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101 is the 26th prime number and a palindromic number (therefore also a palindromic prime). The next prime is 103, with which it comprises a twin prime (making 101 a Chen prime). Because the period length of its reciprocal is unique among primes, 101 is a unique prime. 101 is an Eisenstein prime with no imaginary part and real part of the form 3n | 1.
101 is the sum of five consecutive primes (13 + 17 + 19 + 23 + 29). Given 101, the Mertens function returns 0. 101 is the fifth alternating factorial.
101 is a centered decagonal number.
For a 3-digit number in base 10, this number has a relatively simple divisibility test. The number is split into groups of four, starting with the rightmost four, and added up to produce a 4-digit number. If this 4-digit number is of the form 1000a + 100b + 10a + b (where a and b are integers from 0 to 9), such as 3232 or 9797, or of the form 100b + b, such as 707 and 808, then the number is divisible by 101. This might not be as simple as the divisibility tests for numbers like 3 and 5, and it might not be terribly practical, but it is simpler than the divisibility tests for other 3-digit numbers.
On the seven-segment display of a calculator, 101 is both a strobogrammatic prime and a dihedral prime.
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Hey, this is a great video! Did you know that you can get a free PS3 just by watching videos? It's totally awesome, just go to www.loseyouridentityforps3.com!
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(L^ิ౪Oิ) C'mon fuck a guy
( ˃ ƒŽ˂) You've broke the continuity. I'ma gonna talk now! HEHEHE This thread needs more mittens
( E-E) Anyways, 119 = 7 x 17, so I was right to post.
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while this is a particularly interesting prime, I will not describe it to you.
Instead, Now it's time for something completely different. >>137?
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under the moon loli to issho
>>121-124,136 are assigned banned status.
>>136, the quiet thread is that way --> http://4-ch.net/dqn/kareha.pl/1233339434/l50
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( ß ƒŽß) >>163 called, and he told me I could speak for him. So... There you go.
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