune |
`Lasu' Releases SAG 0.3 -- Freeware Book Takes Paves For New World Order by staff writers Helsinki, Finland, August 6, 1995 -- In a surprise movement, Lars ``Lasu'' Wirzenius today released the 0.3 edition of the ``Linux System Administrators' Guide''. Already an industry non-classic, the new version sports such overwhelming features as an overview of a Linux system, a completely new climbing session in a tree, and a list of acknowledgements in the introduction. The SAG, as the book is affectionately called, is one of the corner stones of the Linux Documentation Project. ``We at the LDP feel that we wouldn't be able to produce anything at all, that all our work would be futile, if it weren't for the SAG,'' says Matt Welsh, director of LDP, Inc. The new version is still distributed freely, now even with a copyright that allows modification. ``More dough,'' explains the author. Despite insistent rumors about blatant commercialization, the SAG will probably remain free. ``Even more dough,'' promises the author. The author refuses to comment on Windows NT and Windows 96 versions, claiming not to understand what the question is about. Industry gossip, however, tells that Bill Gates, co-founder and CEO of Microsoft, producer of the Windows series of video games, has visited Helsinki several times this year. Despite of this, Linus Torvalds, author of the word processor Linux with which the SAG was written, is not worried. ``We'll have world domination real soon now, anyway,'' he explains, ``for 1.4 at the lastest.'' ... -- Lars Wirzenius <wirzeniu@cs.helsinki.fi> [comp.os.linux.announce] | |
Proof techniques #2: Proof by Oddity. SAMPLE: To prove that horses have an infinite number of legs. (1) Horses have an even number of legs. (2) They have two legs in back and fore legs in front. (3) This makes a total of six legs, which certainly is an odd number of legs for a horse. (4) But the only number that is both odd and even is infinity. (5) Therefore, horses must have an infinite number of legs. Topics is be covered in future issues include proof by: Intimidation Gesticulation (handwaving) "Try it; it works" Constipation (I was just sitting there and ...) Blatant assertion Changing all the 2's to _n's Mutual consent Lack of a counterexample, and "It stands to reason" | |
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