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Proverbs, aphorisms, quotations (English) by Linux fortune

"Good afternoon, madam.  How may I help you?"

"Good afternoon.  I'd like a FrintArms HandCannon, please."

"A--?  Oh, now, that's an awfully big gun for such a lovely lady.  I
mean, not everybody thinks ladies should carry guns at all, though I
say they have a right to.  But I think... I might... Let's have a look
down here.  I might have just the thing for you.  Yes, here we are!
Look at that, isn't it neat?  Now that is a FrintArms product as well,
but it's what's called a laser -- a light-pistol some people call
them.  Very small, as you see; fits easily into a pocket or bag; won't
spoil the line of a jacket; and you won't feel you're lugging half a
tonne of iron around with you.  We do a range of matching accessories,
including -- if I may say so -- a rather saucy garter holster.  Wish I
got to do the fitting for that!  Ha -- just my little joke.  And
there's *even*... here we are -- this special presentation pack: gun,
charged battery, charging unit, beautiful glider-hide shoulder holster
with adjustable fitting and contrast stitching, and a discount on your
next battery.  Full instructions, of course, and a voucher for free
lessons at your local gun club or range.  Or there's the *special*
presentation pack; it has all the other one's got but with *two*
charged batteries and a night-sight, too.  Here, feel that -- don't
worry, it's a dummy battery -- isn't it neat?  Feel how light it is?
Smooth, see?  No bits to stick out and catch on your clothes, *and*
beautifully balanced.  And of course the beauty of a laser is, there's
no recoil.  Because it's shooting light, you see?  Beautiful gun,
beautiful gun; my wife has one.  Really.  That's not a line, she
really has.  Now, I can do you that one -- with a battery and a free
charge -- for ninety-five; or the presentation pack on a special
offer for one-nineteen; or this, the special presentation pack, for
one-forty-nine."

"I'll take the special."

"Sound choice, madam, *sound* choice.  Now, do--?"

"And a HandCannon, with the eighty-mill silencer, five GP clips, three
six-five AP/wire-fl'echettes clips, two bipropellant HE clips, and a
Special Projectile Pack if you have one -- the one with the embedding
rounds, not the signalers.  I assume the night-sight on this toy is
compatible?"

"Aah... yes,  And how does madam wish to pay?"

She slapped her credit card on the counter.  "Eventually."

          -- Iain M. Banks, "Against a Dark Background"
...cyberpunk wants to see the mind as mechanistic & duplicable,
challenging basic assumptions about the nature of individuality & self.
That seems all the better reason to assume that cyberpunk art & music is
essentially mindless garbagio. Willy certainly addressed this idea in
"Count Zero," with Katatonenkunst, the automatic box-maker and the girl's
observation that the real art was the building of the machine itself,
rather than its output.
-- Eliot Handelman
Rhode's Law:
        When any principle, law, tenet, probability, happening, circumstance,
        or result can in no way be directly, indirectly, empirically, or
        circuitously proven, derived, implied, inferred, induced, deducted,
        estimated, or scientifically guessed, it will always for the purpose
        of convenience, expediency, political advantage, material gain, or
        personal comfort, or any combination of the above, or none of the
        above, be unilaterally and unequivocally assumed, proclaimed, and
        adhered to as absolute truth to be undeniably, universally, immutably,
        and infinitely so, until such time as it becomes advantageous to
        assume otherwise, maybe.
Theorem: All positive integers are equal.
Proof: Sufficient to show that for any two positive integers, A and B, A = B.
        Further, it is sufficient to show that for all N > 0, if A and B
        (positive integers) satisfy (MAX(A, B) = N) then A = B.

Proceed by induction:
        If N = 1, then A and B, being positive integers, must both be 1.
        So A = B.

Assume that the theorem is true for some value k.  Take A and B with
        MAX(A, B) = k+1.  Then  MAX((A-1), (B-1)) = k.  And hence
        (A-1) = (B-1).  Consequently, A = B.
"We'll look into it":
        By the time the wheels make a full turn, we
        assume you will have forgotten about it, too.
Actually, the probability is 100% that the elevator will be going in the
right direction.  Proof by induction:

N=1.        Trivially true, since both you and the elevator only have one
        floor to go to.

Assume true for N, prove for N+1:
        If you are on any of the first N floors, then it is true by the
        induction hypothesis.  If you are on the N+1st floor, then both you
        and the elevator have only one choice, namely down.  Therefore,
        it is true for all N+1 floors.
QED.
One day this guy is finally fed up with his middle-class existence and
decides to do something about it.  He calls up his best friend, who is a
mathematical genius.  "Look," he says, "do you suppose you could find some
way mathematically of guaranteeing winning at the race track?  We could
make a lot of money and retire and enjoy life."  The mathematician thinks
this over a bit and walks away mumbling to himself.
        A week later his friend drops by to ask the genius if he's had any
success.  The genius, looking a little bleary-eyed, replies, "Well, yes,
actually I do have an idea, and I'm reasonably sure that it will work, but
there a number of details to be figured out.
        After the second week the mathematician appears at his friend's house,
looking quite a bit rumpled, and announces, "I think I've got it! I still have
some of the theory to work out, but now I'm certain that I'm on the right
track."
        At the end of the third week the mathematician wakes his friend by
pounding on his door at three in the morning.  He has dark circles under his
eyes.  His hair hasn't been combed for many days.  He appears to be wearing
the same clothes as the last time.  He has several pencils sticking out from
behind his ears and an almost maniacal expression on his face.  "WE CAN DO
IT!  WE CAN DO IT!!" he shrieks. "I have discovered the perfect solution!!
And it's so EASY!  First, we assume that horses are perfect spheres in simple
harmonic motion..."
Proof techniques #1: Proof by Induction.

This technique is used on equations with "_n" in them.  Induction
techniques are very popular, even the military used them.

SAMPLE: Proof of induction without proof of induction.

        We know it's true for _n equal to 1.  Now assume that it's true
for every natural number less than _n.  _N is arbitrary, so we can take _n
as large as we want.  If _n is sufficiently large, the case of _n+1 is
trivially equivalent, so the only important _n are _n less than _n.  We
can take _n = _n (from above), so it's true for _n+1 because it's just
about _n.
        QED.        (QED translates from the Latin as "So what?")
        There was a mad scientist (a mad... social... scientist) who kidnapped
three colleagues, an engineer, a physicist, and a mathematician, and locked
each of them in seperate cells with plenty of canned food and water but no
can opener.
        A month later, returning, the mad scientist went to the engineer's
cell and found it long empty.  The engineer had constructed a can opener from
pocket trash, used aluminum shavings and dried sugar to make an explosive,
and escaped.
        The physicist had worked out the angle necessary to knock the lids
off the tin cans by throwing them against the wall.  She was developing a good
pitching arm and a new quantum theory.
        The mathematician had stacked the unopened cans into a surprising
solution to the kissing problem; his dessicated corpse was propped calmly
against a wall, and this was inscribed on the floor:
        Theorem: If I can't open these cans, I'll die.
        Proof: assume the opposite...
Your business will assume vast proportions.
The urge to gamble is so universal and its practice so pleasurable
that I assume it must be evil.
                -- Heywood Broun
It would be illogical to assume that all conditions remain stable.
                -- Spock, "The Enterprise Incident", stardate 5027.3
        The Hitchhiker's Guide to the Galaxy has a few things to say on
the subject of towels.
        Most importantly, a towel has immense psychological value.  For
some reason, if a non-hitchhiker discovers that a hitchhiker has his towel
with him, he will automatically assume that he is also in possession of a
toothbrush, washcloth, flask, gnat spray, space suit, etc., etc.  Furthermore,
the non-hitchhiker will then happily lend the hitchhiker any of these or
a dozen other items that he may have "lost".  After all, any man who can
hitch the length and breadth of the Galaxy, struggle against terrible odds,
win through and still know where his towel is, is clearly a man to be
reckoned with.
                -- Douglas Adams, "The Hitchhiker's Guide to the Galaxy"
Assume a virtue, if you have it not.  -William Shakespeare
Brief History Of Linux (#16)
Closed source, opened wallets

In 1976 Bill Gates wrote the famous letter to Altair hobbyists accusing
them of "stealing software" and "preventing good software from being
written". We must assume Bill's statement was true, because no good
software was being written at Micro-soft.

Bill Gates did not innovate the concept of charging megabucks for
software, but he was the first to make megabucks from peddling commercial
software.
<Knghtbrd> the problem with the GNU coding standards is they ASSUME that
           everyone in the world uses emacs..  If that were the case, free
           software would die because we would all have wrist problems
           like RMS by now and no longer be able to code.  ;>
"Nvidia's OpenGL drivers are my "gold standard", and it has been quite a
while since I have had to report a problem to them, and even their brand
new extensions work as documented the first time I try them.  When I have
a problem on an Nvidia, I assume that it is my fault.  With anyone else's
drivers, I assume it is their fault.  This has turned out correct almost
all the time."
        -- John Carmack
A CODE OF ETHICAL BEHAVIOR FOR PATIENTS:

4. DO NOT COMPLAIN IF THE TREATMENT FAILS TO BRING RELIEF.
        You must believe that your doctor has achieved a deep insight into
        the true nature of your illness, which transcends any mere permanent
        disability you may have experienced.

5. NEVER ASK YOUR DOCTOR TO EXPLAIN WHAT HE IS DOING OR WHY HE IS DOING IT.
        It is presumptuous to assume that such profound matters could be
        explained in terms that you would understand.

6. SUBMIT TO NOVEL EXPERIMANTAL TREATMENT READILY.
        Though the surgery may not benefit you directly, the resulting
        research paper will surely be of widespread interest.
A woman went into a hospital one day to give birth.  Afterwards, the doctor
came to her and said, "I have some... odd news for you."
        "Is my baby all right?" the woman anxiously asked.
        "Yes, he is," the doctor replied, "but we don't know how.  Your son
(we assume) was born with no body.  He only has a head."
        Well, the doctor was correct.  The Head was alive and well, though no
one knew how.  The Head turned out to be fairly normal, ignoring his lack of
a body, and lived for some time as typical a life as could be expected under
the circumstances.
        One day, about twenty years after the fateful birth, the woman got a
phone call from another doctor.  The doctor said, "I have recently perfected
an operation.  Your son can live a normal life now: we can graft a body onto
his head!"
        The woman, practically weeping with joy, thanked the doctor and hung
up.  She ran up the stairs saying, "Johnny, Johnny, I have a *wonderful*
surprise for you!"
        "Oh no," cried The Head, "not another HAT!"
No guarantee of accuracy or completeness!
©TU Chemnitz, 2006-2024
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