```
d4 -- $ rev \n $ note ((scaleP scalePattern -- $ off 4 ((+ 2 ).slow 2) \n -- $ off 1 (inversion.slow 2) \n $(rotR 1.5 ) $(+ slow 8 "x" <~> generateMelodicSeed) -- $ inversion \n $ generateMelodicSeed ))#s "[pe-gtr:12,midi]" #gain 1.2 #orbit 3 #midichan 4
```

```
do cps (86/60/2) d9 $ midicmd "midiClock*48" # s "midi"
```

```
d9 $ midicmd "start" # s "midi"
```

```
d2 $ note ((scaleP scalePattern $ (rotR 3.5) -- $ inversion \n $ (+ slow 8 "x" <~> ((0.5 ~>) generateMelodicSeed)) -- $ slow 2 \n $ generateMelodicSeed ) - 12)#s "[pe-gtr:9,midi]" #gain 1.2 #orbit 1 #midichan 2
```

# IIR Filter

An Infinite Impulse Response filter is a digital filter implemented by a difference equation that included references, not only to past inputs, but also to pas output values. A general form for the equation would be as follows:

\[y[n] = \sum_{i=0}^p a_{i}x[n-i] + \sum_{j=0}^q b_{j}y[n-j]\]IIR filters are not guaranteed to be stable or to preserve phase relationships. However, it is possible to achieve steep cutoff responses with very few terms.

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