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Povray Lsystem 3D Gallery 2 |
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I used the method described by [P&H] to create the Menger '3D carpets' below. The center images are my toys. I3 and I4 refer to the number of iterations. Cees van der Mark [CM] created a shape which he called: Pythagoras semi 3D form. The original looks like LS3D_PysNightmare3c. As it was something unusual I could not refrain from toying with it. I called it 'Pys Nightmare'. See what I came up with. |
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Menger 'Cubism' |
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LS3D_Menger1_I3 |
LS3D_Menger1_I3_obj |
LS3D_Menger1_I4 |
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LS3D_Menger1_I3a |
LS3D_Menger1_I3a_obj |
LS3D_Menger1_I4a |
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LS3D_Menger1_I3b |
LS3D_Menger1_I3b_obj |
LS3D_Menger1_I4b |
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below: inverse 'carpet' |
below: patchwork 'carpet' |
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LS3D_Menger1_I3c |
2 other variants |
LS3D_Menger1_I3d |
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Variations of Pythagoras' 'nightmare' |
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LS3D_PysNightmare3a |
LS3D_PysNightmare3c |
LS3D_PysNightmare3b |
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LS3D_PysNightmare3d |
small changes ... |
LS3D_PysNightmare3e |
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LS3D_PysNightmare1a |
LS3D_PysNightmare1c |
LS3D_PysNightmare1b |
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LS3D_PysNightmare2a |
... huge effect |
LS3D_PysNightmare2b |
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Copyright (c) 1996-2025 Droj. All rights reserved.