bohm has sufficiently destroyed your second point. No need for me to re-hash.
My second point was that: "It needs to be kept in mind that as the improbability increases the time required also increases- and it will rapidly increase to exceed even vast hypothetical time periods available." bohm did't even challenge this,- let alone "destroy" it.
However, perhaps I should reword it slightly to read: "It needs to be kept in mind that as the improbability increases the [average] time required also increases- and it will rapidly increase to exceed even vast hypothetical time periods available."
However I'll reiterate, you can't cite probabilities as support for your case when we have no way of determining what those probabilities are. Anyone who throws out "woowoo" big numbers in regards to the odds of life developing on it's own is just talking out of their ass.
If we have "no way of determining what those probabilites are" at all then why have even secular journals published such calculations???
For example:"The information theorist Hubert Yockey calculated that given a pool of pure, activated biological amino acids, the total amount of information which could be produced, even allowing 10 9 years as evolutionists posit, would be only a single small polypeptide 49 amino acid residues long. 5 H.P. Yockey, ‘A Calculation of the Probability of Spontaneous Biogenesis by Information Theory’, J. Theor. Biol., 67:377-398, 1977. Return to Text.http://creation.com/how-simple-can-life-be
Regarding my statement that: "ReMine shows that given even assuming the alleged evolutionary age of the earth, and generous assumptions on the number of trials available for such attempts, that such a non-random [coin flip] sequences will simply not occurr within even the lengthy hypothetical time frame." you said:
No. That's complete bullsh!t. He can't show that at all. Remember, just because the odds of something occuring are, say, 1 in a million, that does not at all mean that it will take that many tries to see the event happen. There's nothing preventing that that occurence being the first in the series, or the tenth, or the 1,854th.
While it "could" hypotheticaly occur on the "first" (or whatever early) attempt, as I pointed out earlier as the improbability increases the [average] time required also increases. ReMines arguement, as I recall, is that on average it would take so long (magnitudes longer than even the secular age estimates ) that such a coin flip of 100 heads in a row it is almost certain to not occurr.
You also disregard the innumerable number of trial runs that can all be running at the same time.
Actually, I think that he figured in simultanous trials.