T
tmellin
Guest
Let’s say there are an average of 15 atoms in one complete (DNA) base (for example guanine or cytosene). Nothing about individual atoms makes them “automatically” assemble into bases but let’s say that they randomly do so at a rate of is 126840 per second per “life-planet” (I think that’s generous). This would yield approximately 10^12 base pairs per year per life-planet, assuming they all find each other and stick together (hmmm, well let’s just say they do). Let’s also make the reasonable assumption that they are forming in the same place(s) on the planet.
Let’s say there are about 1 million base pairs in a bacteria DNA molecule. Since base pairs do not “themselves know” how to form a DNA molecule, we must leave this to chance as well. Let’s throw in the phosphate group and sugar molecule backbone for free (wow, a HUGE concession in this mathematical “competition”) and say–without opening a new design discussion–that the “laws of physics make the double helix structure happen”
Just like there are 24 unique sequences in which four people can line-up (4x3x2x1, or 4-factorial), there are 1 million-factorial ways for 1 million base pairs to form a double helix. Since the phosphate/sugar backbone does not force any particular sequence, we must count all of them.
1000! is approximately equal to 10^2568. 1000000-factorial is approximately 105,565,708 (en.wikipedia.org/wiki/Factorial). A typical human DNA molecule contains about 200 million base pairs.
Let’s say that all 10^12 base pairs form full bacteria DNA molecules every year (we’ve never seen this happen in a lab, but let’s just go with it). That’s 10,000 full bacteria-length DNA molecules per year. Let’s say that there are 10^12 sequences (out of the 105,565,708 possible million-base-pair sequences) that would correspond to viable bacteria DNA molecules (in other words: a trillion viable bacteria species). That’s one out of every 105,565,696 molecules that form.
At this rate, it would take an average of 105,565,692 years for each life-planet to produce ONE viable bacteria DNA molecule. Astronomical evidence points to an age of the universe as a mere 10^10 or so years. The mathematics here utterly destroys the “life all over the universe” claim for the astonomically-knowledgeable among us.
Even if we assume that the entire mass of Earth is in the form of DNA base pairs that can form DNA molecules (preposterous, even for the staunchest “life is random” people), that’s still only effectively 10^59 base pairs per year (assuming each randomly participates in a whole new DNA molecule permutation every millisecond; 'wouldn’t be that quick), knocking the average time for one viable bacteria DNA formation down to “only” 105,565,645 years per planet. That’s not 5 and a half million years, folks, that’s 1 with five and a half million zeroes after it years!
The “magic wand” that can be waved here, of course, is “well, life obviously happened on Earth, so now we can move into the discussion of bacteria reproduction, and evolution from bacteria to plant and animal life.”
OK. How much time would it take to grow the DNA molecule up to 200 million base pairs (human scale), eventually landing on the right sequences for the 23 unique human DNA bundles (chromosomes), waiting for all of the intermediate forms of life time to eat/sleep/reproduce/mutate/adapt etc?
The average time to go from the DNA of a bacterium to the DNA of a human through “favorable accidents” and mutations would be even more incomprehensibly large than the time to go from atoms to viable bacterium DNA. (Note: the Heisenberg Uncertainty Principle–consistent with all nano-scale experiments for 60+ years now–knocks out “natural selection” on an atomic/molecular scale)
Yet, once again, this unimaginably unlikely longshot has happened on Earth! It’s no wonder so many well-educated people (especially scientists and mathmeticians) can see nature itself–in particular human life–as evidence of the supernatural. Thus, sound human reasoning about that which we can see (nature) necessarily leads to faith in that which we cannot see (supernatural).
Let’s say there are about 1 million base pairs in a bacteria DNA molecule. Since base pairs do not “themselves know” how to form a DNA molecule, we must leave this to chance as well. Let’s throw in the phosphate group and sugar molecule backbone for free (wow, a HUGE concession in this mathematical “competition”) and say–without opening a new design discussion–that the “laws of physics make the double helix structure happen”
Just like there are 24 unique sequences in which four people can line-up (4x3x2x1, or 4-factorial), there are 1 million-factorial ways for 1 million base pairs to form a double helix. Since the phosphate/sugar backbone does not force any particular sequence, we must count all of them.
1000! is approximately equal to 10^2568. 1000000-factorial is approximately 105,565,708 (en.wikipedia.org/wiki/Factorial). A typical human DNA molecule contains about 200 million base pairs.
Let’s say that all 10^12 base pairs form full bacteria DNA molecules every year (we’ve never seen this happen in a lab, but let’s just go with it). That’s 10,000 full bacteria-length DNA molecules per year. Let’s say that there are 10^12 sequences (out of the 105,565,708 possible million-base-pair sequences) that would correspond to viable bacteria DNA molecules (in other words: a trillion viable bacteria species). That’s one out of every 105,565,696 molecules that form.
At this rate, it would take an average of 105,565,692 years for each life-planet to produce ONE viable bacteria DNA molecule. Astronomical evidence points to an age of the universe as a mere 10^10 or so years. The mathematics here utterly destroys the “life all over the universe” claim for the astonomically-knowledgeable among us.
Even if we assume that the entire mass of Earth is in the form of DNA base pairs that can form DNA molecules (preposterous, even for the staunchest “life is random” people), that’s still only effectively 10^59 base pairs per year (assuming each randomly participates in a whole new DNA molecule permutation every millisecond; 'wouldn’t be that quick), knocking the average time for one viable bacteria DNA formation down to “only” 105,565,645 years per planet. That’s not 5 and a half million years, folks, that’s 1 with five and a half million zeroes after it years!
The “magic wand” that can be waved here, of course, is “well, life obviously happened on Earth, so now we can move into the discussion of bacteria reproduction, and evolution from bacteria to plant and animal life.”
OK. How much time would it take to grow the DNA molecule up to 200 million base pairs (human scale), eventually landing on the right sequences for the 23 unique human DNA bundles (chromosomes), waiting for all of the intermediate forms of life time to eat/sleep/reproduce/mutate/adapt etc?
The average time to go from the DNA of a bacterium to the DNA of a human through “favorable accidents” and mutations would be even more incomprehensibly large than the time to go from atoms to viable bacterium DNA. (Note: the Heisenberg Uncertainty Principle–consistent with all nano-scale experiments for 60+ years now–knocks out “natural selection” on an atomic/molecular scale)
Yet, once again, this unimaginably unlikely longshot has happened on Earth! It’s no wonder so many well-educated people (especially scientists and mathmeticians) can see nature itself–in particular human life–as evidence of the supernatural. Thus, sound human reasoning about that which we can see (nature) necessarily leads to faith in that which we cannot see (supernatural).