Bocolito wrote:besides the symmetry you can divide the message in squares of 3x3. the 2nd , 4th and 6th square have the same shape. It is an X. (in other words every three vertical lines you see the same shape.
I'm not saying there is something hidden but this means that the dots are not random.
Yep, to go down the rabbit hole on this a 3x3 grid is a great way to represent an octal number. Now I don't pretend to be a mathematician but I've long been fascinated by number systems based on numbers other than 10. Apologies if I have gotten anything wrong!
If each column is a 3 bit binary representation of an octal (3 bits is apparently a standard way of representing octal) you get:
111 010 010 | 101 010 101 | 110 101 100 | 101 010 101 | 111 011 111 | 101 010 101 | 111 001 011
That in standard numerals (but still in octal):
722 | 525 | 654 | 525 | 737 | 525 | 713
Those are octal numbers, where the first digit is x8x8 (x64), the second is x8 and the third is x1 (just as in decimal where the first is x10x10 (100), second is x10 and third is x1). If we convert them to decimal we get:
466 | 341 | 428 | 341 | 479 | 341 | 459
Of course you could read each 3x3 block horizontally instead and get a bunch of different numbers, but the repeating number (octal 525, decimal 341) stays the same:
Binary: 100 111 100 | 101 010 101 | 111 100 010 | 101 010 101 | 101 111 111 | 101 010 101 | 100 101 111
Octal: 474 | 525 | 742 | 525 | 577 | 525 | 457
Decimal: 316 | 341 | 482 | 341 | 383 | 341 | 303
When I saw the dots the first thing that came to mind was a machine readable code, of the type that used to appear on cheques, school exams, and many other places. Those usually had more rows than this one, but it still strongly resembles them. It wouldn't be standard for a machine-readable code to be read as 3 dots horizontally, then down to the next 3, down again to the next 3, then up and across to the next block - the dots would more likely be read vertically, allowing a continuous scan. What is common in machine-readable codes is repeating the whole string once or more just in case something happens to obfuscate it (the paper is ripped, burned, stained, badly printed, etc). And for the Warp one we get the same sequence twice.
Another interesting thing is that there is no 0. all of the octal numerals is used except 0. 1 through 7 each appear at least once. So we have 7 numbers composed of 7 octal numerals.
Just for fun here is what you get if you add the three decimal numbers in each block:
16 | 8 | 14 | 8 | 20 | 8 | 18
What it means, if anything, is a mystery though!