HDTenEightyP/NetNews huggingface dataset:
From: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Subject: Math Quiz-tion
Originator: cjdcosta@zepplin.ece.ncsu.edu
Reply-To: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Organization: North Carolina State University, Project Eos
Date: Fri, 11 Sep 1992 06:35:54 GMT


We all know the relationships 

    2       2       2
   3   +   4   =   5

similarly,

    2        2      2
   5   +   12  =  13

etc.

But given any arbitrary integer, is it
always possible to find two other integers, 
so that the three can be related in the
same way that (3,4,5) and (5,12,13) and 
several other numbers are related ?


~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
|   Christopher J. D'Costa           cjdcosta@eos.ncsu.edu |
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
Newsgroups: rec.org.mensa
From: gmark@cbnewse.cb.att.com (gilbert.m.stewart)
Subject: Re: Poster of "other hi-IQ groups", please repost.
Organization: AT&T
Date: Wed, 9 Sep 1992 15:01:58 GMT

>In article <13678294@gloin.unh.edu>, kalter@unh.edu writes:
>|> Do you have addresses for the other groups?  If not, would be stisfied

Well, there's me.  But there's only one in my group, and it's pretty
exclusive.  The entrance exam has to do with DNA matching.  If you can
prove you're me, you're in.

My e-mail address is included in this post, if you're interested.

GMS
From: radams@BNR.CA (Rodney Adams)
Newsgroups: rec.org.mensa
Subject: Re: Poster of "other hi-IQ groups", please repost.
Date: 8 Sep 92 17:24:05 GMT
Reply-To: "Rodney Adams" <RADAMS@BNR.CA>
Organization: Bell-Northern Research, Ltd.

In article <13678294@gloin.unh.edu>, kalter@unh.edu writes:
|> Do you have addresses for the other groups?  If not, would be stisfied
|> with the score ranges.

The information you are looking for can be found in the monthly posting
of the Mensa FAQ.  I tried sending you the relevant portion via e-mail,
but unh.edu did not recognize kalter as a valid user.  If you wish, e-mail
me so that I can send it to the correct address.


----------------------------------------------------------------------

Rodney G. Adams                                INTERNET: RADAMS@BNR.CA
The opinions expressed above are not necessarily those of my employer.
As if you didn't already know that....
"We need more search and less research." - Walter Gropius
Newsgroups: rec.org.mensa
From: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Subject: Re: Newest Mensan
Originator: cjdcosta@zepplin.ece.ncsu.edu
Reply-To: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Organization: North Carolina State University, Project Eos
Date: Mon, 7 Sep 1992 04:02:09 GMT


Steve Shapiro proudly announces:
>
>                              INTRODUCING
>                         SHAPIRO RELEASE 3.0
>                     From Steve and Jill Shapiro
>
>                        DAVID EVERETT SHAPIRO
>
>Date: 9/3/1992
>Time: 12:51pm EDT
>Weight: 8lbs
>Length: 19 1/2"
>
>SPECIFICATIONS:
>
>Blue eyes; light brown hair. Fully operational upon release; incl. all
>standard features; no special connections required for interfacing; user
>friendly; thoroughly checked by experts and certified virus free; excellent
>output and communications power; continued enhancements (read constant changes)
>expected. 

And! Language(s) currently supported: All known versions of DaDaGooGoo, huh? 

:-)

Congratulations, Steve.

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
|   Christopher J. D'Costa           cjdcosta@eos.ncsu.edu |
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

Newsgroups: rec.org.mensa
From: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Subject: An even SHORTER Puzzle
Originator: cjdcosta@zepplin.ece.ncsu.edu
Reply-To: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Organization: North Carolina State University, Project Eos
Distribution: na
Date: Mon, 7 Sep 1992 04:26:32 GMT


There was this bum who was addicted to smoking, but was too poor to buy 
cigarettes. So he'd go around looking for cigarette butts, remove whatever 
tobacco was in them, and roll himself a new "cigarette". From 6 cigarette
butts, he could make one "cigarette" for himself.

On a day that he finds 36 cigarette butts, how many cigarettes will
he get to smoke?

Make any "reasonable" :-) assumptions. This is fairly straightforward.
Of course, the answer is NOT 6. 
Newsgroups: rec.org.mensa
From: ecsd@tfs.com (Eric C. S. Dynamic)
Subject: Re: 12 coins and another puzzle.
Organization: TFS
Date: Thu, 10 Sep 1992 11:38:16 GMT

3 trials. simple information theory. others post sol'n.
How about a program optimal for playing Mastermind?

Here's a calculus one, also E.Z.:

I like sweet koolaid, so I put two packs in a liter of water.
I have an input tube (fresh water) and the tube I drink from.
I drink the koolaid, which is replaced by fresh water so there is always
a liter of water in the container, until the concentration is down to 1 pack
per liter, disconnect the input tube and drink the rest.
How much did I drink?

Yes, the koolaid is always perfectly mixed.

Here's an exercise. The answer is desperately ugly.
What's the ratio of the volume of the outer-half of a torus to the inner-half?
(don't mince 'half', you know what I mean.)

Bored in Berkeley, no riots for three whole days.
-ecsd
Newsgroups: rec.org.mensa
From: dens@flammulated.owlnet.rice.edu (Dennis Allen Schmitz)
Subject: Re: An even SHORTER Puzzle
Organization: Rice University, Houston, Texas
	<1992Sep4.055131.26719@gn.ecn.purdue.edu>
	<1992Sep04.170223.28643@bnr.ca>
	<1992Sep4.214412.22946@lmpsbbs.comm.mot.com>
	<1992Sep7.042632.29653@ncsu.edu>
Distribution: na
Date: Tue, 8 Sep 1992 00:34:32 GMT

In article <1992Sep7.042632.29653@ncsu.edu> cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA) writes:

   There was this bum who was addicted to smoking, but was too poor to buy 
   cigarettes. So he'd go around looking for cigarette butts, remove whatever 
   tobacco was in them, and roll himself a new "cigarette". From 6 cigarette
   butts, he could make one "cigarette" for himself.

   On a day that he finds 36 cigarette butts, how many cigarettes will
   he get to smoke?

   Make any "reasonable" :-) assumptions. This is fairly straightforward.
   Of course, the answer is NOT 6. 

The answer is, of course 7. Plus he gets a single cigarette butt start
on his next collection.

Speaking of an ex-smoker, though, I have to say that I've never heard
of anything more disgusting than rolling butts into new cigarettes.

Later,
den

Newsgroups: rec.org.mensa
From: muchow@venus.iex.com (Don Muchow)
Subject: Hot cross puns
Organization: iex
Date: Fri, 11 Sep 1992 22:13:53 GMT



This has been floating around the office where I work.  Enjoy!

...or should I say "Thistles bean flat Inga Rondele a fish wear eyework"?


		TWEEZE DENIED BEEF WORKER ISTHMUS


Tweeze denied beef worker isthmus, winnow Trudy how's,
Snot agreed juries during, gnaw Tiffany moss.
This talking swear unbided Gemini wit cairn
Hint opus scenic (alas!) sinewy dare.
Unjelled runner nozzle tools smuggling deer butts
Well fissions unshoe kerplunks thence endear huts.
Anemometer cur chiffon dyeing mayhap,
Adjust subtle warp reins fairy loin winger snap.
Winnow taunted launderer roast sachet glitter
Ice brine bromide bet deucey woodwinds schemata.
Await Tudor widower blue lacking flesh,
Door roping tier shatters untrue hump these ash.
Demonian depressed often knew felines know
Gaffe cholesterol metier due abjects elope.
Wane wood tummy wandering ice shittah pear,
Vital men etchers lay mandate tidy Rainier.
Whittle it whole dolt river salival equipt,
Sinewy mom aunt isthmus bee-stain nicked.
Mere rabbit-torn evils whose gorses became
Any weaseled end shuttered, uncool tomboy maim.
"Node azure! No Dunce era! No France urine fixing!
Uncommit! And cubit! Andante ran vexing!
Toady tipoff deport chew detypify well!
Gnaw dish aweigh, dish aweigh, dish aweigh awl!"
Asked relieves dot beef forty whiled hurry queen fry,
Wind emit wooden apse stickle, mountie-desk eye,
Sew-up two-deep how stop duck horsers dubloon,
Witty slave fallow toils, ascend nickel loss due.
Ant tending at weakling - why hurt honor roof?
A brain sinning Boeing effete shiney huff.
Aside ruin mayhap untwist darning neuron
Bounding gym knee-scent knick (alas!) game winning pound.
Iwis tressed woolen furze promise etuis food,
Anus closed whorled varnished wood asses in suits.
Abound olived oils (egad!) flunk honor speck,
Any luck lockup addler chest (hope?) nimbus peck.
Assai Saudi twin calloused temples amore!
Exchequer lachryosis, whizz snows locket jury.
Estrual litter mouse wash thrown applique beau,
Amdahl biered honest Genesis weight hostess know.
Distempered ape pie pea yelled tiding is steed,
Undies mocha answer cul de sac lackey reed.
Egad! Abroad fastener litter hound bully
Achoo! quaintly left, lacking bull feeling jolly.
Iwis champion blimp -- arrayed chilly wool delve,
Any left whinney sow hymn, enspied off Moselle.
An oink office sigh unto whist office hood
Swoon gamey tonneau ahead knitting two tread.
Ease poke naught award, Beduoin strayed duets orc,
Infield eldest tuggings; interned witty chert,
End lioness fanger a sight office gnus,
Ant gibbon unknot, upon chimpanzee rows.
Hasp Rangoon is lay, due esteem guava wistful,
Ending weight day elf loo, lacking town ova tassle;
Buddy herding explain air hedge rowboat design,
"Hopping rich musty woolen due awl incondite!"


Newsgroups: rec.org.mensa
From: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Subject: Re: 4 triangles of equal size out of 6 straws of equal length.
Originator: cjdcosta@zepplin.ece.ncsu.edu
Reply-To: cjdcosta@eos.ncsu.edu (CHRISTOPHER J DCOSTA)
Organization: North Carolina State University, Project Eos
Date: Fri, 11 Sep 1992 02:25:27 GMT


rad@genco.bungi.com (Bob Daniel) aasks-
>
> [...]
> With 6 straws of equal length, make 4 triangles of equal size (in area).
>
>Hint:  It would be difficult to represent the solution graphically in
>an ascii reply.  It can be easily explained, however.


I came up with what seems too simple to be the solution, but here it is
anyway. Furthermore, it was even easy to draw :-) 

                  ----------------------------
                  \            /\            /
                   \     1    /  \    2     /
                    \        /    \        /
                     \      /      \      /
                      \    /        \    /
                       \  /          \  /
                        \/            \/ 
                        /\            /\
                       /  \          /  \
                      /    \        /    \  
                     /      \      /      \ 
                    /    3   \    /   4    \
                   /          \  /          \
                  /            \/            \
                  ----------------------------

The triangles have the same bases and heights, and therefore have equal 
areas. Of course, I'm assuming that you're allowed to cross straws. I 
couldn't come up with a solution that didn't require this. Secondly, you 
end up with four triangles AND a rhombus.


~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
|   Christopher J. D'Costa           cjdcosta@eos.ncsu.edu |
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

From: Dave.Aronson@p11.f120.n109.z1.fidonet.org (Dave Aronson)
Sender: Uucp@blkcat.UUCP
Newsgroups: rec.org.mensa
Subject: 4 triangles of equal size out of 6 straws of equal length.
Date: Mon, 14 Sep 1992 11:46:26 -0500

radams@BNR.CA (Rodney Adams) writes:

 RA> Dave.Aronson@p11.f120.n109.z1.fidonet.org (Dave Aronson) writes:

 DA> Related problem: using 6 straws of equal length,
 DA> make 6 equal triangles - not
 DA> just in size, but also in angles (i.e., congruent).
 DA>  Hint: probably easier for
 DA> certain people, to whom the pattern is familiar.
 DA> The same principle can be
 DA> applied to any even number greater than 4, and also to 5.

 RA> Might those people be ... um ... Jewish?

Mainly.  There are a few other groups that use the symbol, but not many....

From: muyanja@hpdmd48.boi.hp.com (bill muyanja)
Date: Sat, 5 Sep 1992 03:42:29 GMT
Subject: Re: Stephen Hawking, Mensan
Organization: Hewlett Packard - Boise, ID
Newsgroups: rec.org.mensa

Minor technicality: Hawking is NOT a Mensan.

In the "Mensa International Journal" section of the 9/92 "Mensa Bulletin",
Victor Serebriakoff writes that he asked Hawking about Mensa membership.
Hawking replied, "... I never actually joined Mensa.  I applied and was
sent a self administered IQ test.  I sent it back and was told I had got 
168 I think.  I was then invited to take a test under controlled
conditions to qualify for membership but I didn't bother because the
main thing I wanted to know was that the knock on my head had not
damaged my brain ..."

Serebriakoff goes on to add that the ceiling on the test Mensa was
using then (1962) was 161.  So Hawking "rang the bell..."


Bill
From: clong@romulus.rutgers.edu (Chris Long)
Newsgroups: rec.org.mensa
Subject: Ultra=TOPS Trial Test?
Date: 15 Sep 92 04:13:46 GMT
Organization: Rutgers Univ., New Brunswick, N.J.

In article <1992Sep11.185202.4975@bnr.ca>, Rodney Adams writes:

> A third test is also in the making and will be called the Ultra Test.

Is this the same as the Trial Test that's been given in pieces in
_In-Genius_?  I sent in my answers for #7 (which I thought was
very simple, but still fun).

From _In-Genius_ #64:

Trial Test #7

Ronald K. Hoeflin
PO Box 539
New York, NY 10101

There is no fee to have your attempt at these five problems scored,
but if you have not paid $25 for the entire series of tests you
should at least enclose a stamped, self-addressed envelope if you
reside in the US.

1)  Suppose an ant tries to crawl along the entire gridwork of the
wire shown at right {a 3x3 mesh square} starting at any point,
covering every portion of wire at least once, and never leaving the
wire.  What is the minimum distance the ant must crawl in order to
successfully accomplish its mission, given that each small square
is one inch by one inch, for a total of 24 inches of wire in all
it must traverse?

2)  Suppose that wires are strung so as to form the edges of a
regular octahedron, one side of which is depicted at right.  If
an ant crawls along the wires starting at any point, never leaving
the wires, and covering every portion of the wire at least once,
what is the minimum distance it would have to travel if each
side of each equilateral triangle forming the eight sides of the
octahedron is one inch in length, for a total of 12 inches of
wire to be traversed?

3)  If lightbulbs are put at two different corners of a square, two
distinct patterns are possible: one in which the bulbs are at
opposite ends of a side of the square, and one in which the bulbs
are diagonally across from one another.  If lightbulbs are put at
four different corners of a cube, how many distinct patterns are
possible?

4)  If lightbulbs are placed at three different vertices of a regular
octahedron, how many distinct patterns are possible?

5)  If lightbulbs are placed at two different vertices of a regular
dodecahedron, how many distinct patterns are possible?

> Now for my question: Can anyone give similar information about the
> Langdon Adult Intelligence Scale?

The LIGHT is the new version of the LAIT, and the first 20 problems
were published in the most recent _OATH_ (#2).  I'm sure a $1 sent
to Kevin Langdon, Polymath Systems, PO Box 795, Berkeley CA 94701
along with a SASE will get you a copy of it, or you could prepay
the $10 scoring fee for a copy (in which case your answer sheet will
be stamped PREPAID).
-- 
Chris Long, 265 Old York Rd., Bridgewater, NJ  08807-2618
Newsgroups: rec.org.mensa
Subject: Re: Mensa on Letterman
From: mcbeanb@brandonu.ca
Date: 4 Sep 92 13:47:08 CST
Organization: Brandon University, Brandon, Manitoba, Canada

In article <1992Sep3.030455.19679@syacus.acus.oz.au>, ron@syacus.acus.oz.au (Ron Williams) writes:
> mcbeanb@brandonu.ca wrote:
> : Maybe they were just a bunch of Mensans who had senses of humour, and
> : they were able to have a good time while laughing at themselves.
> : Imagine that:  Smart, and a sense of humour.  Who woulda thought?
> : 
> : Brian McBean
> 
> Yeah, but I think this Letterman was probably setting them up simply to
> take the mickey out of them. Cheap shot. Look how dumb these 'Geniuses'
> are.

That's how Letterman treats everybody!  Some people find it humourous,
others find it distasteful.

Brian McBean  -  McBeanB@BrandonU.Ca
Newsgroups: rec.org.mensa
From: gmark@cbnewse.cb.att.com (gilbert.m.stewart)
Subject: Re: 4 triangles of equal size out of 6 straws of equal length.
Organization: AT&T
Date: Fri, 11 Sep 1992 22:17:22 GMT

In article <1992Sep11.183043.4650@bnr.ca> "Rodney Adams" <RADAMS@BNR.CA> writes:
>In article <716227521.F00003@blkcat.UUCP>, Dave.Aronson@p11.f120.n109.z1.fidonet.org (Dave Aronson) writes:
>|> Related problem: using 6 straws of equal length, make 6 equal triangles - not
>|> just in size, but also in angles (i.e., congruent).  Hint: probably easier for
>|> certain people, to whom the pattern is familiar.  The same principle can be
>|> applied to any even number greater than 4, and also to 5.
>|> 
>
>Might those people be ... um ... Jewish?
> 
Or triangular.

GMS
Newsgroups: rec.org.mensa
From: ta-vg11@muddnext28.cc.columbia.edu (Vikas Gupta)
Subject: simple puzzle
Organization: Columbia University
Date: Wed, 9 Sep 1992 21:16:24 GMT


You have a set of 12 coins .One of them is either heavier or lighter.
All the rest are of the same weight.You also have a weighing balance.
What is the minimum number of weighings required to find out the odd coin  
and also to find the nature of its oddity(i.e. heavier or lighter).
Also what is the procedure for the same.

HAve fun
Vikas
From: phil@miracle.com (Phil Hill)
Newsgroups: rec.org.mensa
Subject: Re: Boston/Cambridge Mensa
Date: 16 Sep 92 10:11:53 GMT
Article-I.D.: miracle.16Sep92061153
Organization: Miracle Computer Consultants

rx1@athena.mit.edu (Stanley H Thompson) writes:
>I am wondering what the Boston/Cambridge Mensa scene is like.

Hi Stan,

Welcome to Boston Mensa.  I'm the LocSec of your fine chapter.  Have you
received you copy of the Beacon (our local newsletter) yet?  If you have, you
will see that we have a lot of events.  Generally there is something going on
every day.  As is often common in many large cities, most of the Mensa activity
seems to be in the suburbs.  However, we have a very good monthly event in
Cambridge (Party without Cars).  And if you are from LA, you should have a car,
so it's not too far to drive to the other events.

- Phil


-------------------------------------------------------------------------
| Phil Hill                     | "All you people in TV land,           |
| Miracle Computer Consultants  |   I will wake up your empty shells.   |
|                               |  Peak time viewing blown in a flash,  |
|                               |   as I burn into your memory cells.   |
| Email: phil@miracle.com       |  'cause I'm alive." - Peter Gabriel   |
Newsgroups: rec.org.mensa
From: skh4161@mvs.draper.com (Kjeld Hvatum)
Subject: Re: simple puzzle
Organization: Draper Laboratory
Date: Thu, 10 Sep 1992 17:50:00 GMT


>From: Vikas Gupta <ta-vg11@muddnext28.cc.columbia.edu>
>Message-ID: <1992Sep9.211624.8248@news.columbia.edu>
>
>You have a set of 12 coins .One of them is either heavier or lighter.
>All the rest are of the same weight.You also have a weighing balance.
>What is the minimum number of weighings required to find out the odd coin
>and also to find the nature of its oddity(i.e. heavier or lighter).
>Also what is the procedure for the same.

If the answer isn't 3, it's not even an interesting problem (too easy).
Since one of the 12 coins is either heavy or light, there are 24
possible situations.  The result of weighing two groups of coins has 3
possible outcomes (equal, or unbalanced two different ways).  Therefore,
3 weighings could theoretically distinguish between as many as 27 (3 * 3
* 3) different possibilities.  Since two weighings can distinguish
between only 9 possibilities, it's clear that 3 weighings are necessary.

Proving that 3 weighings are sufficient is more tedious.  If it is
possible, the key is to realize that most weighings must result in 3
possible outcomes.  This means you're probably wasting information by
weighing 6 coins vs. 6 coins at the start, since that has only two
possible outcomes.  Start by weighing two groups of 4.  If they are
equal, the odd coin is among the 4 that weren't weighed, for example.
I've quickly (i.e., not double-checked for accuracy) sketched out the
remaining strategy with paper and pencil, and it looks possible.  But
it's a lot trickier than the problem would seem to suggest, and there's
not enough space in this message to contain my proof :-)

If the answer is 3 (and I believe it is, unless I made a mistake
in my strategy tree), this is probably a standard puzzle available
with answers from the puzzle server mentioned in the "rec.puzzles"
FAQ.

Kjeld Hvatum <skh@draper.com>
Newsgroups: rec.org.mensa
From: gmark@cbnewse.cb.att.com (gilbert.m.stewart)
Subject: Re: Re: 4 triangles of equal size out of 6 straws of equal length.
Organization: AT&T
Date: Fri, 11 Sep 1992 22:21:21 GMT

In article <79C1E75940603E07@ccfvx3.draper.com> seb1525@mvs.draper.com (Stephen E. Bacher) writes:
>
>>>Last time I was at a bar in San Francisco, I was playing straw games with
>>>the bartender.  She had one that took me about 10 minutes to solve (with a
>>>couple beers in me :-).  She has tried it on atleast 100 people and said
>>>that only one person other than myself has gotten it.  Judging from the
>>>patrons of the bar, I didn't get the feeling that many there would give
>>>it much effort.  Nevertheless, it might make a great addition to
>>>Mensan testing.
>>>
>>>With 6 straws of equal length, make 4 triangles of equal size (in area).
>>
>>Sounds like a tetrahedron to me - the simplest of the five
>>Platonic solids.  Solution time: about 5 seconds.
>
>Correction:  about 5 seconds to come up with the solution, and about
>5 hours to implement it on a slippery countertop surrounded by rowdy
>drunken patrons.  10 hours if you are a rowdy drunken patron.
>
> - seb

I got it in about two seconds, but I happened to glance at some
carbon tetrachloride on my hands using my microscopic vision, so
I guess I cheated.

GMS


Newsgroups: rec.org.mensa
From: seb1525@mvs.draper.com (Stephen E. Bacher)
Subject: Re: Re: 4 triangles of equal size out of 6 straws of equal length.
Organization: Draper Laboratory
Date: Fri, 11 Sep 1992 20:45:00 GMT


>>Last time I was at a bar in San Francisco, I was playing straw games with
>>the bartender.  She had one that took me about 10 minutes to solve (with a
>>couple beers in me :-).  She has tried it on atleast 100 people and said
>>that only one person other than myself has gotten it.  Judging from the
>>patrons of the bar, I didn't get the feeling that many there would give
>>it much effort.  Nevertheless, it might make a great addition to
>>Mensan testing.
>>
>>With 6 straws of equal length, make 4 triangles of equal size (in area).
>
>Sounds like a tetrahedron to me - the simplest of the five
>Platonic solids.  Solution time: about 5 seconds.

Correction:  about 5 seconds to come up with the solution, and about
5 hours to implement it on a slippery countertop surrounded by rowdy
drunken patrons.  10 hours if you are a rowdy drunken patron.

 - seb
Newsgroups: rec.org.mensa
From: kalter@unh.edu
Subject: Poster of "other hi-IQ groups", please repost.
Organization: University of New Hampshire  -  Durham, NH
Region-Of-Space: Orion Arm of Milky Way, 30,000 l.y. out from core.
Date: Sat, 5 Sep 1992 09:23:52 GMT

Do you have addresses for the other groups?  If not, would be stisfied
with the score ranges.
Newsgroups: rec.org.mensa