Time is an imaginery concept all along.And imaginary time is real, then? then i,x,y,z the four dimensions also become imaginery. So divine visions of people living in the past becomes possible because they were imaginery and real at the same time. Therefore Gods as we normally believe to be true.. exist as we humans do and their periphery becomes large and small accordingly. So good deeds done will help you exist in imagination as someone who was understood to have a permanent effect on mankind and deserves to hold out as immortal.
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Hi, you should write an article about the following, and you can use my website for information:
It is contextually logical and apparent that a true strong anthropic constraint on the forces will *necessarily* include a reciprocal connection to the forces of the universe, which indicates that physicists should be very actively looking for a mechanism that enables a universe with certain volume to "leap", to higher orders of the same basic structure.
And what a coincidence, a causally connected universe with certain volume that has a big bang, doesn't have "anthropic problems" to "explain-away", i.e. asymmtry problem, flatness, monopoles, etc...
There is a form of pre-conceived prejudice, or "anticentrist dogma" (as Brandon Carter put it), that diverts scientists reactionarily away from any serious investigation into the first most apparent implications of the evidence that points toward a strong anthropic principle.
Their first and only tendency is to find rationale to "explain away" evidence, rather than to give equal time to it, and that isn't science, it's politics.
I should also say that I wrote most of the first four or five sections of the Wikipedia article on the AP that you quoted.
Whoops, I meant to say that...
A true strong anthropic constraint on the forces will *necessarily* include a reciprocal connection to the human evolutionary process, which indicates that physicists should be very actively looking for a mechanism that enables a universe with certain volume to "leap", to higher orders of the same basic structure.
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