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Before we discuss what exactly is the largest number we need to set a few conditions in place so that things don't go crazy okay condition number one the largest number must be useful in some way even if it has a very, very tiny amount of views' that would be fine as long as there is some use to such number second of all the number must not be arbitrary for example 1 million and how did you get to that 1 million I know you said it but how did you get to that 1 million, so the number must not be arbitrary third of all you can't say the largest number anyone could think of plus one that is not allowed and that's cheating okay fourth of all and most important of all know infinity the number must be finite now that last point I'd like to stay on for it because infinity is a very interesting concept it paves much more differently than your normal numbers to explain how that is let me give you something called Hilbert's paradox of the Grand Hotel let's say that you are the manager of a hotel with an infinite number of rooms and your hotel is fully booked there's an infinite number of guests let's say that someone shows up and would like to check in your hotel how do you solve this problem do you tell them that it's fully booked well you don't have to because your hotel is very special how do you solve this problem you tell the guests in room number 1 to move to room number 2, and you tell the guests in room number 2 to move to room number 3, and you tell the guests in room number 3 to move the room number 4 they will keep doing this throughout the entirety of the hotel, and now you have room number 1 empty, and you can tell the guests to check in that that means infinity is equals to infinity plus 1 yeah very weird, but it gets weirder let's say that an infinite number of guests show up and would like to check in your hotel do you tell them that it's fully booked now again your hotel is very special how do you solve this problem the guest in room number one to move to room number two, and you tell the guests in room number two to move to room number four, and you tell the guest in room number three to move to room number six, and then you tell the guests in room number four to move to room number eight, and you keep doing this throughout the entirety of the hotel, and now you have an infinite number of rooms, and you can accommodate an infinite number of guests that mean that means infinity plus infinity equals infinity you see the problems with infinity good we can move on so with that said let's try and find the largest number first we need an arbitrary number I know I've said that the largest number cannot be an arbitrary number, but this is only a comparison point we're going to try and find useful numbers and see whether they are larger than the arbitrary number clear good so let's pick a goggle is our comparison point a Logan is ten to the power of a hundred or it is one with a hundred zeros next to it okay so is the number of atoms in your body...
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