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hi everyone today Im going to talk about the chain arrow notation which was created by John Conway as a way to express extremely large numbers basically is canoes up arrow notation on steroids its way way way more powerful than the up arrow notation basically is a finite sequence of positive integers separate by rightward arrows this definition is recursive however it was shown that it eventually terminates that means is computable that it outputs exist for our input sequences so lets look at the definition so first a arrow B it just means a to the power of P so kinda the same definition is one single up arrow and then what about a arrow B arrow C so it basically just means a with C up arrow B in other words is a with a lot of arrows B and the number of arrows is the number C so still kind of straightforward up to now and then lets look at here so a arrow da-da-da-dah and an arrow B so there could be something some more integers here and an arrow a it just means a arrow the arrow B