![]() So your first fractal will be overwritten. No new screen will be opened for this new fractal. If you are satisfied with the result, double-click the left mouse button (or click enter on your keyboard). The arrows indicate the direction into which you can move the outline of the zoom box. īy pressing and holding the left mouse button when the cursor shows a double arrow and then dragging the edge, you can make the zoom box larger or smaller. Īt the corners, you will see a diagonal double arrow. Īt the top and bottom edges of the box, you will see a double arrow pointing up and down. The direction of these arrows depends on where the mouse is placed.Īt the left and right edges of the box, you will see a double arrow pointing lef t and right. When you move the mouse over the outline of the zoom box, the cursor arrow will change into a double arrow. Increasing or decreasing the size of the zoom box. ![]() In this mode (Select mode), you will see a window at the bottom right of the screen showing the new fractal. Hold down the left mouse button and drag the zoom box to the area of the fractal you find interesting. If you move the cursor over the zoom box, the arrow will change into a Move icon. This creates a zoom box over your fractal that looks just like the box on the Select icon (figure 1.3). You can use one of two methods to zoom in. Once you have found a fractal you would like to work with, you can zoom into the fractal to enlarge part of it. The new fractal will open in a new window once you click the left mouse button. The small window shows you what the fractal will look like when you click the left mouse button. Select the Switch mode icon to search for interesting fractals.Ĭlicking on this icon will cause the image on the lower right-hand corner of the screen to change as you move the cursor over the fractal (figure 1.2). Select mandelbrot.ufm in the “Default” folder. If the screen is blank when you start UF, open the Mandelbrot set as follows:Ĭlick the new document icon. In our case, this is a is basic fractal called the Mandelbrot set (figure 1.1). When you start Ultra Fractal (UF), the screen will display a default fractal. What this tutorial will cover: Lesson 1: Browsing and zooming Lesson 2: Choosing a formula Lesson 3: Colors Lesson 4: Working with layers Lesson 5: Mapping – the Kaleidoscope transformation Lesson 6: Mapping – the Lake effect Lesson 1: Browsing and zooming Written and compiled by Gerda van Rossem, translated by Irene Muehldorf.
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