Гуглионище или гуглиартд

The Google number is ten to the hundredth power. This is the established naming convention, and the search engine does not give a single practical, specific number. This is extremely important. However, the degree of accuracy is sufficient up to four decimal places, and billions of billions are no longer so necessary in practice. It doesn't matter if infinity is too much or too little.
I wonder if I'll be the first to suggest practical numbers commensurate with Google, but smaller than Google Flex?
I'll just label the matrix ten by ten. It is constructed by filling in from one to zero, with the first column shifted by one position so that one appears in the central diagonal. What will then end up diagonally from bottom to top and from left to right?
Oh, you can put a zero in the diagonal of a square matrix, and it forms a very approximate, inaccurate odd diagonal. And accordingly, exactly an even Google is like this:
1234567890
0123456789
9012345678
8901234567
7890123456
6789012345
5678901234
4567890123
3456789012
2345678901
It's definitely an even Google. Or just… And the approximate odd one starts from zero. They are called simply, the short version is... Odd or minus the exact Google. That's ten to the minus hundredth degree. Still, I'd like to see what this ten-by-ten matrix looks like.
0123456789
9012345678
8901234567
7890123456
6789012345
5678901234
4567890123
3456789012
2345678901
1234567890
Wow. So I want to extend the matrix to a size of ten by twenty. And it turns out that line 1234567890 is kind of null? A Google duplex matrix from minus one to one eats up one row of the matrix. Actually, she'll be ten by nineteen then. Why repeat zero twice?
No! If you continue down, the Google matrices will intersect, overlap on one line. And if it's on top, sign it? Pancake. Okay, I'll do both. And in two columns. If the text were written by hand, it would be easy. And so… And it's so complicated. Positional calculus of the Google matrix. It is complex. Integrated Google is when it's horizontal.


It was just necessary to translate paragraphs and not try to improve the entire text with rhinestones.


In accounting, there is a concept of a "cumulative total report." And Google's number and my story about the total with a "decreasing" value. More precisely, it's just an error of both plus and minus... Or an error of 2 through 2. Error compensation is possible if errors are alternated up and down. It works with space, but it doesn't work with time. Scalar and vector quantities in a complex number. Society has not yet realized the convenience of the numerical plane. The mathematicians realized and the USSR released gin, giving a massive explanation of what a complex number is. From now on, we live in a 5-dimensional world. I can't even imagine how to combine the philosophy of Zapato with the philosophy of the East and monotheism.
That's
it... In general, the review is to reset Google's matrix increase and decrease. Well... I will increase the matrix until there are no rows of overlapping errors... Both ways.


The Rising Gulion
The Waning Google
Now they need to be separated not by a space, but by paragraphs. So that the repeat matrix is no longer noticeable. And then the magic of the virtuality of the "matrix" will work.

1234567890
012345678901
123456789012
234567890123
345678901234
456789012345
567890123456
678901234567
789012345678
890123456789
90

9876543210
098765432109
987654321098
876543210987
765432109876
654321098765
543210987654
432109876543
321098765432
210987654321
10


Here. You see? You can get hooked on 2 positions. How to continue the matrix? Is he going to get hooked on Google? Plus for minus? Or a minus for a plus... Or just the pros and cons...

And Google is a 10 by 10 matrix reduced to 0 by adding (subtracting) 10-bit lines. Yeah... And we also need a binary, dual marker, not just of decreasing and increasing order, but also of direct and reverse order. After all, in the terminology I put forward, it remained in the default. I will not be wise, but I will add "adjectives" to the name of the number.

They start from scratch, which is impossible not to write.:
Negative Rising Google.
Negative Decreasing Google.

And their O.U.G. Can be combined so that 10 digits will be applied imperceptibly... The usual numeric axis implies only 2 directions... And then wormula...
n=10 N=2n(n-1)=180
Then Google is 10 to the 180th degree, and Complex Google or Google is 10 to the 360th degree. Is that you, Radian? But what about the heat of 6 degrees ...
in short, something like that!