3 .(1 4 . . . . . {4 8 6 5} . . . . . )(1 5 9 0 . . . {4 5 0} . . . 1 3 1 8)( . . . . {2 1 6 + 2 7 2 4} . . . . )|digit 8 2 5 6
That's the 1st occurrence of, 1 5 9 0^ and 1 3 1 8^
6 6 6 digits starting from the first digit of my names 1st occurrence,
divided at 4 5 0/2 1 6 at the End of 1 3 1 8's 1st occurrence
is not a coincidence, and i don't believe the 2 7 2 4 digits that close
the gap to reach digit 8 2 5 6 is either!
A person might say these numbers this way, as a faster way to say them,
"One Thousand Five Ninety" = 1 5 9 0
or,
"One Thousand Three Eighteen" = 1 5 9 0
Six times Six times Six equals Two Hundred Sixteen
= [ G O D + 6 6 6 + 2 7 2 4 ]
G O D + [ 1 5 9 0 + G O D + 6 6 6 ] + G O D = 2 7 2 4
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