Methinks it is sort-of like two weasels

If the events were independent, and there were a multitude of ways to accomplish the same function, that might be so, but those are not reasonable assumptions. Various forms of eyes are thought to have evolved independently at least 40 times. Even algae can detect light and move towards it. Vision is clearly (heh) offers a big fitness advantage, or it would not have evolved so many times.

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Response to light is ubiquitous in biomolecules. Even flowers face the sun; they do not have eyes because where are they going to run? For mobile surface and aquatic animals awash in light, any variation yielding competitive advantage in utilizing that environmental awareness would be subject to positive selection - in the land of the blind, the one-eyed man will be king. Populations which inhabit blackened situations such as caves often lose their sight, but to my knowledge this never happens in lit environments, demonstrating that vision is highly selective. The eye evolving in the first place is probably inevitable, and as the Nilsson Pelger study indicates, is likely rapid.

There is a selection of optically transparent crystallin proteins to choose from. Crystallin biomolecules serve other biological purposes as well. A refractive index is an inherent property of transparent materials, so a lens is entirely plausible by evolutionary mechanisms.

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Do we have a citation for this “1 in 10^20” claim. I know it’s Behe, but not the rational.

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Here is the complete passage from the review (White, N. J. 2004. Antimalarial drug resistance. J. Clin. Invest. 113:1084-92) Behe pulled the number from:

“Chloroquine resistance in P. falciparum may be multigenic and is initially conferred by mutations in a gene encoding a transporter (PfCRT) (13). In the presence of PfCRT mutations, mutations in a second transporter (PfMDR1) modulate the level of resistance in vitro, but the role of PfMDR1 mutations in determining the therapeutic response following chloroquine treatment remains unclear (13). At least one other as-yet unidentified gene is thought to be involved. Resistance to chloroquine in P. falciparum has arisen spontaneously less than ten times in the past fifty years (14). This suggests that the per-parasite probability of developing resistance de novo is on the order of 1 in 10^20 parasite multiplications.“

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I’m glad that you agree with me that specifications should be chosen without reference to the data,

If the sequence has a valid specification of sufficiently low probability, the probability that it will meet that specification is 1.

That is an event, just as the sequence meeting a particular specification is.

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Where did this calculation come from?

I have to conclude that you didn’t actually read the paper. Is that correct?

No, it doesn’t. It assumes that selection is acting on multiple loci in parallel to produce a net small change in various allele frequencies with a net small effect on the population each generation.

Only if you assume that neural evolution happens in a way quite unlike the incremental steps of the eye evolution itself. And your probability calculations doesn’t seem based on anything.

So in effect you’re saying that unique events can only be explained by design, whereas repeated events can only be explained by design. Is there anything that can’t only be explained by design?

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[quote=“lee_merrill, post:142, topic:15043”]

If Behe is correct, no single mutation can possibly increase resistance over that of wild-type by itself.

How much money are you willing to bet?

[quote=“lee_merrill, post:142, topic:15043”]

The paper did not address probability. Have you noticed that Behe’s citations often fail to support his claims?

No, Behe both ignores existing variation and the vast majority of the primary literature on chloroquine resistance (that’s why he quote-mined a review). You have tacitly acknowledged this by responding to my request for math with words.

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This isn’t true.

But that’s a minor sideshow in anticipation of the main event:

It is not a definition of design, because it does not contain the word “design”, or anything similar to the word “design”.

It is a definition of the term “irreducibly complex evolutionary pathway”.

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Exactly. Neither Behe nor you has any idea what alternative paths to chloroquine resistance there might be, that are not included in his or your calculations.

You don’t understand the problem, do you?

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Regardless, chloroquine resistance evolved, and you can’t generalize from how chloroquine resistance evolved to say that other adaptations would have to evolve in a similar way or be equally restricted.
There are other adaptations known to have many hundreds to thousands, or even millions of pathways by which they could evolve.

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That’s the Sharpshooter fallacy.

Using your same logic, we can observe what lotteries do.

Let’s say the chances of winning the lottery are 1 in 100 million. For 10 straight lotteries we have 10 winners. The chances for each of those people winning is 1 in 100 million. The chances of those specific 10 people winning is 1 in 100 million to the 10th power, or 1 in 1x10^80. For each lottery there were 300 million tickets sold, so it isn’t surprising that people won in 10 straight lotteries, yet the probability of those specific people winning is nearly impossible.

This is the type of faulty logic you are using. What did happen was nearly impossible.

That’s the Sharpshooter fallacy.

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That’s laughable.

Why doesn’t he compare the human and chimp genome and tell us which differences evolution could not produce?

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Yet he claimed in the book that no such sites had evolved, citing a paper that had nothing to do with his false claim.

Why would he do that?

Also, “HIV virus” is redundant. Do you not know what the “V” stands for?

It is easy, but I don’t see why it would need to crank any out. It seems to be hanging around with no problem.

It seems that you have no understanding of mutation and selection at all.

Why? And how many completely different flagella do we already know about?

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Even looking at the primary literature on chloroquine resistance will tell you that there are not just two.

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He is talking about probability before the event or looking at the pattern after the event and judging the cause. If you see a distribution of bullets that is highly unlikely to to be random then you can infer aiming. If you see a highly organized arrangement of parts you can infer design.

If you sat down at a poker table and 3 straight flushes were dealt could you infer the cause of this extraordinary event? What if it happened 3 times in a row? Would you infer a shuffled hand or a stacked deck?

The splicing changes and gene expression differences are unlikely to be from reproduction and random variation.

If it wasn’t already, this thread is now ruined and any further discussion is pointless.

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Show your work…

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You came so close to describing Bayes’ Theorem

… and judging the cause.

… yet managed to miss it. Still relevant to the discussion though, I’m surprised no one has mentioned it before this.

Affirming Design this way is Affirming the Consequent.

BEFORE the event and having observed the cards being dealt this is indeed unlikely. BUT if you come across a card table with 3 straight flushes laid out and no players about, that is not cause to infer a stacked deck.

Does this remind anyone else of Maverick, or is it just me? :wink:

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But that isn’t the case. We are talking about the probability of specific functions evolving after they have already evolved, such as the bacterial flagellum.

Not if we use ID logic. Random processes would always produce unlikely results using ID methods because any outcome of a reasonably complex system will be unlikely. If I shuffle a deck of cards and deal them out 1 at a time the result will have a probability of 1 in 10^67. An ID proponent will tell us that the order of cards had to be designed because the chances of that occurring are so low.

Any three hands of any 5 cards is equally unlikely.

Yet another bald assertion with zero evidence and zero science.

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Fine, I meant (and have said) that the likeliest estimate of the mean is the sample mean, for binomial / exponential / normal distributions in particular.

Behe calculates a mean from the rate at which chloroquine resistance arises, a probability of such an event.