22 Apr
2003
22 Apr
'03
7:24 p.m.
IF YOU know, please contact juha.rekola(a)kepa.fi and myself. Tks, FN
By the way, do you know anybody, good and patient in
teaching and
tutoring Linux, in Mumbai, Bandra?
--
-------------------------------------------------------------------------
Frederick Noronha (FN) | http://www.fredericknoronha.net
Freelance Journalist | http://www.bytesforall.org
http://goalinks.pitas.com | http://joingoanet.shorturl.com
http://linuxinindia.pitas.com | http://www.livejournal.com/users/goalinks
-------------------------------------------------------------------------
22 Apr
22 Apr
9:23 p.m.
Hi,
Wth regds 2 ur reqmt, u culd ctc Mr. T. Srinivas Reddy on 9820879303. He
rsds at B'dra & hs bn in ths line fr lst 6 yrs.
Rgds,
Ash
----- Original Message -----
From: Frederick Noronha (FN) <fred(a)bytesforall.org>
To: Juha Rekola <juha.rekola(a)kepa.fi>
Cc: <linuxers(a)mm.ilug-bom.org.in>
Sent: Tuesday, April 22, 2003 9:50 AM
Subject: [ILUG-BOM] Someone to tutor in GNU/Linux?
IF YOU know, please contact juha.rekola(a)kepa.fi and
myself. Tks, FN
By the way, do you know anybody, good and patient
in teaching and
tutoring Linux, in Mumbai, Bandra?
--
-------------------------------------------------------------------------
Frederick Noronha (FN) | http://www.fredericknoronha.net
Freelance Journalist | http://www.bytesforall.org
http://goalinks.pitas.com | http://joingoanet.shorturl.com
http://linuxinindia.pitas.com | http://www.livejournal.com/users/goalinks
-------------------------------------------------------------------------
--
http://mm.ilug-bom.org.in/mailman/listinfo/linuxers
10:07 p.m.
» > By the way, do you know anybody, good and patient in teaching and
» > tutoring Linux, in Mumbai, Bandra?
i stay in santacruz and teach in the evening time, preferably after 8....
my cell no is 9820 964 863
Kiran Ghag
Software Engineer @ Patni Computers, India
Work Phone: +91 (22) 2829 1454 Extension 5236
Web Page: http://kiran7.freeservers.com
_____
Every Horse has an Infinite Number of Legs (proof by intimidation):
Horses have an even number of legs. Behind they have two legs, and in
front they have fore-legs. This makes six legs, which is certainly an
odd number of legs for a horse. But the only number that is both even
and odd is infinity. Therefore, horses have an infinite number of
legs. Now to show this for the general case, suppose that somewhere,
there is a horse that has a finite number of legs. But that is a horse
of another color, and by the lemma ["All horses are the same color"],
that does not exist.
7051
days inactive
7051
days old
2 comments
3 participants
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Frederick Noronha (FN) -
K i r ＠ n G h a g -
OSP