As for me, that won’t be necessary if it is in German. But maybe some others are also interested. Thanks in advance!

Yes, the ~93% probability is only true if the numbers are generated by a random process (not independent random numbers as the theorem says, then it would be ~83%, anyway…) and, more important, only if you look at the complete 5-sequence after being formed, not during its formation. If you scan for sequences where only a subset of the equations…[Read more]

Yes, the ~93% probability is only true if the numbers are generated by a random process (not independent random numbers as the theorem says, then it would be ~83%, anyway…) and, more important, only if you look at the complete 5-sequence after being formed, not during its formation. If you scan for sequences where only a subset of the equations…[Read more]

@Anti

Just a personal note: I honestly appreciate your patience and thoroughness investigating Eurusdds fragments of a concept. However, don’t take them too seriously. If you gathered any valuable insights based on those threads (I think you did), it is likely that they are an outcome of your very own research inspired by some of his remarks and…[Read more]

@Anti

Thanks for your extensive reply. I think I understand your encoding but I disagree with the implicit assumpion of a uniform distribution of binary combinations. Computing the relative frequency with (32 – 2) / (32) requires that each binary pattern occurs with the same probability of 1/32. As you pointed out, at least one inequation (i) – (…[Read more]

@Anti

Thanks for your extensive reply. I think I understand your encoding but I disagree with the implicit assumpion of a uniform distribution of binary combinations. Computing the relative frequency with (32 – 2) / (32) requires that each binary pattern occurs with the same probability of 1/32. As you pointed out, at least one inequation (i) – (…[Read more]

@Anti

Thanks for your extensive reply. I think I understand your encoding but I disagree with the implicit assumpion of a uniform distribution of binary combinations. Computing the relative frequency as (32 – 2) / (32) requires that each binary pattern occurs with the same probability of 1/32. As you pointed out, at least one inequation (i) – (…[Read more]