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Old 02 December 2021, 10:44   #1
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How is 3D 3.456 dots possible on Amiga 500?

I used to program a few demo on A500 in the 90s and there are several tricks I'd like to understand. For example 3.456 dots 50FPS on A500 with shape that change made by Hannibal on Anarchy's 3D Demo 2. Do you have some pointers on how this is possible? at 2:52 [ Show youtube player ]

I asked this question here as well with interesting answers but no concrete code ,trick or algorithm.
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Old 02 December 2021, 11:14   #2
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They probably use cylindrical coordinates for the landscape dots and tables for projection on the screen. That's why the landscape can rotate easily, that's just one addition for the angle-offset. I assume there is no perspective in the z-direction, then the height info of the dot directly translates to the screen. Similarly the sphere and cube are probably done using spherical coordinates. Again only some adds needed for the two angles of rotation, tables for projection.
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Old 02 December 2021, 11:36   #3
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- no depth/perspective (parallel perspective, meaning z is ignored for speed but it will look 2D/flat-ish)
- 4x mirroring/symmetry, and thanks to no perspective maybe the entire thing is just only x and y, and lots of tables (entirely fake 3D)
- morph is very limited: only dots that are part of a group of e.g. 64 dots can morph between eachother, and every group morphs in the same way (probably precalc and then use a set of tables to scale to appropriate size in real-time)
- don't know whether it's a 3-axis rotation or maybe simplified as 2-axis, or entirely faked in some other way (because of the above)
The point being, it's not entirely what it appears to be .
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Old 03 December 2021, 12:36   #4
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The thing is that I remember having done a 2048 dots sphere with all coordinate precomputed and only 5 simple instructions (no mul/div) to get each dot coordinate and print it on bitmap, this is why I am wondering how this is possible? One day I will take the time to decompile it 100%
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Old 03 December 2021, 13:01   #5
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You don't happen to have that code anymore?
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Old 03 December 2021, 13:34   #6
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Rock Lobster by Oxyron has a pretty impressive dot routine and the source is on github. From the doc:

One of the technical hi-lights in the demo.
2816 z-shaded morphing vectorplots. Before adding sprite-overlays and design-stuff I had 3172.
A transformation matrix is generated every frame.
The morphing is just the result of using lots of prescaled sintables.
Half of the pixels are transformed with one add.l for X, Y & Z.
Then the blitter extracts the bits and adresses for the plots including z-shading.
The blitter also mirrors the bits, adresses and shading for the other half of the symmetric object.
The CPU sets the pixels with a bset.b per pixel.
Might be worth a look.
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Old 14 December 2021, 18:24   #7
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The blitter is a very powerful tool for accelerating these kinds of bit handling functions that the 68k is bad at. It's also pretty complex to get it to do what you want, really need to wrap your brain around how it works.
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Old Today, 04:08   #8
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Starfield at 3.55 is nice. Problem was demo coders never made kick-ass game engines in my time with Amiga so I was always suspicious by default otherwise it would be more than just a demo segment
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