Apart from the small problem of science not having any evidence of a creator, nor accepting the idea of one.
Or that the universe had a beginning.
Apart from the small problem of science not having any evidence of a creator, nor accepting the idea of one.
Yes.Question: Does nothing have a place on the number line?
Substantiate that please.The number line: actually comprised of 'hogwash' and 'gobbledegoop'
And that.is not properly understood by 99.99% of humanity
And that. What do you mean by "propaganda"?and is taught in schools as a form of propaganda
Go ahead, debunk it.The number line is also a form of torture because it is an unatainable object to be looked at in segments but never to be completed nor perceived in its entirety.
+ as long the number line is I shall debunk it. I agree.
IamJoseph said:Evolution itself comes from Genesis, even stated by Darwin himself.
So you're now choosing to pretend you haven't read Spidergoat's post #12?Is the above not a reasonable assumption?
Alan
So you're now choosing to pretend you haven't read Spidergoat's post #12?
Except for the slight discrepancy that Stenger's speculation has a solid footing in physics whereas any footing for an ID is, oh what's the word? Oh yeah, non-existent.I have read it and think he was speculating , just like I am, there is of now no absolutely correct answer from my position in believing in an Intelligent Designer and his scientific speculations
Suppose we remove all the particles and any possible non-particulate energy from some unbounded region of space. Then we have no mass, no energy, or any other physical property. This includes space and time, if you accept that these are relational properties that depend on the presence of matter to be meaningful.
While we can never produce this physical nothing in practice, we have the theoretical tools to describe a system with no particles. The methods of quantum field theory provide the means to move mathematically from a state with n particles to a state of more or fewer particles, including zero particles. If an n-particle state can be described, then so can a state with n = 0.