Popular culture may be making it a reality the same way made up words become socially acceptable according to dictionary writers.I would argue the 666 appears twice, and 6666 appears once, and that occurence of 6666 is two more occurances of 666: digits 0 through 3 and 1 through 4. It does not occur in the first 200 digits, but occurs 18 times in the first 10,000 digits. - 6 days, 3 hours ago --the real reason is that I eventually became somewhat bored with the whole project, which was taking up too much time every day since I tended to remember all 1512 numbers better if I recited them in my head in conveniently bite-sized groups of 10 daily!



- 6 days, 3 hours ago Maybe we can call this ‘ti’ (or ‘tie’, pace 173.245.53.184 below). Sometimes the tau is easier to use, but only some numbers and we can get the same result. Website built with

Excel in math and science. Americans wanted 32 bytes of data per cell, to support DS0 data rates, IIRC.

Many other digit combinations occur more times in the first 10,000 digits, including "123" (23 times), "222" (21 times), and "555" (26 times). I'm sure there is a compromise symbol "pau" too. Note that "xkcd" converted to numbers (a=1, b=2, etc.) Randall is suggesting using "pau", which is a The title text claims that pau can be approximated by e+2, as both values are roughly 4.71 — a similarity that holds little since it requires another irrational constant, This gives a periodically repeating number.

- 6 days, 2 hours ago
I think the previous is an indication that Randall did indeed use Wolfram.

Of course 310 octal is 200 decimal, but taking 200This Mathematica code searches for the pattern 666 in the octal expansion of 1.5 pi: So pi is really just a historical mistake, and it wouldn't be so difficult to fix this mistake if it weren't for people trying to make excuses for pi like saying "it doesn't matter" (interestingly, I find that most people who say this are pi supporters just using it as a reason to still use pi when it is clearly inelegant and not bringing anything new to the debate).

We had a great time celebrating with Tau Beta Pi-Michigan Gamma at the Detroit Zoo Wild Lights. Pi vs Tau. - 6 days, 5 hours ago
Someone said there's no indication that Randall used Wolfram, and that double-precision IEEE numbers in mostly any language would cause the same error. And how many 666's are in the full repetend? Then I proceeded to ask a math teacher, she then said it doesn't matter which one you use, but most people are more familiar with pi. 111) occurs as many times, although 1111 occurs once, 111 occurs once elsewhere, and 333 and 777 also occur once each. The Wolfram result deviates from this at the 18th digit already.

Any suggestions and reasons why $\pi$ is better than $\tau$ (or $\tau$ is better than $\pi$) are more than welcome! A=1/2 tau r^2 might seem less clear but even there in the equation is a hint at the proof. Lol very important...

1.5 pi or 0.75 tau. If you take the output of octal(pi * 1.5) and paste it back into the input like so: Wrote the transcript, not sure if I explained the visual well enough, so I left the incomplete tag if someone else has a better idea. ), but then I read the Pi manifesto and became neutral :) \(\tau\) is officially the most beautiful.

Given that this blog has covered such contentious and pressing issues as the “king” of the generalized fibonacci sequences, it seems only natural that I weigh in on the defining mathematical debate of the decade.. For the lost, this is a circle: The argument that you you can get the 4th roots of unity from Euler's identity with eta was also pretty bad considering that roots of unity are e^(iτk/n), so they are actually simpler with tau, and the 4th roots of unity really do just come from τ/4, not eta.Randy it's interesting that you ended at 1512 and noted 1511 is the 240th prime number. This isn't important. These positions start counting with the leading "4" as position 1. Wolfram gives the 18th decimal as 5, BC as 3. There is always this debate \(\pi\) vs \(\tau\). There are 4 occurrences, however, in the first three hundred and ten (310 in base 8 equals 200 in base 10) digits:

- 4 days, 19 hours ago Normally one argues about which one is more natural or easier to use. In each visualization you can see the first 200 digits after the decimal point for each number.I know it's easy to spot if you look at the start so please just enjoy it and vote without trying to consciously figure it out :) Okay I think we need to finally decide: Pi or Tau? Clearly, I also desperately needed to get a life!Definitely Tau.




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