- The complex inner workings of a watch necessitate an intelligent designer. No one could expect by putting all the components of a watch in a sealed black box and shake it for even a very long period of time, a workable watch could be developed.
- As with a watch, the complexity of X (a particular organ or organism, the structure of the solar system, life, the entire universe) necessitates a designer because it is very improbable that complex structures could be developed just by some simple physics in our universe.
Here is a simple analogy trying to show people who still believe in the Watchmaker argument, how wrong they could be. The analogue card game is like this:
In one shot of cards (52) , each time send 1 out to the table until it get to 13. Then whenever 1 card is sent to the table, 1 card should be taken away at random from the cards on the table. The question is: What is the probability (after the 52 cards are all sent out to the table and 39 cards are taken away randomly) to get a full house (13 cards with the same suit) on the table eventually?
The calculation should be somewhat as below:
or
Both equations give out the same result. The chance of the result (i.e. after sending out the 52 cards, the remained 13 cards are all in the same suit) is pretty small, around 6.3 E-12 (that is less than 0.000000001%). If this has to be happened by random, it could be said very very improbable.
Nonetheless, if a very simple selection rule is applied (no need of a designer to design this rule, no need a guardian to monitor the process throughout or to change the rule to achieve the result) the chance of getting this result (i.e. after sending out the 52 cards, the remained 13 cards are all in the same suit) could be increased tremendously. And perhaps, "tremendously" is even not the right word to describe this.
The simple rule is: preserve the card with the same suit and reject cards with different suits whenever a new card is sent out to the table.
With this simple rule in place, the chance of achieving a full house after finishing all the 52 cards becomes 100%. That is to say, this is for certain there will be a full house on the table before or when the 52 cards finished. The improvement of the chance is from 0.000000001% to 100% certainty this will be achieved. That is why the adjective "tremendously" seems a bit weak in this case to describe the betterment.
This calculation answers the Watchmaker choplogic is in fact a fallacy. No matter how improbable it may seem that a watch could be developed with all the components in place by shaking it in a black box even for million of years, just with a little simple rule of selection, the situation turns 180 degree. And this is how natural selection works. The selection criterion (only cards with the same suit remain) could be a very good analogy to kin selection or species with similar characteristics which have the best survival rate in a particular environment.
Back to the question about birthday mentioned in the beginning of this article. Many things appear to be very improbable in the first sight and are found that the probability is in fact very high either by mathematical modeling or by experiments. The answer may surprise for those who did not meet the question before. Because the answer is over 50% chance, in fact it is over 70% chance there will be 2 people have birthdays on the same day of the year in a group of 30 randomly selected person. The calculation is as below:
After all, the watch analogy does not function as a premise to an argument — rather it functions as a rhetorical device and a preamble. Its purpose is to establish the plausibility of the general premise: you can tell, simply by looking at something, whether or not it was the product of intelligent design.
In most formulations of the argument, the characteristic that indicates intelligent design is left implicit. In some formulations, the characteristic is orderliness or complexity (which is a form of order). In other cases it is clearly being designed for a purpose, where "clearly" is usually left undefined.
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