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check this out:
http://stuff.mit.edu/afs/sipb/contrib/pi/ 1 billion digits of pi i couldnt load it all but if you used that secuence as a secuence given out by a roulette you could win extreamly easy ![]() i couldnt load it all but these are my results: times that 3 appears:4.302.202 times that 33 appears:391.103 (till where i was able to load) you can tell a 33 appears every 110 digits and this is the key according chance rules it should appear every 108 digits why? first you may wonder why it doesnt appear every 100 digits? there are two options to this chance choses one way and pi choses the other: the pi way to the two in a row dilema of not appearing every 100 (if you bet to 33 and 333 appears do you count one 33 or two 33?) (both pi and chance have to answer to how to count it just one) pi answer: if i counted 333 as two 33, but i cant, to all the 33 i would get counting 333 as two 33 i have to substract 10% of then since theres a chance a 33 continues as a 333 of 10% therefore ill make appear 33 or 11 or 22 every 110 digits, a 10% more if you count 333 as just one 33 than if you count it as two chance answer : well if i have to count 333 as just one 33 what would happen if a bunch of people coluded and one bet one coin at first game other person another coin at second game and so on betting all at 33, they would invest as many credits as digits counted but when they win they bet for 33 not 333 so when a 33 appears the second person in collusion after the first person has won just retires the gains so how much have the team won for every 33? 99 credits the first player and 9 credits the following player as a team 108 crdits so if they invest one credit for every digit and when they win they win 108 credits its easy to see it will appear every 108 digits so pi answer to the dilema of counting 333 as just one 33 instead of just two is making 33 appear every 110 times chance answer to this dilema is making it appear every 108 times ![]() so the resume to all this: pi is not like chance, they have different structures oh and on the monkey type writter monkeys with eternal time to write is virtually imposible infinite monkeys typing infinite time random keyboards will produce a night summer dream why? spaces appear every 4 leters while x is used like every 1000 letters that would be like gambling a trillion euros euro by euro in a 99% edge roulete and say you have a chance to win well maybe this is not a good example is easier to see the monkeys producing a random pattern while language pattern is not random for that the monkeys would have to produce a random number which in long term had a huge bias and that shouldnt be posible
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