Max severity #Cisco #SecureWorkload flaw gives Site Admin privileges
Max severity #Cisco #SecureWorkload flaw gives Site Admin privileges
#TIL: #Tetration - I never learned that in school, not even in high school.
Whenever I see the number 288 I always think «288 is special. Where have I seen it before?»
Then I remember that 288=1¹+2²+3³+4⁴. The general sequence of the sums of the first \(n\) «hypersquares» is https://oeis.org/A001923, and it seems that it's hard to say too much about it. Feels kind of surprising, given that we have https://en.wikipedia.org/wiki/Faulhaber%27s_formula for \(\sum_{k=1}^nk^p\), the sum of the first \(n\) of the \(p^\text{th}\) powers.
I keep on thinking about tetration; it is fascinating! Today I was wondering if you could make a number system that is based on tetration. I think it would be able to handle really large numbers. I played around with it briefly but didn't find something that made sense to me. So I looked it up. I didn't find a tetration number system, but I did find a cool website on tetration by Daniel Geisler, https://tetration.org/original/index.html
Basic #tetration introduction (an operation they never taught you in school)
https://www.youtube.com/watch?v=oyjDTAjpYig
#math #²hyperpower
In mathematics, tetration is an operation based on iterated, or repeated, exponentiation. By using operations such as tetration, pentation or hexation we can create enormous numbers. Graham’s number is one of the most famous big numbers, but there are many even bigger numbers.
#Arithmetic #hexation #HigherArithmetic #hyperoperation #HyperoperationTheory #hyperoperations #Math #Mathematics #nowWatching #pentation #tetration #YouTube
Can't believe I just found the #tetration button on my keyboard!
Check out my blog post about solving a tetration problem using code!
https://karmanyaah.malhotra.cc/puzzles/2022/06/tetration/