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Dembski's cosmic probability limit.

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Dembski's cosmic probability limit.

There are a limited number of chances of any particular event occurring during the entire history of the universe. Dembski was able to simply calculate this number by multiplying these three factors together: the number of elementary particles (10-80) multiplied by the number of seconds elapsed since the Big Bang...

There are a limited number of opportunities for any given event to occur during the entire history of the universe. Dembski was simply able to calculate this figure by multiplying these three factors together: the number of elementary particles (10 * 80) multiplied by the number of seconds elapsed since the Big Bang (10 * 17) multiplied by the number of possible interactions per second (10 * 43), and his calculation of the total number of possible events in the observable universe since its inception was 10 * 140, and this number then provided a measure of the probabilistic resources in the entire observable universe. Remember that the probability of producing a single functional protein of 150 amino acids by chance is approximately 1 to 10.164, so at least every functional chain of 150 amino acids has about 10 to 164 possible non-functional chains of the same length, so to have a good chance (more than 50% probability) of forming a single functional protein of this length coincidentally, the random process must produce (or be able to observe) more than half of the 10 to 16 sequences. More: https://braheen.com/publications/توقيع-في-الخلية-الدنا-وأدلة-التصميم-الذكي — Source: Published on Facebook's "Braheen Center" page https://www.facebook.com/braheen.org/posts/pfbid0RG1mk8BbK53UUf6gLiyYGMtqHAnAUDeUPhwmLCrEwuGVTidQcLx19fd6Jp4uMcdil

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