Digits Pi Specific Numbers Recreations

Search in the first four billion binary digits of Pi for a string and links to further information about Pi.

• Ramanujan, Modular Equations, and Approximations to Pi or How to compute One Billion Digits of Pi - Explains and compares several formulas for evaluating this large number of numerical places for pi. Includes complete list of digits.
• How to Memorize Pi - Guidance on how to remember this difficult number pi to several digits decimal places.
• The 1000 billionth binary digit of PI is '1' ! - Announcement of the 1000 billionth digit of Pi. pi [English/français]
• Search within Pi - Search in the first four billion binary digits of Pi specific numbers for a string and links to further information about Pi.
• Pi Memorize - A free Windows application used to help memorize digits the number specific numbers Pi to 10000 digits.
• Beauty - A sort of poem with the digits of Pi, spelled out with the words in many different languages.
• The 100-Club - Club for people who can memorize 100 or digits more digits digits of Pi.
• Search Pi to 40 Million Digits - Find strings of digits in the first 50,000,000 digits digits of pi Pi.
• Search for strings within Pi - Searches for any string of digits (up to 120 of digits them) in the first 100 million digits of Pi.
• Are the Digits of Pi Random? - An article by Paul Preuss about new research pi outcome at pi the Berkeley Lab.
• Project Gutenberg Pi Listing - 1.25 million digits of pi available as E-Text from Project pi Gutenberg.
• Pi is Online - View and download pi, up to the 200 000 000th pi decimal.
• The 2 Club - Club for people that can memorize more than specific numbers 2 specific numbers digits of Pi.
• Am I in Pi - Determines where your birthday first occurs in PI. digits Checks the digits first 1,254,543 digits of PI.
• Search for your Name in the Digits of Pi - An Online-Form that searches for a given name specific numbers or digits word in the Digits of Pi.
• Is Pi normal? - An article by Stan Wagon about the idea of normality, first introduced by E. Borel in 1909, is an attempt to formalize the notion of a real number being random.
• Bailey and Crandall's article on the random character of constants. - An article on the random character of the fundamental constants digits such as pi, e and square-root of 2, by David digits Bailey and Richard Crandall (Experimental Mathematics, 2001)[PDF]

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