2520

2,520 is the 7th superior highly composite number, with 48 divisors, and also the smallest positive integer that can be divided with numbers from 1 to 10:https://www.wolframalpha.com/input/?i=2520
*\(2,520 \div 1 = 2,520\)
*\(2,520 \div 2 = 1,260\)
*\(2,520 \div 3 = 840\)
*\(2,520 \div 4 = 630\)
*\(2,520 \div 5 = 504\)
*\(2,520 \div 6 = 420\)
*\(2,520 \div 7 = 360\)
*\(2,520 \div 8 = 315\)
*\(2,520 \div 9 = 280\)
*\(2,520 \div 10 = 252\)
In other words, it's the weak factorial of 9, or 10.
2,520 is the of the . It is also the maximum possible cycle length of any given algorithm on the Rubik's cube (one such algorithm is "RL2U'F'd").http://mzrg.com/rubik/orders.shtml
Its prime factorization is 23 × 32 × 5 × 7.
In Argam nomenclature, 2,520 is called "kinsevoctove", or "kinsove" for short.
== Sources ==
Category:Numbers
Category:Class 1
Category:Factorial numbers
Category:Non-powers
Category:Numbers with 4 to 6 digits
Category:Orders of non-abelian simple groups
Category:Unnamed numbers with googological uses
Category:Superior highly composite numbers