> It can, though, considering atmosphere, magnetic fields, and how small the star is. Not every Goldilocks zone is like ours.
Yes they are, considering we only look for habitable zones that are proportionately nigh-identical to our system. Such an exoplanet, in order to be relatively close to such a star, would need to be smaller, and this would reflect on the curvature.
> Ignored the context of that claim. I said it depends on the size of the star too, which we can't quantify, therefore the distance can't be quantified either.
We can quantify it by assuming, as a standard, that you are standing on an Earth-like planet.
> Cool. We're not talking about the Earth. Unless we explore he dimension enough to define the planet or ground area that claim is unsubstantial.
We're talking about an area that is to be assumed similar to Earth unless otherwise proven.
> I'm claiming if the ground has limits the sky should have comparable limits. Doesn't seem unreasonable to me. Something the size of Yellowstone can have a very real looking sky, but if we understand the pocket dimension has limits on the ground like that assuming the sky is, as I've said, such a larger degree in scope ignores what we already know.
You're starting off assuming another flawed assumption is true. If there is no evidence that the ground has actual limits other than the fact we can't see very far due to the curvature, then neither should the sky - especially when said sky is shown to contain stars. Unless you want to revert to a mythological dome cosmology, I'm going to keep disagreeing with this ridiculous claim over and over.
> Mhm. So why does a sun change something we'd assume is 7-C in scope to High 4-C if you're already assuming what we see on the ground to be the limits in the first instance.
Maybe because it isn't, actually, the limits?