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+#N canvas 0 0 450 300 graph1 0;
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+#X restore 93 408 graph;
+#X obj 33 288 line~;
+#X msg 33 237 500 \, 1423 4000;
+#X floatatom 41 262 5 0 0 0 - - -;
+#X text 24 556 Synthesis techniques vary in their tendency to make
+foldover. For higher pitched sounds you'll want to try out relatively
+folvover-resistant ones.;
+#X obj 33 342 output~;
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+-1;
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+#X text 222 276 sine;
+#X text 252 297 complex;
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+#X text 56 2 THE NYQUIST THEOREM AND FOLDOVER;
+#X text 30 33 WARNING: PLAY THIS QUIETLY TO AVOID UNPLEASANTNESS AND
+POSSIBLE EAR DAMAGE.;
+#X text 29 77 Foldover occurs when you synthesize frequencies greater
+than the Nyquist frequency (half the sample rate). In this example
+\, the fundamental only reaches 1423 \, but the tables contain high
+partials. As the partials sweep upward you hear them reflect off the
+Nyquist frequency. Also \, partials can come into contact with each
+other causing beating. The value of 1423 was chosen to make the beating
+effect especially strong if you're running at a sample rate of 44100
+(the usual one.);
+#X text 330 616 updated for Pd version 0.37;
+#X text 219 245 waveforms:;
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