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		These two circuits are among my favourites simply because they're so <div class="underline">extremely</div> simple.
		<br/><br/>
		<div class="bold">Suboctave generator</div>
		The whole idea behind a suboctave generator can be very simple; take an input waveform with a certain frequency
		and output the same waveform but with half the frequency, i.e. one octave down. If dealing with squarewaves
		the only thing needed is a logic counter/divider.<br/>
		<br/>
		I used a 4040 CMOS counter and used the squarewave from my oscillator as clock input, every output of the counter
		will generate a waveform with a frequency that is the original frequency divided by a predefined number:<br/>
		<ul>
			<li>Output 1 - f / 2 (one octave down)</li>
			<li>Output 2 - f / 3 (1.5 octaves down)</li>
			<li>Output 3 - f / 4 (2 octaves down)</li>
			<li>Etc...</li>		
		</ul>
		<div class="bold">Ringmodulator</div>
		The idea for this circuit is not mine, it's actually spread all over the internet and has been used in many 
		synthesizers. This is a digital ringmodulator that is simply the XORed output of two oscillators, the input is
		apparently supposed to be two triangle waves for best result, i didn't have a clue and was happy with the result
		even though i used squarewaves!<br/>
		<br/>
		I used a 4070 CMOS XOR gate and connected my oscillators, decoupled as they were, and it works fine!
		<br/><br/>
		<div class="bold">About CMOS logic</div>
		A good thing about using the 40-series CMOS logic is that they don't need buffering and they run out of
		basically any voltage from 2-15v, capacitive coupling can be nice though.

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