probability-theory

MERE CHANCE OCCURRENCE?

Could it possibly be a mere chance occurrence that THREE periods relating to The Sun (and ALL involving only The FOUR Inner Solar System Planets) (ie:- Examples A, B, and C) could ALL THREE "hide" "encrypted" close-to-perfect multiples of A THOUSAND which are THIS CLOSE to perfect multiples of A THOUSAND? The calculation below makes it clear that chance occurrence cannot possibly be the explanation.

QUESTION:- If you generated random numbers in groups of three (triads), how many “triads” would you need to generate (on average) before one of these “triads” contained three numbers which were as close to perfect multiples of A THOUSAND as the following three numbers?

(A). 30,000.47

(B). 37,000.7

(C). 31,000.8556

ANSWER:- FOUR HUNDRED MILLION.

1 ÷ {[(0.47 x 2) ÷ 1000] x [(0.7 x 2) ÷ 1000] x [(0.8556 x 2) ÷ 1000]} = 438,728,879 = FOUR HUNDRED MILLION.

(Note:- I multiply by 2 because the number could be either very slightly more, or very slightly less than a perfect multiple of 1000.)