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The central portion of the page shows the algorithm for the currently selected layer. You see
the number of the algorithm (from 1 to 28, 101 to 131, and the IDs for any user-defined
algorithms) and a graphic representation of the signal path, as well as the currently selected
DSP functions within the signal path.
To use a different algorithm, select the Algorithm parameter and use any data entry method
to select a different one. To change the DSP function within an algorithm, move the cursor
to the block you want to change, then use the Alpha Wheel or Plus/Minus buttons. There's a
staggering number of combinations of algorithms and DSP functions alone, not to mention
the numerous controls that can be used to modify the DSP functions.
Note: Changing a layer's algorithm can affect the layer's sound drastically. It's a good idea to bring
down the volume of your Forte SE or your sound system before changing algorithms.
See
Algorithm Basics
Algorithm Basics
Each of the 59 available algorithms represents a preset signal path. With our new Dynamic
VAST feature, you can edit any preset signal path and make your own, unique algorithms,
but that will be explained further on in this section. Take a look at Algorithm 1 in the
diagram below. It's one of the simplest algorithms.
The DSP functions are represented by the rectangular blocks. The lines connecting the
blocks together indicates the flow of the digital signal from left to right; they represent what
we call the "wire" of the algorithm: the actual physical path that the signal follows through
the algorithm. Selecting different algorithms can be compared to connecting different DSP
functions with different wiring diagrams.
Think of the left side of each block as its input, and the right side as its output. Depending
on the algorithm, the signal may split into two wires, enabling part of the signal to bypass
certain portions of the algorithm. Split wires may rejoin within the algorithm, or they may
pass all the way through as split signals. If the last block has two wires at its output, we call it
a double-output algorithm. If it has one wire, it's a single-output algorithm, even if there are
two wires in earlier portions of the algorithm.
below for information on editing algorithms.
Program Edit Mode
The Algorithm (ALG) Page
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