just in case any of you had any doubts, the answer is 198. The
rest, just like Mys Terry is obfuscation: smoke and mirrors.

Wow...Katy got stomped again.


RB
35s5
NY

Capt. Rob wrote:
Wow...Katy got stomped again.


RB
35s5
NY

Nope..go back in your crate little puppy. You're not quite
housebroken yet.

"katy" wrote in message
...
just in case any of you had any doubts, the answer is 198. The rest, just
like Mys Terry is obfuscation: smoke and mirrors.

Hard to believe you don't have this particular sock in the bozo bin. Never
found it entertaining, just a waste of space.

John Cairns

Nope..go back in your crate little puppy. You're not quite
housebroken yet.


At least I knew the right answer! You screwed the pooch!


Bwahahahhahahaaahha!


RB
35s5
NY

Capt. Rob wrote:
Nope..go back in your crate little puppy. You're not quite
housebroken yet.


At least I knew the right answer! You screwed the pooch!


Bwahahahhahahaaahha!


RB
35s5
NY

My answer was correct...when you have uncertain variables like
children who may or may not need evening ware, you cannot include it
in the equation...

"Mys Terry" wrote in message
...
On Wed, 08 Feb 2006 10:53:18 -0500, katy
wrote:

just in case any of you had any doubts, the answer is 198.
The
rest, just like Mys Terry is obfuscation: smoke and mirrors.

Bzzzzt! Wrong. The correct answer is 250.

There should have been 250 evening gowns. Half were coats which
means
there were 125 coats, or 50%. Twenty percent were children's
sizes,
which means 50, but of those, 24 were both coats and for
children.
Therefore you must subtract the 24 from the total obtained, as
these
are overlapping categories. You therefore have 50 percent, plus
20
percent, plus 99 - 24 = 100 percent.

So now you are a proven liar as well as a proven idiot, because
you
kept insisting you knew the answer, when in fact you did not.

Care to try another?


Been reading 'Boys Life' again?

SBV

BB muttered

Care to try another?



Been reading 'Boys Life' again?

SBV


He just jacks off to the pictures.

SB
35s5
NY

22 bob****s enter a room, and half as many Binary bills leave,
but 1/4 of them come back in just as 2/5 of the bob****s leave.
now then, how many assholes are in the room?

"Mys Terry" wrote in message
...
On Wed, 8 Feb 2006 20:50:22 -0500, "Scotty"
wrote:

22 bob****s enter a room, and half as many Binary bills
leave,
but 1/4 of them come back in just as 2/5 of the bob****s
leave.
now then, how many assholes are in the room?


Just me.

Bzzzzt! Wrong. The correct answer is 'all of them'. You are a
liar and an idiot!

SV