That’s more or less all the information I have. If you like, $n\in\mathbb{N}$ for sure. Then I guess $n\to\infty$ is a must, since anything else can be computed by plugging it into whatever it is one is taking the limit of.
so you should first state your antecedent very clearly. as you can see from the logical equation the status of $n$ and $x$ do not enter into what we're speaking when we say antecedent and consequent
an antecedent and a consequence are only the two sides of the arrow $\rightarrow$
@SAJW: Perhaps the short little appendix I wrote for my algebra book on basic logic and proofs (and I mean short) might help you a little. It's a couple of pages.
you can learn to shoot with less time than pike. pike seems weird because the opponent is very close and it is easier to shoot them before they do that.
the usual format is, you can do x if you simply eat more of your vegetables. she puts one more piece of carrot in her mouth and says "i ate more of my vegetables."
@shintuku Of course you are correct, but do you not agree that almost every child on earth will do this and then invite his friend, saying that his parents said he could?
