The MathBabbler's TheBuick had a POM (Palindromic Odometer Moment) at 64,046, it was noticed that there was already a nBAB for TheBuick's next POM at 64,146. [Note: nBABs are usually created when POMs occur.] MathBabbler thought swapping the last two digits of 64,146 result in the interesting number 64,164. It was decided that a nBAB for the number 64,164 would be created when the 64,146 POM took place. A couple of days later, while driving TheBuick, MathBabbler noticed the odometer reading

64,064, so he took a picture not realizing it was the number 64,164 that he was interested in.Some interesting arithmetic using the number

64,064.64064 = 10^3 * 8^2 + 8^2 * 10^0 64064 = 8^2(10^3 + 10^0) = 8^2(1001)MathBabbler Number Analyst (MBNA) output: ========================================= 64064 is a natural, whole, integer 64064 is even 64064 proper divisors are: 1,2,4,7,8,11,13,14,16,22,26,28,32,44,52, 56,64,77,88,91,104,112,143,154,176,182, 208,224,286,308,352,364,416,448,572,616, 704,728,832,1001,1144,1232,1456,2002,2288, 2464,2912,4004,4576,4928,5824,8008,9152, 16016,32032, 64064 is refactorable (evenly divisable by # of divisors) 64064 has 55 proper divisors 64064 is abundant (sum of divisors is 106624; ratio: 1.66434) 64064 is unhappy 64064 is not a Squarefree Number: 4,16,64, 64064 is composite (not prime) 64064 has the prime factors: 2*2*2*2*2*2*7*11*13 (sum=43) 64064 is Arithmetic (A003601) 64064 in octal is 0175100 64064 in hexadecimal is 0xfa40 64064 in binary is 1111101001000000 (is odious) 64064 nearest square numbers: -55...452 (64009...64516 [254]) sqrt(64064) = 253.109 ln(64064) = 11.0676 log(64064) = 4.80661 64064 reciprocal is .00001560939060939060939060939060 64064 is an apocalyptic power 64064! is inf 64064 is 20392.2 Pi years 64064 is 3203 score and 4 years 64064 is 16017^2 - 16015^2 and 2 * (16017 + 16015) 64064 is a multiple of 4 & it contains a 4 (A121024) 64064 is a multiple of 64 & it contains a 64The reciprocal of

`is interesting.`

640641 ______ ----- = 0.000015609390 64064

**Creator:** Gerald Thurman
[gthurman@gmail.com]

**Created:** 11 May 2015

This work is licensed under a Creative Commons Attribution 3.0 United States License.