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Now, what would happen if I filled in the form for a certain Mr J Beiber?
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Gotta be worth a try... 
Those who fail to learn history are doomed to repeat it. --- George Santayana (December 16, 1863 – September 26, 1952)
Those who fail to clear history are doomed to explain it. --- OriginalGriff (February 24, 1959 – ∞)
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"Message automatically removed"
I guess.
Veni, vidi, vici.
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who?
You cant outrun the world, but there is no harm in getting a head start
Real stupidity beats artificial intelligence every time.
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I know your type: you just want us to google for him, and provide you links.
So it goes on our Google search history not yours.
Not gonna happen, buddy. Find your own talentless, moronic, manufactured excuse for a teen hearthrob videos.
Those who fail to learn history are doomed to repeat it. --- George Santayana (December 16, 1863 – September 26, 1952)
Those who fail to clear history are doomed to explain it. --- OriginalGriff (February 24, 1959 – ∞)
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You think that is bad? In my twatter feed I heard that a certain Ms P. H. is 'excited' to be back in the studio. The sound engineer is reported to be 'sedated and expected to make at least a partial recovery'.
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the post confused me it said Mr and I always thought it was a Miss
I wouldn't wish him on anyone's browser history - Even Jimmy Savill never stooped that low
You cant outrun the world, but there is no harm in getting a head start
Real stupidity beats artificial intelligence every time.
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While we are at it[^]! 
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A square peg in a round hole, or a round peg in a square hole?
Regards,
Rob Philpott.
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Well...both.
http://www.dailymotion.com/video/x1c7erl_qi-xl-h01-hodge-podge_fun[^] SFW, look at 24:25 secs onwards for what I mean.
Those who fail to learn history are doomed to repeat it. --- George Santayana (December 16, 1863 – September 26, 1952)
Those who fail to clear history are doomed to explain it. --- OriginalGriff (February 24, 1959 – ∞)
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Alas if I were to click on that I believe that this angry screen would pop up and my name would go on a list yet again. They're very sensitive here.
'Daily motion', am I the only one who thinks of bowel movements?
Regards,
Rob Philpott.
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Ah. And you'll be hauled off to the naughty step...
Take a cylinder, as tall as it is wide.
Cut two wedges off it, so it has a triangular profile, but a round bottom.
It will now fit through a round hole, a square hole, and a triangular hole, provided they all have the same "height".
Those who fail to learn history are doomed to repeat it. --- George Santayana (December 16, 1863 – September 26, 1952)
Those who fail to clear history are doomed to explain it. --- OriginalGriff (February 24, 1959 – ∞)
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Well if you are going to bodge it and have a heavy enough hammer either?
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Square peg in round hole area ratio is:
2*r^2/pi*r^2 = 0.6366
Round peg in square hole area ratio is :
pi*r^2/4*r^2 = 0.78529
where r is radius circle.
Therefore I submit a round peg in square hole is better fit.
I can't speak from personal experience,
Peter Wasser
"The whole problem with the world is that fools and fanatics are always so certain of themselves, and wiser people so full of doubts." - Bertrand Russell
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Nice. If this were Q&A your answer would be accepted.
Now, why did I need to know that?
Regards,
Rob Philpott.
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Rob Philpott wrote: If this were Q&A your answer would be accepted.
Are you sure.
Peter Wasser
"The whole problem with the world is that fools and fanatics are always so certain of themselves, and wiser people so full of doubts." - Bertrand Russell
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No, 3 other people would copy and paste the exact same answer in the hope that THEY would get the points... 
Anything that is unrelated to elephants is irrelephant
Anonymous
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The problem with quotes on the internet is that you can never tell if they're genuine
Winston Churchill, 1944
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I'd just like a chance to prove that money can't make me happy.
Me, all the time
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... except I think the area of the square peg in a round hole is half what you think:
diagonal of square = 2r
using Pythagoras:
side = √((2r)2/2) = √2r
area = √2r * √2r = 2r2
I think [missed final 2]
modified 4-Jun-14 5:58am.
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2r does not produce area.
Area of the square within circle is diagonal^2/2 == (2r)^2/2
Peter Wasser
"The whole problem with the world is that fools and fanatics are always so certain of themselves, and wiser people so full of doubts." - Bertrand Russell
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I fixed my answer, still not 4r2
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Nagy Vilmos wrote: still not 4r2
Agree 4*r^2/2
Peter Wasser
"The whole problem with the world is that fools and fanatics are always so certain of themselves, and wiser people so full of doubts." - Bertrand Russell
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I read this initially as "I can speak from personal experience."
I was about to ask you to expand on this and then realised that you used "Can't" and not can.
Quite frankly I feel a bit disappointed.
"Rock journalism is people who can't write interviewing people who can't talk for people who can't read." Frank Zappa 1980
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As developers we recommends the square peg in the square peg (as well the round peg in the round hole). However you could obtain more interesting answers from project managers.
Veni, vidi, vici.
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CPallini wrote: As developers we recommends the square peg in the square peg
I don't. 
Those who fail to learn history are doomed to repeat it. --- George Santayana (December 16, 1863 – September 26, 1952)
Those who fail to clear history are doomed to explain it. --- OriginalGriff (February 24, 1959 – ∞)
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