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Even in the case of mutations which can change the amount of DNA possessed by an organism, an increase in the amount of DNA does not result in increased function. Biophysicist Dr. [[Lee Spetner]] in his book, ''[http://store.nwcreation.net/notbychshmot.html Not by Chance: Shattering the Modern Theory of Evolution]'', analyzed examples of mutational changes that evolutionists claimed were increases in information, and demonstrated that they were actually examples of loss of specificity, meaning loss of information. | Even in the case of mutations which can change the amount of DNA possessed by an organism, an increase in the amount of DNA does not result in increased function. Biophysicist Dr. [[Lee Spetner]] in his book, ''[http://store.nwcreation.net/notbychshmot.html Not by Chance: Shattering the Modern Theory of Evolution]'', analyzed examples of mutational changes that evolutionists claimed were increases in information, and demonstrated that they were actually examples of loss of specificity, meaning loss of information. | ||
Their is also a massive mathmatical challenge in regard to evolutionary changes and mutations. It is specifically the hopefull chance of related mutations that evolution requires. | |||
First and foremost mutations are rare, they happen on average about once in every 10 million duplications of the DNA molecule (10^7, a one followed by 7 zeroes). The problem comes when you need a series of related mutations to occur. The odds of getting two mutations that are related to one another is the product of seperate probabilities, one in 10^7 x 10^7 or 10^14, a one followed by 14 zeroes, a hundred trillion! That would barely change the shape of a fly wing for example, this is a long way from a truely new structure, and certainly a long ways off from turning the fly into anything other than a fly. | First and foremost mutations are rare, they happen on average about once in every 10 million duplications of the DNA molecule (10^7, a one followed by 7 zeroes). The problem comes when you need a series of related mutations to occur. The odds of getting two mutations that are related to one another is the product of seperate probabilities, one in 10^7 x 10^7 or 10^14, a one followed by 14 zeroes, a hundred trillion! That would barely change the shape of a fly wing for example, this is a long way from a truely new structure, and certainly a long ways off from turning the fly into anything other than a fly. | ||
