Hi can anyone help me find the upper bound on divisors for a number till 10^6 the blog I found on codeforces mentioned about 10^9 and 10^18 and its gave rough bounds however does anyone have an idea of the exact number ?
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Hi can anyone help me find the upper bound on divisors for a number till 10^6 the blog I found on codeforces mentioned about 10^9 and 10^18 and its gave rough bounds however does anyone have an idea of the exact number ?
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720720 has the most (<=1e6) with 240 factors
Ohh ok thanks
sry by mistake glt vote ho gya phone pe tha
You can use this sequence to find out what is the maximum number of divisors of a number less than $$$10^x$$$
Damn ! Thanks that solves pretty all the problems
This might come in handy: https://gist.github.com/dario2994/fb4713f252ca86c1254d