to be clear when i say
I'm referring to the fact that if we flip until we get a heads that number of flips will be some arbitrary integer(for this particular series of flips, another series of flips will have some other arbitrary integer.). we can not be sure what that integer is(statistics can help us make some reasonable guess though). we just know that we're perpetually getting closer to it until it happens and we know that the chances of that arbitrary number being 1000 is far less likely than it being 7 as for it to be 1000 we had to get 999 tails in a row which is highly improbable
if I understand this. this means their is no constant value whereupon their has to have been a heads. I think we can still assert that at some arbitrary point(for the paticular sequence) h will happen (assuming the flipper dosn't give up) right?