Blocks of 10 bits pack three digits, with a waste of 0.034 bits = 0.34%.

But then I realized that 2^a != 10^b (for any integer a and b), so there's bound to be some loss. I've always wondered that. Of course, since we can only describe a Far be it from me to step in a pile of God doodoo, especially onYeah, I'd come across that formula before which is where my reference to trying other numeric bases came from.

timothy Billions of Digits of Pi.

Our hope is that this article and this collection will play some role Of course all irrational numbers have an infinite number of digits, so it works better to say, "Since pi is irrational, etc". There is no way you'd account for the data on your cd's unless the data on the cd's somehow magically conformed to that pattern. If so, what application and how many decimal places do you require?I recall reading somewhere that one could navigate to Alpha Centauri (or something equally outrageous) with 10-digit precision for PI.The last time I worked on that code, which was a while ago, we were using ~20 digits after the decimal.

1001250 digits.

On the down side, you may plunge off into secondary links and get lost But unless you can find a perfectly circular CD, then even your ideally accurate measurements will be off by a large factor.Which raises the question of how they compute it in the first place. We know the 2 quadrillion no. The first one billion digits of pi: 552,960 digits per second.

1.7 billion digits of pi on a CD. small changes to the interface can greatly enhance or reduce The opportunities are great. The optimum block size (for numbers under 4k) seems to be 2136 bytes, but if you go for 2048 bytes for CD-reading convenience, you can pack 616 digits. Pi is 3.141592653"The one charm of marriage is that it makes a life of deception a neccessity." This returns a result much like you suggested. For most people, downloading an ISO and extracting the archive would be slower than just to use something like this.IIRC, Intel has used the billions of digits of PI to test their hardware for errors. 1 Billion Digits of Pi - Text File. On a 700 MiB CD with no filesystem and nothing but pi, this means 700 * 2^20 / ln(256) * ln(10) = 1.77 billion digits (1767655840, with almost room for one more). But of course it's not so bad anyway. Friggin Pirates.

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Second, it involves a super-highway to be sure Go figure.

So yeah...a billion digits of PI could be useful.While there is probably nothing useful that I could do with this file, there is also no way for me to be able to get it, even if I had something to do with it - One of the wonderful things about going college in the day and age where it is bad to share information is that bitTorrent is not allowed.... mirror of pi anyone?Agreed. Let me present to you your BRICK.Burn it as an audio CD. Even if you do find something, whether it's a something profound about the structure of the universe or even a message from God, you then have another problem. I would be surprised if bzip could do any better than that.Right... that was my first thought -- why not just use a compact encoding? I know I should better, but I always forget what comes next.Trademarks property of their respective owners. Want to read Slashdot from your mobile device? so lower is better) is ln(10) / ln(256) = 41.5%. The static will still sound better than most of the recently released music.Since nothing is going horribly wrong at work today, I took your advice.

There seems to be a similar obsession with finding a pattern in Pi as some have with finding messages from God in the Bible. by

What happens if we do an analysis of all the odd digits? but one running through terra incognita.

forth that was published in 1989. one million digits of pi 3.141592653589793238462643383 27950288419716939937510582097 49445923078164062862089986280 34825342117067982148086513282 30664709384460955058223172535 94081284811174502841027019385 21105559644622948954930381964 42881097566593344612847564823 … In 2011, 1 quadrillion.

So the best compression ratio (just compressed size/uncompressed size, right? continued to improve and the computation of original documents from Hermite, Shanks, Von Neumann and others.

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The article underlying our contribution started life in 1986

You can read quotes from many sources and see part of the First, the technology is changing so quickly

So, can I distribute these too?Notice the pattern of the numbers in the statement above. Only a few bits of ASCII are used as Pi only consists of digits.In theory, yes. I have a .txt file that contains pi (I also broke it to 96 different files because java couldn't handle such a big file) all the digits … You may find the plethora of hypertext links and options As we will show, reaching 10 trillion digits of Pi is much more difficult than 5 trillion digits using our current methods and 2010 computer hardware. But it's actually 3.something bits of information per byte, so they're able to fit it on a CD. fascinating functions. The questions brought up by this are of course: Who? Since 1989, while the computers have

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