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Irregular occurrences \n*/\n\nimport(\"stdfaust.lib\");\n\nprocess = hgroup(\"Granulator\", *(excitation : ampf));\n\nexcitation = noiseburst(gate,P) * (gain);\nampf = an.amp_follower_ud(duree_env,duree_env);\n\n//----------------------- NOISEBURST ------------------------- \n\nnoiseburst(gate,P) = no.noise : *(gate : trigger(P))\n\twith { \n\tupfront(x) = (x-x') > 0; \n\tdecay(n,x) = x - (x>0)/n; \n\trelease(n) = + ~ decay(n); \n\ttrigger(n) = upfront : release(n) : > (0.0);\n\t};\n\t\nP = freq; // fundamental period in samples \nPmax = 4096; // maximum P (for de.delay-line allocation)\n\ngate = phasor_bin(1) :-(0.001):pulsar;\ngain = 1;\nfreq = hslider(\"[1]Grain Size[style:knob][acc:2 0 -10 0 10]\", 200,5,2205,1);\n// la frequence donne la largeur de bande extraite du bruit blanc\n\n// PHASOR_BIN //////////////////////////////\nphasor_bin (init) =  (+(float(speed)/float(ma.SR)) : fmod(_,1.0)) ~ *(init);\n\t\t\t\t\t\t\n// PULSAR //////////////////////////////\n//Le pulsar permet de creer une 'pulsation' plus ou moins aleatoire (proba).\n\npulsar = _<:((_<(ratio_env)):@(100))*(proba>(_,abs(no.noise):ba.latch)); \nspeed = hslider (\"[2]Speed[unit:Hz][style:knob][acc:0 1 -10 0 10]\", 10,1,20,0.0001):fi.lowpass(1,1); \nratio_env = 0.5;\nfade = (0.5); // min > 0 pour eviter division par 0\nproba = hslider (\"[3]Probability[unit:%][style:knob][acc:1 0 -10 0 10]\", 70,50,100,1) * (0.01):fi.lowpass(1,1);\nduree_env = 1/(speed: / (ratio_env*(0.25)*fade));\n","Path":"<LIBRARY>:packages/default/Presets/Faust/faustplayground/effects","Inlets":[{"uuid":"a1574bb0-cbd4-4c7d-9417-0c25cfd1187b","ObjectName":"Inlet","id":1,"Hidden":false,"Custom":"Audio In","Exposed":"audio in"},{"uuid":"82427d27-084a-4ab6-9c4e-db83929a1200","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"Grain Size","Exposed":"grain 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PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><meta charset=\"utf-8\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\nhr { height: 1px; border-width: 0; }\nli.unchecked::marker { content: \"\\2610\"; }\nli.checked::marker { content: \"\\2612\"; }\n</style></head><body style=\" font-family:'Ubuntu'; font-size:13px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\">This eexample show multiple ways of using granulators.<br /><br />Granola is the built-in granulator object of score. <br />It can work autonomously or be driven by MIDI with the <br />blue input port.<br /><br />Simply drop a sound file on it to get started.</p>\n<p style=\"-qt-paragraph-type:empty; margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><br 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type=\"text/css\">\np, li { white-space: pre-wrap; }\nhr { height: 1px; border-width: 0; }\nli.unchecked::marker { content: \"\\2610\"; }\nli.checked::marker { content: \"\\2612\"; }\n</style></head><body style=\" font-family:'Ubuntu'; font-size:13px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\">Faust comes with a simple example granulator, too.</p></body></html>"},"Init":{"String":"(Double-click to 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","AutomaticThumbnail":true},{"uuid":"1f923578-08c3-49be-9ba9-69c144ee2e32","Refresh":false,"Reconnect":false,"MidiRatio":1.0},{"uuid":"6e610e1f-9de2-4c36-90dd-0ef570002a21","RootNode":{},"Children":[]},{"uuid":"05e72689-e02c-4c9d-a0bf-fe84c32d3d96","Data":""}],"Version":5,"Commit":"c286f572f94d2e65713a60fbc5b0e3fd127d8f60","Tag":"3.8.2"}