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==User guide== | ==User guide== | ||
When you are zoomed below 175x, it will use 32 bit (1.17.14) fixed point numbers, which greatly improves speed. However, if zoom beyond that, then it switches back to 64 bit (1.35.28), which provides greater precision. | When you are zoomed below 175x, it will use 32 bit (1.17.14) fixed point numbers, which greatly improves speed. However, if zoom beyond that, then it switches back to 64 bit (1.35.28), which provides greater precision. | ||
==Controls== | ==Controls== | ||
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L/R - Change iterations | L/R - Change iterations | ||
==Screenshots== | |||
[[File:Mandelbrotds2.png]] [[File:Mandelbrotds3.png]] | |||
==Changelog== | ==Changelog== | ||
Revision as of 02:46, 7 Haziran 2021
| Mandelbrots | |
| File:Mandelbrotds.png | |
| General | |
|---|---|
| Author(s) | davr |
| Type | Mathematics |
| Version | 0.6 |
| Licence | Mixed |
| Links | |
| [Media:Mandelbrot6ds.zip Download] | |
| Website | |
<htmlet>adsense</htmlet>
The Mandelbrot set is a mathematical set of points whose boundary is a distinctive and easily recognizable two-dimensional fractal shape.
Features
- Zoom by dragging a rectangle.
- Save screenshot to PNG.
- Panning, Zooming, Adjust Iterations by buttons.
- 14 different color palettes.
Installation
Download and extract file.
DLDI patch .nds file and copy it to the root directory of the card.
User guide
When you are zoomed below 175x, it will use 32 bit (1.17.14) fixed point numbers, which greatly improves speed. However, if zoom beyond that, then it switches back to 64 bit (1.35.28), which provides greater precision.
Controls
D-Pad - Adjust offset
X/Y - Zoom
A - Redraw
B - Change color
Start - Save PNG to CF/SD
Select - Reset zoom
Drag a rectangle - Zoom to area
L/R - Change iterations
Screenshots
Changelog
r06
- Adds DLDI-support.
r05
- Minor optimizations and quality improvements.