Can a Number Be the Most Meta-Divisible But Not the Most Divisible?
Check out my rare new episode about finding tons of four-leaf clovers (and more) that I recently put out on my main Combo Class channel here:
• How to Find a Four-Leaf Clover
Also, I've filmed a bunch of new shorts that I haven't posted yet, so more shorts will be coming again on this channel soon (not all will go to notifications/subscriptions like this one did, so check the shorts tab here occasionally if you don't want to miss any)... Some of them, like this, are experiments with trying the shorts being a little longer than a minute now that Youtube allows that.
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/ comboclass
(or on Youtube "memberships" on this channel)
If you support in one of these ways, you get some secret bonus content, and also get your name in the credits of some of my videos on both channels.
This short is about highly composite numbers, and about what I think of as "meta" highly composite numbers, where their amount of divisors is also a highly composite number.
It was created by Domotro and filmed by Carlo Trappenberg.
Other links:
Main channel: / comboclass
Subreddit: / comboclass
Discord link: / discord
(see links on the channel's "about" section for more)