chovy
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« Reply #30 on: November 09, 2007, 09:38:47 PM » |
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micro biology is just macro biology zoomed in.
In other words, humans behaviour is that of a virus...zoom in on Phoenix, AZ from space (google earth) and you'll see the random paths and arteries of our existence in the form of roads and bldgs.
The fact that we still sit in traffic hours a day still baffles me.
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tejtej
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« Reply #31 on: November 10, 2007, 08:20:35 AM » |
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By this we conclude that this event was not complex and did occur by chance.
And now an example that is too complex to happen by chance. bump
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Slovenc, tvoja zemlja je zdrava in pridnim nje lega najprava. Pólje, vinograd, gora, morjé, ruda, kupčija tebe rede.
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Biker Dude
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« Reply #32 on: November 11, 2007, 09:27:31 AM » |
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A post from RF is not showing. I was gonna quote it, but the graphics most likely wouldn't quote...
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Who will watch the watchers?Now that it is over, what are we going to talk about?
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tejtej
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« Reply #33 on: November 11, 2007, 09:50:10 AM » |
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A post from RF is not showing. I was gonna quote it, but the graphics most likely wouldn't quote...
I see it in replies. Unfortunately, I am waiting for something else. Or are you simply asking that we go through the math for these examples?
That's it. I want values of probability for these two examples. Numbers that will determine if these two events occured by chance or not. You seem to be in agreement (without doing the math) that advent of the sickle trait is not very complex does not contain Specified Complexity and therefore chance events can account for it and that flagellum does exibit Specified Complexity. No I am not. I want to see the math for these two.
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Slovenc, tvoja zemlja je zdrava in pridnim nje lega najprava. Pólje, vinograd, gora, morjé, ruda, kupčija tebe rede.
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Reasoned Faith
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« Reply #34 on: November 11, 2007, 11:32:49 AM » |
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Below was my response but I paused prior to going through the math. You seem to be under-whelmed by it and also have no other pathways to offer, so I will add to it below. By this we conclude that this event was not complex and did occur by chance.
And now an example that is too complex to happen by chance. bump Right, sorry for neglecting this. You asked to look at the origin of flagellum as the second example. Flagellum is a cellular propulsion system that makes use of a rotary turbine pump connected to a drive shaft complete with thrust washers, bearings, and seals. The shaft is connected to a universal joint and a whiplike propeller. Here again is a good site with detailed models, movies and animations. www.npn.jst.go.jpDespite numerous claims to the contrary it is not known how flagellum could have evolved by any of the known, observed and cataloged evolutionary processes. If evolution does ever explain the origin of flagellum it will only be through addition of processes that are not currently understood and validated. The components making up the flagellum contain multiple parts and many of these parts in turn contain multiple protein subcomponents fitted together by binding sites. Here is a diagram of the high level parts.  The entire structure is built bottom up by a series of precisely timed developmental control, inventory identification, differentiation and management, component transport, positioning jigs, and measuring devices so that in total more than 120 different proteins are involved. Each of these proteins have very specific structures, shapes, and chemical affinities exposed in order to identify the components it interacts with and reject those that it should not. Given the number and size of each protein and the number of amino acids involved and available to construct each together with detailed studies of the number of 3-D shapes and chemical binding sites available one can estimate the total number of permutations and therefore the pool of possible components that could be generated. Instead let's simplify this and presume that all these components are present at one time or another and available in the group of bacteria in time past to enable these components to come together. Despite the fact that well over 75% of these proteins have no known source, let's stipulate they do. To further simplify the analysis let's focus on the motor, the stator, the shaft and the propeller. These four components are required of all rotary motion devices in order to serve the primary function of locomotion. If any primary component of any of these subsystems is missing, malformed or misplaced the primary function cannot work. The number of proteins involved in assembly and use of these components is about 70 and the number directly involve in the components is about 34. These 34 components must be constructed, molded into the correct shape, delivered and placed in the right location at the right time in order to for the the rotary drive system to function. Furthermore all of the 500 or so other protein components present in the bacteria must be excluded from the system to prevent malfunction. In order to understand how this might have been constructed by materialistic mechanisms (or not) we need to identify all the pathways to this device that we can. One that comes immediately to mind is that it was derived by an all in one combination of these parts in a single evolutionary step. A second option is that motor and stator was a preexisting subcomponent (of 15 proteins) that simultaneously modified to allow attachment of the shaft assembly. In this way the motor assembly would previously be assembled as a combinatorial object in one step. I will pause. Perhaps you can identify other pathways? Continuing: As combinatorial objects, one must choose, position and assemble them all at once. Each of these is a distinct intermediate step in the process and any of the other steps could interfere without some constraint that would preserve order and prevent alternative configurations or placements or assemblies. Beginning with selection, the 34 components must be selected from the 500 components contained by a typical bacteria (actually 4300 but again I will simplify). Let's also assume that for each of these 34 proteins there are 2 suitable alternatives The odds that these 34 correct components are selected and all others rejected are then (2/500)^34 * 34! since the order is not important or 8.73*10^-44. However examination of the flagellum structure has over 20,000 proteins in the filament, and 26 in each of the three rings, 6 in the proximal rod, 120 in the universal joint etc. Let's use 10 subunits for each of the 34 pieces. Redoing the math gives us (2/500)^340 * 340! or 2.55*10^-101. Now we must consider the configuration problem (position and assemble) and then combine the two for a final probability score by this hypothesis. The math required for this step is quite complex since we are determining the fraction that would result in actual function divided by all the different ways these components could have been assembled after taking consideration of the fact that some function must be preserved. Dembski performed this math by using perturbation tolerance using Sterling's formula. After simplifying it for the very small numbers we are dealing he gets p(pertub)~~K^(q-r)N q is the tolerance factor and r is the identity factor. With N the total number of elements in the assembly (>20,000), one gets a number about 10^-3000 for flagellum. With numbers this small we need not consider the number of probabilistic resources or specification resources since even the largest combination of the two of them can't exceed 10^150 the universal probability bound. From these numbers (10^-101 and 10^-3000) as compared to the limit of resources and specification of 10^150, chance is ruled out. Remember, I did not even consider origination of these elements. Given in particular the large number of alternative configurations for the 20,000 plus sub-components in flagellum it should be easier to understand why biological self-assembly systems make use of the control, management, transport and configuration proteins to ensure that these components are built according to the intended function. Now at this point one could object that my hypothesis is limiting, and so again I will ask anyone with an interest to propose an alternative pathway.
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« Last Edit: November 11, 2007, 04:01:52 PM by Reasoned Faith »
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tejtej
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« Reply #35 on: November 11, 2007, 12:39:36 PM » |
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I'll avoid other comments and will try to focus just on your calculations. So, flagellum: Beginning with selection, the 34 components must be selected from the 500 components contained by a typical bacteria (actually 4300 but again I will simplify). Let's also assume that for each of these 34 proteins there are 2 suitable alternatives The odds that these 34 correct components are selected and all others rejected are then (2/500)^34 * 34! since the order is not important or 8.73*10^-44. However examination of the flagellum structure has over 20,000 proteins in the filament, and 26 in each of the three rings, 6 in the proximal rod, 120 in the universal joint etc. Let's use 10 subunits for each of the 34 pieces. Redoing the math gives us (2/500)^340 * 340! or 2.55*10^-101. Now we must consider the configuration problem (position and assemble) and then combine the two for a final probability score by this hypothesis. The math required for this step is quite complex since we are determining the fraction that would result in actual function divided by all the different ways these components could have been assembled after taking consideration of the fact that some function must be preserved. Dembski performed this math by using perturbation tolerance using Sterling's formula. After simplifying it for the very small numbers we are dealing he gets p(pertub)~~K^(q-r)N q is the tolerance factor and r is the identity factor. With N the total number of elements in the assembly (>20,000), one gets a number about 10^-3000 for flagellum. With numbers this small we need not consider the number of probabilistic resources or specification resources since even the largest combination of the two of them can't exceed 10^150 the universal probability bound. From these numbers (10^-101 and 10^-3000) as compared to the limit of resources and specification of 10^150, chance is ruled out. Remember, I did not even consider origination of these elements. Sickle cell anemia OK, the advent of Sickle Cell trait in hemoglobin first. The Sickle Cell gene is one base pair different from the far more common typical human Hb gene at position 6 of the 146 amino acids. At position six in sickle trait the gene codes for valine instead of glutamic acid. One chance hypothesis for this event is that Hb at some time in the past underwent a single chance substitution of a base pair in one or more persons. We know from empirical analysis that this kind of substitution occurs about once for every 100,000,000 base pairs. This gene contains 146*3 or 438 base pairs (not relevant for this analysis) and at that slot there were three errors possible. By this hypothesis, the combined odds of this mechanism is 1/300,000,000. Next let's consider the number of replication resources available to derive this event. For this we take the estimate that there have been about 120,000,000,000 human births (~4,000,000,000 5,000 years ago) and perhaps three times as many miscarriages. Thus without considering the specification resources we already have a 99.998% probability (better since I have approximated) that this event could have occurred by chance over 5,000 years ago. By this we conclude that this event was not complex and did occur by chance. 2 points: 1. Your text for flagellum: Let's use 10 subunits for each of the 34 pieces. For sickle cell example you counted just 1 subunit, eventough mutated form has 2 subunits in every hemoglobin and a whole lot of hemoglobins bind together. 2. I have some problems with calculations. For sickle cell anemia, you calculated probability 1/300,000,000, estimated 4,000,000,000 human births over the last 5,000 years, 99.998% probability that this event could have occurred by chance over 5,000 years ago. I can't get the 99.998%, I don't know how you got it. But anyway, for flagellum I can't see the matching numbers. Now, E. coli which flagellum you use lives in human guts. Let's assume that all human ever born had it (120,000,000,000 humans ever born - your number). Lets assume that every human gut has 10^8 E.coli, average historic live span of human is, I don't know, 30 years. E. coli replicates every 30 minutes. So, the number of all E. coli in all humans that ever lived is 6 311 520 000 000 000 000 000 000 (then again, flagellum is evolutionary much older, how about we recalculate it for the last billion years instead?). If you adjust probability from point 1, what is the recalculated probability for sickle cell anemia and flagellum?
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« Last Edit: November 11, 2007, 12:42:07 PM by tejtej »
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Slovenc, tvoja zemlja je zdrava in pridnim nje lega najprava. Pólje, vinograd, gora, morjé, ruda, kupčija tebe rede.
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Reasoned Faith
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« Reply #36 on: November 11, 2007, 01:07:14 PM » |
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2 points:
1. Your text for flagellum: Let's use 10 subunits for each of the 34 pieces. For sickle cell example you counted just 1 subunit, eventough mutated form has 2 subunits in every hemoglobin and a whole lot of hemoglobins bind together. Right. In building out flagellum I used an average of 10 subunits per protein (the filament is 20,000+ while a few parts have five. Clearly 10 is conservative) a correct approach would be to take each one separate but that would have complicated the math and resulted in a number that makes the odds much worse. In the case of sickle hemoglobin the hypothesis is completely distinct. It involves the single substitution of one base pair for another. The subunits don't figure into the formula. 2. I have some problems with calculations. For sickle cell anemia, you calculated probability 1/300,000,000, estimated 4,000,000,000 human births over the last 5,000 years, 99.998% probability that this event could have occurred by chance over 5,000 years ago.
I can't get the 99.998%, I don't know how you got it. But anyway, for flagellum I can't see the matching numbers. Right, I did not calculate the number of opportunities for flagellum to arise. I did not because the complexity results were so low that we could have taken every atom in the universe to be the count for bacteria and the vibration frequency of atoms as the replication rate and the entire 13 billion years that this universe is said to be old and use that for the number of opportunities (10^150) and still not even make a dent in the probability numbers from the complexity step. Now, E. coli which flagellum you use lives in human guts. Let's assume that all human ever born had it (120,000,000,000 humans ever born - your number). Lets assume that every human gut has 10^8 E.coli, average historic live span of human is, I don't know, 30 years. E. coli replicates every 30 minutes. So, the number of all E. coli in all humans that ever lived is 6 311 520 000 000 000 000 000 000 (then again, flagellum is evolutionary much older, how about we recalculate it for the last billion years instead?). If you adjust probability from point 1, what is the recalculated probability for sickle cell anemia and flagellum?
I agree there has been a large number of bacteria produced on this earth but compared to 10^-3000 it is insignificant. I don't think we need to make an adjustment for sickle trait. I agree that with the flagellum numbers, mine were guesses and they can be improved. I don't think it will change the conclusion though.
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« Last Edit: November 11, 2007, 01:36:35 PM by Reasoned Faith »
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tejtej
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« Reply #37 on: November 11, 2007, 01:31:34 PM » |
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In building out flagellum I used an average of 10 subunits per protein (the filament is 20,000+ while a few parts have five. Clearly 10 is conservative) a correct approach would be to take each one separate but that would have complicated the math and resulted in a number that makes the odds much worse. In the case of sickle hemoglobin the hypothesis is completely distinct. It involves the single substitution of one base pair for another. The subunits don't figure into the formula. I am aware that HbS example is simpler than flagellum. But HbS is a part of multimolecular structure and flagellum is a multimolecular structure. You can't calculate with number subunits in just one of these 2 examples. You can include subunits in both or work just with a number of different elements.
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« Last Edit: November 11, 2007, 01:33:06 PM by tejtej »
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Slovenc, tvoja zemlja je zdrava in pridnim nje lega najprava. Pólje, vinograd, gora, morjé, ruda, kupčija tebe rede.
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Reasoned Faith
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« Reply #38 on: November 11, 2007, 01:54:53 PM » |
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In building out flagellum I used an average of 10 subunits per protein (the filament is 20,000+ while a few parts have five. Clearly 10 is conservative) a correct approach would be to take each one separate but that would have complicated the math and resulted in a number that makes the odds much worse. In the case of sickle hemoglobin the hypothesis is completely distinct. It involves the single substitution of one base pair for another. The subunits don't figure into the formula. I am aware that HbS example is simpler than flagellum. But HbS is a part of multimolecular structure and flagellum is a multimolecular structure. You can't calculate with number subunits in just one of these 2 examples. You can include subunits in both or work just with a number of different elements. I understand your point and agree that hemoglobin is a five part structure. The reason that the two calculations are different is because of the chance hypotheses I chose. The HbS hypothesis deals with origination of the mutation which involves substitution of base pairs. Origination of HbS began with the stipulation that Hb and the entire hemoglobin existed previously so we don't consider localization and assembly. In the Flagellum example I stipulated origination and therefore skipped past this part to focus instead on localization, placement and configuration of the complete proteins I stipulated. This portion of the problem requires consideration of the correct number of subunits. If I were to include the origination problem in flagellum then the odds get far far worse for chance occurrence. While HbS from Hb is entirely consistent with evolutionary processes and does not calculate out as a Specified Complex event, in order for material processes to explain flagellum, we need an additional suite of evolutionary processes. Flagellum does calculate out as being SC.
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daedalus 2.0
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« Reply #39 on: November 11, 2007, 08:13:56 PM » |
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and would it be too much to ask to have him. show his work. no doubt we will see him create a number that proves his point.
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\\\\"SUCK IT, JESUS!\\\\" Kathy Griffin \"Hitler burns Anne Frank for a day, and it\'s Evil. God burns Anne Frank for eternity, and it\'s Just.\"Anon
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tejtej
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« Reply #40 on: November 11, 2007, 09:41:46 PM » |
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Origination of HbS began with the stipulation that Hb and the entire hemoglobin existed previously so we don't consider localization and assembly.
In the Flagellum example I stipulated origination and therefore skipped past this part to focus instead on localization, placement and configuration of the complete proteins I stipulated. In short, you use different assumptions and methodology for both. This is so obviously wrong. Is there a way to use the exactly the same approach to calculate probability for both cases? For example, evolutionary approach is that components in both cases did exist previously and are changing with the same mechanism (mutation, selection).
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Slovenc, tvoja zemlja je zdrava in pridnim nje lega najprava. Pólje, vinograd, gora, morjé, ruda, kupčija tebe rede.
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Reasoned Faith
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« Reply #41 on: November 12, 2007, 05:26:35 AM » |
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reposting this: Origination of HbS began with the stipulation that Hb and the entire hemoglobin existed previously so we don't consider localization and assembly.
In the Flagellum example I stipulated origination and therefore skipped past this part to focus instead on localization, placement and configuration of the complete proteins I stipulated. In short, you use different assumptions and methodology for both. This is so obviously wrong. We are cleaver people and can find multiple approaches to nearly any problem, but it does not make one correct and another not. In this case though they are different because the circumstances are different not because the approach is different. You'll have to show me how it is obviously wrong because it is far from obvious to me. Is there a way to use the exactly the same approach to calculate probability for both cases? For example, evolutionary approach is that components in both cases did exist previously and are changing with the same mechanism (mutation, selection).
I used the same approach in both cases but made different stipulations. In sickle hemoglobin, the starting point was that Hb and hemoglobin exists. The question under consideration was the generation of HbS in humans and whether or not this change had the character of exhibiting specified complexity. Are you suggesting that we allow that humans exist but that Hb and hemoglobin did not? If we agree that the starting point for HbS is Hb then I believe my analysis was correct. I need not consider localization or configuration because those processes were fixed prior to the HbS event. In otherwords at the point that HbS occurred the probability of localization, placement, configuration etc. are all 1.0 and therefore don't change the analysis. In the case of flagellum we we considering the development of flagellum in bacteria that lacked flagellum. We were considering the very first flagellum. In this example I skipped past the questions of mutation of genes required to generate the individual proteins despite that it would have made the numbers even less favorable for material mechanisms. In HbS I addressed the origination problem and calculated the probabilities. In flagellum, I gave the origination step a probability of 1.0 though in reality the odds would likely be much closer to zero. Now in your statement you say that evolution presumes that components previously existed and I have granted that in the case of flagellum. I did not require that these components mutate from some previous configuration. Had I required this more realistic case probability would drop substantially. For flagellum localization, placement and configuration were not given and that is where I focused my attention. So the approach was the same but the circumstances and assumptions were different thus different parts had different probability results.
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