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#N canvas 230 71 587 465 12;
#X floatatom 179 207 0 0 0;
#X obj 53 199 f;
#X obj 89 194 + 1;
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#X msg 69 165 1;
#X msg 285 213 0;
#X obj 418 342 *;
#X obj 418 392 del;
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#X obj 418 322 -;
#X msg 469 304 0;
#X obj 449 346 r delay-multiplier;
#X obj 432 369 r reset-stop;
#X obj 238 110 inlet;
#X obj 179 184 getsize \$1 \$2;
#X obj 285 233 element \$1 \$2;
#X obj 187 234 element \$1 \$2;
#X obj 208 408 outlet;
#X obj 349 408 outlet;
#X obj 187 254 get \$3 y w x;
#X obj 285 253 get \$3 y w;
#X obj 265 408 outlet;
#X obj 342 302 t f b;
#X obj 372 326 0;
#X obj 238 130 t b b p b;
#X text 229 93 pointer in;
#X text 20 12 This is an abstraction used in the sequencer example. Here we take a pointer and sequence an array belonging to it \, either the amplitude or the frequency \, depending on the value of argument 2 The template of the scalar is given by argument 1 and that of the array elements by argument 3;
#X text 90 431 Outlets: new y value \, new w value \, time to ramp to new values.;
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