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Picture 9 |
X-Coordinate |
Y-Coordinate |
Minimum |
-0,7406257 |
0,1580587 |
Maximum |
-0,7406255 |
0,1580589 |
Difference |
0,0000002 |
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This picture shows the black mark, which now almost seems somewhat three-dimensional, cause of the spirallike pattern.
A component of this pattern is now to be enlarged. You find it in the left upper quarter of the picture, it is third from left and second from above. |
Picture 10 |
X-Coordinate |
Y-Coordinate |
Minimum |
-0,740625660 |
0,158058849 |
Maximum |
-0,740625641 |
0,158058868 |
Difference |
0,000000019 |
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This picture again shows again the crown-like structure without trunk, which occurs very frequently altogether.
In the center of the picture you again can discover a small lying S, which is to be enlarged in the following.
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Bild 11 |
X-Coordinate |
Y-Coordinate |
Minimum |
-0,740625651 |
0,158058859 |
Maximum |
-0,740625649 |
0,158058861 |
Difference |
0,000000002 |
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This picture now again shows a lying S, which almost seems to be identical to the structure of its predecessor.
In order to check this fact, for the next picture the black mark in the center of the figure will be enlarged again.
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Picture 12 |
X-Coordinate |
Y-Coordinate |
Minimum |
-0,7406256503 |
0,15805885955 |
Maximum |
-0,7406256499 |
0,15805885995 |
Difference |
0,0000000004 |
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This picture does not show now this time "expected" Mandelbrot-Set-like figure. But with little bit of imagination it looks as if two Mandelbrot-Set-like figures would have grown together at their bottems.
However the verification is not very easy, because due to the necessary computational accuracy the computing time would increase "explosionlike".
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In case of questions or suggestions just write an Email to me.
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