Obviously, some digit will lag. Which digit has a reason to lag? None has a reason to lag. Zero is none. Therefore, zero lags. -- Larry Hosken Wait a minute Looking over the graph of the first 10,000,000 digits, now I think that the question was wrong. Zero isn't the worst lag...
How did we know that 10,000,000 digits were enough to contain every possible date? We didn't. It was an intuitive, order-of-magnitude guess that turned out to be right on the money. Dates are written in My Pi Day graphics as 4- to 6-digit strings, like 5•16•95 for May 16...
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View the digits: 100 | 1000 | 10,000 | 100,000 | 1 million decimal places Show me decimals of pi, broken up into groups of . (This is good for digit memorization!) Search for a string of digits in the first million digits of pi: Want to memorize digits? Let Pi Trainer ...
Here is something to think about. We've given you the first 10,000 digits ofππin the stringbigpi. It is made of the digits from 0 to 9 (10 digits). If the digits inππare uniformly used, how many times would you expect each digit to appear in the first 10,000 digits? The...
Around 250 BC, the Greek mathematician Archimedes created an algorithm to approximate π with arbitrary accuracy. In the 5th century AD, Chinese mathematicians approximated π to seven digits, while Indian mathematicians made a five-digit approximation, both using geometrical techniques. The first ...
At least within the first 100,000 digits. But we need to check more digits and also 3-digit, 4-digit etc groups. A very big job. ResearchPeople with access to powerful computers have checked trillions of digits of Pi:(external link) Digit Statistics of the First 22.4 Trillion Decimal ...
1 Pi digit = 1 byte, and having 100 Trillion decimal digits meant we needed 100TB for that and an additional 83TB for the 83 Trillion Hexadecimal that would also be calculated. Thankfully this is StorageReview, and if there is one thing we know how to do, it’s st...
If we contrived an automated machine with a robot arm, and fed it Pi, how many key presses would it need (worst case) to go through all possible four digit PINs? (And, out of curiosity, What would be that last PIN? Which of the 10,000 four digit permutations occurs last in Pi?)...
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