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Originally posted by seesaw
how is it ludicrous, do you have evidence that says it's ludicrous.
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Yes I do. You asked what books I got my info from. Well I have read many through the years and a lot was from memory, but I have two books I am currently reading I was pulling some of the info that was more vague in my memory. If you are into science one in particular should be fascinating to you, Darwin's Leap of Faith by John Ankerberg & John Weldon. You can purchase it from Amazon.com at
http://www.amazon.com/exec/obidos/t...ks&n=507846</SPAN></SPAN>
<SPAN style="FONT-SIZE: 10pt; FONT-FAMILY: Verdana"><SPAN style="FONT-SIZE: 10pt; FONT-FAMILY: Verdana">Why do I say evolution (of the universe from a speck of dust or of humans from non-living matter) is ludicrous? I have numerous reasons, but let me just touch on one. The esteemed late Carl Sagan and other prominent scientists have estimated the chance of man evolving at roughly 1 chance in 10^2,000,000,000. This is a figure with two billion zeros after it and would require 2,000 books to write out. This number is so infinitely small that it is not even conceivable. So, for argument's sake let's take an infinitely more favorable view toward the chance that evolution might occur. </SPAN></SPAN><SPAN style="FONT-SIZE: 10pt; FONT-FAMILY: Verdana"><SPAN style="FONT-SIZE: 10pt; FONT-FAMILY: Verdana">
What if the chances are only 1 in 10^1000 the figure that a prestigious symposium of evolutionary scientists used computers to arrive at? This figure involved only a mechanism necessary to abiogenesis (the birth of life from non-life) and not the evolution of actual primitive life. Regardless, this figure is also infinitely above Borel's single law of chance (1 chance in 10^50) beyond which, put simply, events never occur. Not even once chance remains.
Evolutionary scientists have called just 1 chance in 10^15 a virtual impossibility. (J. Allen Hynek, Jacque Vallee, The Edge of Reality Chicago, IL: Henry Regenery, 1975), p. 157) So how can they believe in something that has less than 1 chance in 10^1000? After all, how small is one chance in 10^1000? Its very small 1 chance in 10^12 is only one chance in a trillion.
We can also gauge the size of 1 in 10^1000 (a figure with a thousand zeros) by considering the sample figure 10^171. How large is that figure? First, consider that the number of atoms in the period at the end of this sentence is approximately 3,000 trillion. Now, in 10^171 years an amoeba could actually transport all the atoms, one at a time, in six hundred thousand, trillion, trillion, trillion, trillion, universes, each universe the size of ours, from one end of the universe to the other (assuming a distance of 30 billion light years) going at the dismally slow traveling speed of 1 inch every 15 billion years. The amoeba could do all this in 10^171 years. Yet this figure of 1 chance in 10^171, quite literally, cannot scratch the surface of 1 chance in 10^1000 the chance that a certain mechanism necessary to the beginning of life might supposedly evolve. Again, who can believe in such miracles something whose odds are 1 chance in 10^1000, 1 chance in 10^2,000,000,000, or even far beyond this?
That my friend is ludicrous.
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