(April 26, 2014 at 10:26 am)thequestion Wrote:(April 26, 2014 at 10:13 am)Cato Wrote: How many combinations of numbers, assigned by counting collections of characters, can be combined into sets and then dividend against one another that don't result in the golden ratio? This is always ignored.
elaborate please
thank you
Count the number of 'pick a letter' on every page or in every paragraph if you like. Choose an arbitrary number, say 100. Divide the number of paragraphs/pages containing over 100 of the letter you chose by those containing less than 100. Do you get the golden ration? No? Ok, change the set to include paragraphs/pages containing 99 and repeat. Or you could pick a different letter. Or maybe just count sentences. Don't forget to try the inverse before moving on.
Once you stumble upon some combination of arbitrarily chosen sets that approximate the golden ratio take to the internet and proclaim the existence of Allah. It's hard for me to believe that anyone finds this type of argument convincing. Do you and your ilk easily get distracted by flashing lights?
