I was reading this article
apologeticspress.org/articles/2575 and what struck me was the following:
Borel’s law of probability states that the occurrence of any event, where the chances are beyond one in one followed by 50 zeroes, is an event that we can state with certainty never will happen, no matter how much time is allotted and no matter how many conceivable opportunities could exist for the event to take place
Oh dear, another misapplication of Borel’s Law. You are being mislead.
Take a normal pack of 52 cards. Shuffle them. Look at the new order of the cards. There are 52 possibilities for the top card, 51 for the next card, 50 for the next and so on. The total number of possible ways to shuffle a pack of cards is 52 x 51 x 50 x … x 3 x 2 x 1 = 52 factorial = 52! = 8.06e+67. That is 8 followed by 67 zeros, well beyond the limit set in Borel’s Law. The chance of a shuffled pack of cards being in that particular order is beyond the limit set in Borel’s Law. So, either it is impossible to shuffle a pack of cards or Borel’s Law is not applicable to all situations.
In this case, it is that Borel’s Law is not applicable to all situations. Your source not only needs to state Borel’s Law, it also needs to show that evolution is one of the cases where Borel’s Law applies rather than one of the cases where the Law does not apply. Your source fails to do that, hence my description of it as misleading.
Almost impossible is another way to say it.
Do you find it impossible to shuffle a pack of cards?
rossum