@parados,
Quote:Let's say we have a six sided die and roll it 10 times. What are the odds we will get 2 sixes in a row during those 10 rolls.
Now lets roll the die 1000 times. What are the odds we will get 2 sixes in a row during those 1000 rolls?
Your argument is that the likelihood of 2 sixes in a row is less if you roll the die 1000 times. I would love to see your math to prove it.
You just showed me again you don't understand the link between statistics and evolution at all.!
Go and look up: Stochastic Independence within statistics.
You can see it even simpler, assume you can add changes, So we add P(1) and (P2) etc etc etc.
So the total change P(x)=P(1)+P(2)+P(3) etc.
Now assume the changes are all the same P(t)=0,01 in wicht t=1,2,3 etc
Now if we add these changes , and if there is plenty of time, the change will become higher then 1, an impossibility.
You, see, we have to multiply these changes. P(1) x P(2) etc etc
and with each Pt) the changes are diminshed because we multiply numbers
smaller then one! Hence, the more years the less the change!
So, also here, evolution is impossible!