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"Where's the money, Zin?"
Your flat imagination doesn't allow you to think in volumetric images.
Your flat imagination does not allow you to think in three-dimensional images.
What does each axis mean then?
The time axis remains unchanged. The interpretation of the other two axes (i.e. measurements) is not so obvious. But at once it allows introducing such characteristics as curvature and torsion.
A trader's imagination should be focused on monetising any movement of a trading instrument, not on giving volume to anything.... Your energy could replace a small nuclear power plant, but no, all in the sand...
Well, what "should be" and what "shouldn't be" is just your individual opinion, nothing more.
...
"The Russian man is an eternal inventor, which he himself does not appreciate, does not notice" (C). And I am a Russian man.
What did your volumetric images bring you? Can I feel them yet?
You'll be able to get a feel for it soon.
You'll be able to get a feel for it soon.
Yes, Oleg, there will be more of them out there where you are trying to win.
And the near future - in the scale of space measures?
Yes, Oleg, there are more of them out there where you're trying to win.
Who's counting them...?
And the near future - in the scale of cosmic measures?
No, in ours, quite earthly.
We'll open the scale in January.
who counted them...?
No, in ours, quite mundane.
We'll open the scale in January.
January 3000 what year? And close by what January? Will we make it?